29020 lines
2.7 MiB
29020 lines
2.7 MiB
<?xml version="1.0"?>
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<VSpy3>
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<!--Created on: 11/27/2025 5:22:25 pm-->
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<VersionCreatedWith>3.9.22.16</VersionCreatedWith>
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<VersionHash>b258777f</VersionHash>
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<SimulationEnabled>False</SimulationEnabled>
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<NumberJ1850HeaderBytes>3</NumberJ1850HeaderBytes>
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<AutoDetectHardwareSupport>True</AutoDetectHardwareSupport>
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<DatabasePlatform></DatabasePlatform>
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<NetworkMappings>0</NetworkMappings>
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<JoystickEnabled>False</JoystickEnabled>
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<GenerateVScapeDecodingsOnStart>False</GenerateVScapeDecodingsOnStart>
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<LoopTime>5</LoopTime>
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<LINVersion>0</LINVersion>
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<TextAPITCPIPEnabled>False</TextAPITCPIPEnabled>
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<TextAPITCPIPPort>8000</TextAPITCPIPPort>
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<TextAPICommPortServer1Enabled>False</TextAPICommPortServer1Enabled>
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<TextAPICommPortServer2Enabled>False</TextAPICommPortServer2Enabled>
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<TextAPICommPortServer3Enabled>False</TextAPICommPortServer3Enabled>
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<TextAPICommPortServer1Port>34</TextAPICommPortServer1Port>
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<TextAPICommPortServer2Port>10</TextAPICommPortServer2Port>
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<TextAPICommPortServer3Port>14</TextAPICommPortServer3Port>
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<UICurrentDesktop>0</UICurrentDesktop>
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<CANTerminal>
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<NetworkKey>net0</NetworkKey>
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<LogFilePath>CAN Terminal LogFile</LogFilePath>
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</CANTerminal>
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<EthernetNetworks>
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<EthernetNetwork>
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<Key>0</Key>
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</EthernetNetwork>
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</EthernetNetworks>
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<ScreenWidgets>
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<ScreenWidget>
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<Key>0</Key>
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</ScreenWidget>
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<ScreenWidget>
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<Key>1</Key>
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</ScreenWidget>
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<ScreenWidget>
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<Key>2</Key>
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</ScreenWidget>
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<ScreenWidget>
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<Key>3</Key>
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</ScreenWidget>
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<ScreenWidget>
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<Key>4</Key>
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</ScreenWidget>
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<ScreenWidget>
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<Key>5</Key>
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</ScreenWidget>
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<ScreenWidget>
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<Key>6</Key>
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</ScreenWidget>
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<ScreenWidget>
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<Key>7</Key>
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</ScreenWidget>
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<ScreenWidget>
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<Key>8</Key>
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</ScreenWidget>
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<ScreenWidget>
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<Key>9</Key>
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</ScreenWidget>
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<ScreenWidget>
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<Key>10</Key>
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</ScreenWidget>
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<ScreenWidget>
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<Key>11</Key>
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</ScreenWidget>
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<ScreenWidget>
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<Key>12</Key>
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</ScreenWidget>
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<ScreenWidget>
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<Key>13</Key>
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</ScreenWidget>
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<ScreenWidget>
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<Key>14</Key>
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</ScreenWidget>
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<ScreenWidget>
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<Key>15</Key>
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</ScreenWidget>
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<ScreenWidget>
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<Key>16</Key>
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</ScreenWidget>
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<ScreenWidget>
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<Key>17</Key>
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</ScreenWidget>
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</ScreenWidgets>
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<AppSignals>
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<Signal>
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<Description>Device</Description>
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<Key>sig0</Key>
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<ValueType>1</ValueType>
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<Equation>{Raw Value}|0,1,0,0</Equation>
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<Format>XX hex</Format>
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<UpperRange>597</UpperRange>
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<LowerRange>0</LowerRange>
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<SetValueDouble>35</SetValueDouble>
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<SaveLastValue>True</SaveLastValue>
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</Signal>
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<Signal>
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<Description>Register</Description>
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<Key>sig1</Key>
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<ValueType>1</ValueType>
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<Equation>{Raw Value}|0,1,0,0</Equation>
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<Format>XXXX hex</Format>
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<UpperRange>415029</UpperRange>
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<LowerRange>0</LowerRange>
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<SetValueDouble>64925</SetValueDouble>
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<SaveLastValue>True</SaveLastValue>
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</Signal>
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<Signal>
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<Description>Device+Register</Description>
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<Key>sig2</Key>
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<ValueType>4</ValueType>
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<Equation>B1 Length: (all remaining)|0,-1</Equation>
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<Format>0</Format>
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<SetValueDouble>0</SetValueDouble>
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<SetValueString>L,23,FD,9D</SetValueString>
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<InitValueString>0</InitValueString>
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<SaveLastValue>True</SaveLastValue>
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</Signal>
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<Signal>
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<Description>Dev+Reg BASE10</Description>
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<Key>sig3</Key>
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<ValueSource>2</ValueSource>
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<ValueType>1</ValueType>
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<Equation>{Raw Value}|0,1,0,0</Equation>
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<UpperRange>0</UpperRange>
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<LowerRange>0</LowerRange>
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<CalcSignalType>6</CalcSignalType>
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<CalcEquation>{Device+Register (Value) :sig2-0}</CalcEquation>
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<SetValueDouble>0</SetValueDouble>
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<SaveLastValue>True</SaveLastValue>
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</Signal>
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<Signal>
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<Description>Stored Values to Trigger Byte Update</Description>
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<Key>sig4</Key>
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<ValueType>1</ValueType>
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<Equation>{Raw Value}|0,1,0,0</Equation>
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<UpperRange>0</UpperRange>
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<LowerRange>0</LowerRange>
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<SetValueDouble>35</SetValueDouble>
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<SetValueDouble>64925</SetValueDouble>
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<ArraySizeDefault>2</ArraySizeDefault>
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<IsArray>True</IsArray>
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<SaveLastValue>True</SaveLastValue>
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</Signal>
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<Signal>
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<Description>Register Byte 1</Description>
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<Key>sig5</Key>
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<ValueType>1</ValueType>
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<Equation>{Raw Value}|0,1,0,0</Equation>
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<Format>hex</Format>
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<UpperRange>0</UpperRange>
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<LowerRange>0</LowerRange>
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<SetValueDouble>253</SetValueDouble>
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<SaveLastValue>True</SaveLastValue>
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</Signal>
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<Signal>
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<Description>Register Byte 2</Description>
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<Key>sig6</Key>
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<ValueType>1</ValueType>
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<Equation>{Raw Value}|0,1,0,0</Equation>
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<Format>hex</Format>
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<UpperRange>0</UpperRange>
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<LowerRange>0</LowerRange>
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<SetValueDouble>157</SetValueDouble>
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<InitValueString>0</InitValueString>
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<SaveLastValue>True</SaveLastValue>
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</Signal>
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<Signal>
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<Description>SFP1 Link Status</Description>
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<Key>sig7</Key>
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<ValueType>2</ValueType>
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<Equation>bit7({B1})</Equation>
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<Format>Up/Down</Format>
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<CalcSignalType>6</CalcSignalType>
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<CalcEquation>{Secret Link Status Bit (Value) :out70-sig0-0} and {Local Receiver OK (Value) :out67-sig1-0} and {Remote Receiver OK (Value) :out67-sig0-0} </CalcEquation>
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<CalcSignalInterval>0.1</CalcSignalInterval>
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<SetValueDouble>1</SetValueDouble>
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<SaveLastValue>True</SaveLastValue>
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<Len>1</Len>
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</Signal>
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<Signal>
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<Description>SFP2 Link Status</Description>
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<Key>sig8</Key>
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<ValueType>2</ValueType>
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<Equation>bit7({B1})</Equation>
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<Format>Up/Down</Format>
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<SetValueDouble>1</SetValueDouble>
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<SaveLastValue>True</SaveLastValue>
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<Len>1</Len>
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</Signal>
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<Signal>
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<Description>SFP1 SQI</Description>
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<Key>sig9</Key>
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<ValueType>1</ValueType>
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<Equation>{Raw Value}|0,1,0,0</Equation>
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<Format>XX hex</Format>
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<UpperRange>0</UpperRange>
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<LowerRange>0</LowerRange>
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<SetValueDouble>7</SetValueDouble>
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<SaveLastValue>True</SaveLastValue>
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</Signal>
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<Signal>
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<Description>SFP2 SQI</Description>
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<Key>sig10</Key>
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<ValueType>1</ValueType>
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<Equation>{Raw Value}|0,1,0,0</Equation>
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<Format>XX hex</Format>
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<UpperRange>0</UpperRange>
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<LowerRange>0</LowerRange>
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<SetValueDouble>7</SetValueDouble>
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<SaveLastValue>True</SaveLastValue>
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</Signal>
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<Signal>
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<Description>SFP1 Link Speed</Description>
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<Key>sig11</Key>
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<ValueType>1</ValueType>
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<Equation>{Raw Value}|0,1,0,0</Equation>
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<Format>0</Format>
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<UpperRange>0</UpperRange>
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<LowerRange>0</LowerRange>
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<SetValueDouble>1000</SetValueDouble>
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<SaveLastValue>True</SaveLastValue>
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</Signal>
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<Signal>
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<Description>SFP2 Link Speed</Description>
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<Key>sig12</Key>
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<ValueType>1</ValueType>
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<Equation>{Raw Value}|0,1,0,0</Equation>
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<Format>0</Format>
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<UpperRange>0</UpperRange>
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<LowerRange>0</LowerRange>
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<SetValueDouble>1000</SetValueDouble>
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<SaveLastValue>True</SaveLastValue>
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</Signal>
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<Signal>
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<Description>SFP1 Autoneg Enabled</Description>
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<Key>sig13</Key>
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<ValueType>2</ValueType>
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<Equation>bit7({B1})</Equation>
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<Format>True/False</Format>
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<SetValueDouble>0</SetValueDouble>
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<SaveLastValue>True</SaveLastValue>
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<Len>1</Len>
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</Signal>
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<Signal>
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<Description>SFP2 Autoneg Enabled</Description>
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<Key>sig14</Key>
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<ValueType>2</ValueType>
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<Equation>bit7({B1})</Equation>
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<Format>True/False</Format>
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<SetValueDouble>0</SetValueDouble>
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<SaveLastValue>True</SaveLastValue>
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<Len>1</Len>
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</Signal>
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<Signal>
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<Description>Sig_out</Description>
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<Key>sig15</Key>
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<ValueType>1</ValueType>
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<Equation>{Raw Value}|0,1,0,0</Equation>
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<UpperRange>0</UpperRange>
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<LowerRange>0</LowerRange>
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<SetValueDouble>26</SetValueDouble>
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<SaveLastValue>True</SaveLastValue>
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</Signal>
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<Signal>
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<Description>Manipulate</Description>
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<Key>sig16</Key>
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<ValueType>2</ValueType>
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<Equation>bit7({B1})</Equation>
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<Format>True/False</Format>
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<SetValueDouble>0</SetValueDouble>
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<SaveLastValue>True</SaveLastValue>
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<Len>1</Len>
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</Signal>
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</AppSignals>
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<DAQSetups>
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<DAQSetup>
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<Key>dq0</Key>
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<Description>DAQ 1</Description>
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<AutoStartDiag>True</AutoStartDiag>
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<VScapeStandaloneLoggerOptions>
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<Collection>
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<ColKey>1</ColKey>
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<Filename>Collection 1</Filename>
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<StoreInPersistantMemory>True</StoreInPersistantMemory>
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</Collection>
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<TriggerEvents>107</TriggerEvents>
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<ReportTypes>0</ReportTypes>
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<neoMoteBuzzerIndex>0</neoMoteBuzzerIndex>
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<SleepType>3</SleepType>
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<SignalGroup>
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<LogAllData>False</LogAllData>
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<LogRateMs>10</LogRateMs>
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<LogPath>icsSpyLogFile</LogPath>
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<LogPathExpression>icsSpyLogFile</LogPathExpression>
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<EvaluatedLogPath></EvaluatedLogPath>
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<StartMode>0</StartMode>
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<LogPathSpec>
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<Equation>icsSpyLogFile</Equation>
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<EvaluateAsText>True</EvaluateAsText>
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</LogPathSpec>
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</SignalGroup>
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<GWMode>1</GWMode>
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<AcceleratedPolling>True</AcceleratedPolling>
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<VINsetVINRxMode>0</VINsetVINRxMode>
|
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<VScapeDiagWatch>
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<TimeoutValue>60</TimeoutValue>
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</VScapeDiagWatch>
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</VScapeStandaloneLoggerOptions>
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<SignalGroup>
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<Description>DAQ 1</Description>
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<LogAllData>True</LogAllData>
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<LoggingEnabled>True</LoggingEnabled>
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<LogRateMs>10</LogRateMs>
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<LogPath>DAQ 1 Log File</LogPath>
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<LogPathExpression>DAQ 1 Log File</LogPathExpression>
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<EvaluatedLogPath></EvaluatedLogPath>
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<LogPathSpec>
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<Equation>DAQ 1 Log File</Equation>
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<EvaluateAsText>True</EvaluateAsText>
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</LogPathSpec>
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</SignalGroup>
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</DAQSetup>
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</DAQSetups>
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<Monitors>
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<Monitor>
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<ExpandMessageEnabled>False</ExpandMessageEnabled>
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<NumberOfMessagesHistory>50000</NumberOfMessagesHistory>
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<CurrentMonitorHeader>15</CurrentMonitorHeader>
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<FontSize>8</FontSize>
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<FontName>Tahoma</FontName>
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<Key>0</Key>
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<FormObjectKey>1</FormObjectKey>
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<SpeedNetworksIn117>True</SpeedNetworksIn117>
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<MonitorColumnSets>
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<MonitorColumnSet>
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<Description>CAN/CAN FD</Description>
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<Key>0</Key>
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<MonitorColumns>
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<MonitorColumn>
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<Position>1</Position>
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<Width>62</Width>
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</MonitorColumn>
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<MonitorColumn>
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<ColType>1</ColType>
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<Position>2</Position>
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<Width>90</Width>
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</MonitorColumn>
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<MonitorColumn>
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<ColType>5</ColType>
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<Position>3</Position>
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<Width>25</Width>
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</MonitorColumn>
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<MonitorColumn>
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<ColType>6</ColType>
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<Position>4</Position>
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<Width>25</Width>
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</MonitorColumn>
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<MonitorColumn>
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<ColType>7</ColType>
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<Position>5</Position>
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<Width>152</Width>
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</MonitorColumn>
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<MonitorColumn>
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<ColType>8</ColType>
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<Position>6</Position>
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<Width>90</Width>
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|
</MonitorColumn>
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<MonitorColumn>
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|
<ColType>37</ColType>
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|
<Position>7</Position>
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|
<Width>25</Width>
|
|
</MonitorColumn>
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|
<MonitorColumn>
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|
<ColType>9</ColType>
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|
<Position>8</Position>
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<Width>162</Width>
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|
</MonitorColumn>
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|
<MonitorColumn>
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|
<ColType>11</ColType>
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|
<Position>9</Position>
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|
<Width>90</Width>
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|
</MonitorColumn>
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|
<MonitorColumn>
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|
<ColType>12</ColType>
|
|
<Position>10</Position>
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|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>105</ColType>
|
|
<Position>11</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
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|
<MonitorColumn>
|
|
<ColType>80</ColType>
|
|
<Position>12</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>81</ColType>
|
|
<Position>13</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>82</ColType>
|
|
<Position>14</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>15</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>16</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>17</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>J1939</Description>
|
|
<Key>1</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>27</ColType>
|
|
<Position>6</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>21</ColType>
|
|
<Position>7</Position>
|
|
<Width>43</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>25</ColType>
|
|
<Position>8</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>24</ColType>
|
|
<Position>9</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>10</Position>
|
|
<Width>137</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>11</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>12</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>13</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>14</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>15</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>Class 2</Description>
|
|
<Key>2</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>19</ColType>
|
|
<Position>6</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>8</ColType>
|
|
<Position>7</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>8</Position>
|
|
<Width>137</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>17</ColType>
|
|
<Position>9</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>Ford SCP</Description>
|
|
<Key>3</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>16</ColType>
|
|
<Position>6</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>8</ColType>
|
|
<Position>7</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>8</Position>
|
|
<Width>137</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>15</ColType>
|
|
<Position>9</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>GMLAN</Description>
|
|
<Key>4</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>8</ColType>
|
|
<Position>6</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>20</ColType>
|
|
<Position>7</Position>
|
|
<Width>43</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>28</ColType>
|
|
<Position>8</Position>
|
|
<Width>43</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>29</ColType>
|
|
<Position>9</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>30</ColType>
|
|
<Position>10</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>11</Position>
|
|
<Width>137</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>12</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>13</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>LIN</Description>
|
|
<Key>5</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>32</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>33</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>5</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>6</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>8</ColType>
|
|
<Position>7</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>8</Position>
|
|
<Width>187</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>34</ColType>
|
|
<Position>9</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>35</ColType>
|
|
<Position>10</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>36</ColType>
|
|
<Position>11</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>12</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>CGI</Description>
|
|
<Key>6</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>6</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>8</ColType>
|
|
<Position>7</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>8</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>38</ColType>
|
|
<Position>9</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>10</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>11</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>FlexRay</Description>
|
|
<Key>7</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>54</ColType>
|
|
<Position>6</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>106</ColType>
|
|
<Position>7</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>51</ColType>
|
|
<Position>8</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>103</ColType>
|
|
<Position>9</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>10</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>11</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>12</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>13</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>104</ColType>
|
|
<Position>14</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>60</ColType>
|
|
<Position>15</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>57</ColType>
|
|
<Position>16</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>58</ColType>
|
|
<Position>17</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>59</ColType>
|
|
<Position>18</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>56</ColType>
|
|
<Position>19</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>55</ColType>
|
|
<Position>20</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>50</ColType>
|
|
<Position>21</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>52</ColType>
|
|
<Position>22</Position>
|
|
<Width>75</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>53</ColType>
|
|
<Position>23</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>35</ColType>
|
|
<Position>24</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>25</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>26</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>27</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>ARINC 825</Description>
|
|
<Key>8</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>41</ColType>
|
|
<Position>6</Position>
|
|
<Width>43</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>42</ColType>
|
|
<Position>7</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>43</ColType>
|
|
<Position>8</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>44</ColType>
|
|
<Position>9</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>45</ColType>
|
|
<Position>10</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>46</ColType>
|
|
<Position>11</Position>
|
|
<Width>37</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>47</ColType>
|
|
<Position>12</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>48</ColType>
|
|
<Position>13</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>49</ColType>
|
|
<Position>14</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>15</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>16</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>17</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>18</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>19</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>Ethernet</Description>
|
|
<Key>9</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>169</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>92</ColType>
|
|
<Position>6</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>100</ColType>
|
|
<Position>7</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>77</ColType>
|
|
<Position>8</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>101</ColType>
|
|
<Position>9</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>102</ColType>
|
|
<Position>10</Position>
|
|
<Width>56</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>78</ColType>
|
|
<Position>11</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>79</ColType>
|
|
<Position>12</Position>
|
|
<Width>37</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>13</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>14</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>15</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>16</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>17</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>18</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>19</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>PTP (802.1as)</Description>
|
|
<Key>10</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>92</ColType>
|
|
<Position>6</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>77</ColType>
|
|
<Position>7</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>102</ColType>
|
|
<Position>8</Position>
|
|
<Width>56</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>78</ColType>
|
|
<Position>9</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>79</ColType>
|
|
<Position>10</Position>
|
|
<Width>37</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>11</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>85</ColType>
|
|
<Position>12</Position>
|
|
<Width>125</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>83</ColType>
|
|
<Position>13</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>84</ColType>
|
|
<Position>14</Position>
|
|
<Width>37</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>86</ColType>
|
|
<Position>15</Position>
|
|
<Width>125</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>16</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>17</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>18</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>19</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>20</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>TCP</Description>
|
|
<Key>11</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>92</ColType>
|
|
<Position>6</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>100</ColType>
|
|
<Position>7</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>77</ColType>
|
|
<Position>8</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>101</ColType>
|
|
<Position>9</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>102</ColType>
|
|
<Position>10</Position>
|
|
<Width>56</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>78</ColType>
|
|
<Position>11</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>79</ColType>
|
|
<Position>12</Position>
|
|
<Width>37</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>13</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>88</ColType>
|
|
<Position>14</Position>
|
|
<Width>68</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>89</ColType>
|
|
<Position>15</Position>
|
|
<Width>68</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>90</ColType>
|
|
<Position>16</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>91</ColType>
|
|
<Position>17</Position>
|
|
<Width>93</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>18</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>19</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>20</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>21</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>22</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>UDP</Description>
|
|
<Key>12</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>92</ColType>
|
|
<Position>6</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>100</ColType>
|
|
<Position>7</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>77</ColType>
|
|
<Position>8</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>101</ColType>
|
|
<Position>9</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>102</ColType>
|
|
<Position>10</Position>
|
|
<Width>56</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>78</ColType>
|
|
<Position>11</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>79</ColType>
|
|
<Position>12</Position>
|
|
<Width>37</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>13</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>14</Position>
|
|
<Width>212</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>15</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>120</ColType>
|
|
<Position>16</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>17</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>18</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>19</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>FSA</Description>
|
|
<Key>13</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>93</ColType>
|
|
<Position>6</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>94</ColType>
|
|
<Position>7</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>95</ColType>
|
|
<Position>8</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>96</ColType>
|
|
<Position>9</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>97</ColType>
|
|
<Position>10</Position>
|
|
<Width>68</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>11</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>98</ColType>
|
|
<Position>12</Position>
|
|
<Width>68</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>99</ColType>
|
|
<Position>13</Position>
|
|
<Width>68</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>14</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>15</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>16</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>Statistics</Description>
|
|
<Key>14</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>8</ColType>
|
|
<Position>6</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>7</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>8</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>9</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>10</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>11</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>12</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>13</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>107</ColType>
|
|
<Position>14</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>108</ColType>
|
|
<Position>15</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>109</ColType>
|
|
<Position>16</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>110</ColType>
|
|
<Position>17</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>I2C</Description>
|
|
<Key>15</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>194</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>8</ColType>
|
|
<Position>6</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>121</ColType>
|
|
<Position>7</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>122</ColType>
|
|
<Position>8</Position>
|
|
<Width>81</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>9</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>10</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>11</Position>
|
|
<Width>187</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>12</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>13</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>14</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>15</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>A2B</Description>
|
|
<Key>16</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>124</ColType>
|
|
<Position>6</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>125</ColType>
|
|
<Position>7</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>126</ColType>
|
|
<Position>8</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>127</ColType>
|
|
<Position>9</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>128</ColType>
|
|
<Position>10</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>129</ColType>
|
|
<Position>11</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>130</ColType>
|
|
<Position>12</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>13</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>14</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>131</ColType>
|
|
<Position>15</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>16</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>17</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>18</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>wBMS</Description>
|
|
<Key>17</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>133</ColType>
|
|
<Position>6</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>135</ColType>
|
|
<Position>7</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>132</ColType>
|
|
<Position>8</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>136</ColType>
|
|
<Position>9</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>137</ColType>
|
|
<Position>10</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>11</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>12</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>13</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>14</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>15</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>16</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>17</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>MDIO</Description>
|
|
<Key>18</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>138</ColType>
|
|
<Position>6</Position>
|
|
<Width>68</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>139</ColType>
|
|
<Position>7</Position>
|
|
<Width>43</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>140</ColType>
|
|
<Position>8</Position>
|
|
<Width>68</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>142</ColType>
|
|
<Position>9</Position>
|
|
<Width>81</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>141</ColType>
|
|
<Position>10</Position>
|
|
<Width>87</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>11</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>12</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>13</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>14</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>15</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>16</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>17</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
</MonitorColumnSets>
|
|
<Filters0>
|
|
<Description>Custom 1</Description>
|
|
</Filters0>
|
|
<Filters1>
|
|
<Description>Custom 2</Description>
|
|
</Filters1>
|
|
<Filters2>
|
|
<Description>Custom 3</Description>
|
|
</Filters2>
|
|
<Filters3>
|
|
<Description>Custom 4</Description>
|
|
</Filters3>
|
|
<Filters4>
|
|
<Description>Custom 5</Description>
|
|
</Filters4>
|
|
<Filters5>
|
|
<Description>Custom 6</Description>
|
|
</Filters5>
|
|
</Monitor>
|
|
<Monitor>
|
|
<ExpandMessageEnabled>False</ExpandMessageEnabled>
|
|
<UseFilters>True</UseFilters>
|
|
<NumberOfMessagesHistory>50000</NumberOfMessagesHistory>
|
|
<ColorFilterSetting>1</ColorFilterSetting>
|
|
<CurrentMonitorHeader>9</CurrentMonitorHeader>
|
|
<FontSize>8</FontSize>
|
|
<FontName>Tahoma</FontName>
|
|
<Key>1</Key>
|
|
<FormObjectKey>10</FormObjectKey>
|
|
<SpeedNetworksIn72>True</SpeedNetworksIn72>
|
|
<SpeedNetworksIn117>True</SpeedNetworksIn117>
|
|
<SpeedCustomIn0>True</SpeedCustomIn0>
|
|
<MonitorColumnSets>
|
|
<MonitorColumnSet>
|
|
<Description>CAN/CAN FD</Description>
|
|
<Key>0</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>8</ColType>
|
|
<Position>6</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>7</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>8</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>9</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>10</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>105</ColType>
|
|
<Position>11</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>80</ColType>
|
|
<Position>12</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>81</ColType>
|
|
<Position>13</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>82</ColType>
|
|
<Position>14</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>15</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>16</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>17</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>J1939</Description>
|
|
<Key>1</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>27</ColType>
|
|
<Position>6</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>21</ColType>
|
|
<Position>7</Position>
|
|
<Width>43</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>25</ColType>
|
|
<Position>8</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>24</ColType>
|
|
<Position>9</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>10</Position>
|
|
<Width>137</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>11</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>12</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>13</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>14</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>15</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>Class 2</Description>
|
|
<Key>2</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>19</ColType>
|
|
<Position>6</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>8</ColType>
|
|
<Position>7</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>8</Position>
|
|
<Width>137</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>17</ColType>
|
|
<Position>9</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>Ford SCP</Description>
|
|
<Key>3</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>16</ColType>
|
|
<Position>6</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>8</ColType>
|
|
<Position>7</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>8</Position>
|
|
<Width>137</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>15</ColType>
|
|
<Position>9</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>GMLAN</Description>
|
|
<Key>4</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>8</ColType>
|
|
<Position>6</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>20</ColType>
|
|
<Position>7</Position>
|
|
<Width>43</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>28</ColType>
|
|
<Position>8</Position>
|
|
<Width>43</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>29</ColType>
|
|
<Position>9</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>30</ColType>
|
|
<Position>10</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>11</Position>
|
|
<Width>137</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>12</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>13</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>LIN</Description>
|
|
<Key>5</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>32</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>33</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>5</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>6</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>8</ColType>
|
|
<Position>7</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>8</Position>
|
|
<Width>187</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>34</ColType>
|
|
<Position>9</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>35</ColType>
|
|
<Position>10</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>36</ColType>
|
|
<Position>11</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>12</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>CGI</Description>
|
|
<Key>6</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>6</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>8</ColType>
|
|
<Position>7</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>8</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>38</ColType>
|
|
<Position>9</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>10</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>11</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>FlexRay</Description>
|
|
<Key>7</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>54</ColType>
|
|
<Position>6</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>106</ColType>
|
|
<Position>7</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>51</ColType>
|
|
<Position>8</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>103</ColType>
|
|
<Position>9</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>10</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>11</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>12</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>13</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>104</ColType>
|
|
<Position>14</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>60</ColType>
|
|
<Position>15</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>57</ColType>
|
|
<Position>16</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>58</ColType>
|
|
<Position>17</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>59</ColType>
|
|
<Position>18</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>56</ColType>
|
|
<Position>19</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>55</ColType>
|
|
<Position>20</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>50</ColType>
|
|
<Position>21</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>52</ColType>
|
|
<Position>22</Position>
|
|
<Width>75</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>53</ColType>
|
|
<Position>23</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>35</ColType>
|
|
<Position>24</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>25</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>26</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>27</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>ARINC 825</Description>
|
|
<Key>8</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>41</ColType>
|
|
<Position>6</Position>
|
|
<Width>43</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>42</ColType>
|
|
<Position>7</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>43</ColType>
|
|
<Position>8</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>44</ColType>
|
|
<Position>9</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>45</ColType>
|
|
<Position>10</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>46</ColType>
|
|
<Position>11</Position>
|
|
<Width>37</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>47</ColType>
|
|
<Position>12</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>48</ColType>
|
|
<Position>13</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>49</ColType>
|
|
<Position>14</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>15</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>16</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>17</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>18</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>19</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>Ethernet</Description>
|
|
<Key>9</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>92</ColType>
|
|
<Position>6</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>100</ColType>
|
|
<Position>7</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>77</ColType>
|
|
<Position>8</Position>
|
|
<Width>105</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>101</ColType>
|
|
<Position>9</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>102</ColType>
|
|
<Position>10</Position>
|
|
<Width>56</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>78</ColType>
|
|
<Position>11</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>79</ColType>
|
|
<Position>12</Position>
|
|
<Width>37</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>13</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>14</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>15</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>16</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>17</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>18</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>19</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>PTP (802.1as)</Description>
|
|
<Key>10</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>92</ColType>
|
|
<Position>6</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>77</ColType>
|
|
<Position>7</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>102</ColType>
|
|
<Position>8</Position>
|
|
<Width>56</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>78</ColType>
|
|
<Position>9</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>79</ColType>
|
|
<Position>10</Position>
|
|
<Width>37</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>11</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>85</ColType>
|
|
<Position>12</Position>
|
|
<Width>125</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>83</ColType>
|
|
<Position>13</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>84</ColType>
|
|
<Position>14</Position>
|
|
<Width>37</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>86</ColType>
|
|
<Position>15</Position>
|
|
<Width>125</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>16</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>17</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>18</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>19</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>20</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>TCP</Description>
|
|
<Key>11</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>92</ColType>
|
|
<Position>6</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>100</ColType>
|
|
<Position>7</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>77</ColType>
|
|
<Position>8</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>101</ColType>
|
|
<Position>9</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>102</ColType>
|
|
<Position>10</Position>
|
|
<Width>56</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>78</ColType>
|
|
<Position>11</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>79</ColType>
|
|
<Position>12</Position>
|
|
<Width>37</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>13</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>88</ColType>
|
|
<Position>14</Position>
|
|
<Width>68</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>89</ColType>
|
|
<Position>15</Position>
|
|
<Width>68</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>90</ColType>
|
|
<Position>16</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>91</ColType>
|
|
<Position>17</Position>
|
|
<Width>93</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>18</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>19</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>20</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>21</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>22</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>UDP</Description>
|
|
<Key>12</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>92</ColType>
|
|
<Position>6</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>100</ColType>
|
|
<Position>7</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>77</ColType>
|
|
<Position>8</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>101</ColType>
|
|
<Position>9</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>102</ColType>
|
|
<Position>10</Position>
|
|
<Width>56</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>78</ColType>
|
|
<Position>11</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>79</ColType>
|
|
<Position>12</Position>
|
|
<Width>37</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>13</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>14</Position>
|
|
<Width>212</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>15</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>120</ColType>
|
|
<Position>16</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>17</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>18</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>19</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>FSA</Description>
|
|
<Key>13</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>93</ColType>
|
|
<Position>6</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>94</ColType>
|
|
<Position>7</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>95</ColType>
|
|
<Position>8</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>96</ColType>
|
|
<Position>9</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>97</ColType>
|
|
<Position>10</Position>
|
|
<Width>68</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>11</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>98</ColType>
|
|
<Position>12</Position>
|
|
<Width>68</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>99</ColType>
|
|
<Position>13</Position>
|
|
<Width>68</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>14</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>15</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>16</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>Statistics</Description>
|
|
<Key>14</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>8</ColType>
|
|
<Position>6</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>7</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>8</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>9</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>10</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>11</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>12</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>13</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>107</ColType>
|
|
<Position>14</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>108</ColType>
|
|
<Position>15</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>109</ColType>
|
|
<Position>16</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>110</ColType>
|
|
<Position>17</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>I2C</Description>
|
|
<Key>15</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>8</ColType>
|
|
<Position>6</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>121</ColType>
|
|
<Position>7</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>122</ColType>
|
|
<Position>8</Position>
|
|
<Width>81</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>9</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>10</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>11</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>12</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>13</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>14</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>15</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>A2B</Description>
|
|
<Key>16</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>144</ColType>
|
|
<Position>6</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>124</ColType>
|
|
<Position>7</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>125</ColType>
|
|
<Position>8</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>126</ColType>
|
|
<Position>9</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>127</ColType>
|
|
<Position>10</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>128</ColType>
|
|
<Position>11</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>129</ColType>
|
|
<Position>12</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>130</ColType>
|
|
<Position>13</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>14</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>15</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>131</ColType>
|
|
<Position>16</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>17</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>18</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>19</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>wBMS</Description>
|
|
<Key>17</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>133</ColType>
|
|
<Position>6</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>135</ColType>
|
|
<Position>7</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>132</ColType>
|
|
<Position>8</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>136</ColType>
|
|
<Position>9</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>137</ColType>
|
|
<Position>10</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>11</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>12</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>13</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>14</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>15</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>16</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>17</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>MDIO</Description>
|
|
<Key>18</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>138</ColType>
|
|
<Position>6</Position>
|
|
<Width>68</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>139</ColType>
|
|
<Position>7</Position>
|
|
<Width>43</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>140</ColType>
|
|
<Position>8</Position>
|
|
<Width>68</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>142</ColType>
|
|
<Position>9</Position>
|
|
<Width>81</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>141</ColType>
|
|
<Position>10</Position>
|
|
<Width>87</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>11</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>12</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>13</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>14</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>15</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>16</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>17</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>DoIP</Description>
|
|
<Key>19</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>201</ColType>
|
|
<Position>5</Position>
|
|
<Width>80</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>202</ColType>
|
|
<Position>6</Position>
|
|
<Width>80</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>203</ColType>
|
|
<Position>7</Position>
|
|
<Width>40</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>204</ColType>
|
|
<Position>8</Position>
|
|
<Width>300</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>92</ColType>
|
|
<Position>9</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>77</ColType>
|
|
<Position>10</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>100</ColType>
|
|
<Position>11</Position>
|
|
<Width>55</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>101</ColType>
|
|
<Position>12</Position>
|
|
<Width>55</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>205</ColType>
|
|
<Position>13</Position>
|
|
<Width>140</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>78</ColType>
|
|
<Position>14</Position>
|
|
<Width>60</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>143</ColType>
|
|
<Position>15</Position>
|
|
<Width>70</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>91</ColType>
|
|
<Position>16</Position>
|
|
<Width>60</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>17</Position>
|
|
<Width>70</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>18</Position>
|
|
<Width>60</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>79</ColType>
|
|
<Position>19</Position>
|
|
<Width>60</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>10BASE-T1S</Description>
|
|
<Key>20</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>145</ColType>
|
|
<Position>6</Position>
|
|
<Width>87</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>146</ColType>
|
|
<Position>7</Position>
|
|
<Width>37</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>8</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>9</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>10</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>11</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>12</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>13</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>14</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
</MonitorColumnSets>
|
|
<Filters0>
|
|
<Description>TX_ETH01</Description>
|
|
<Included>
|
|
<Key>out90</Key>
|
|
<Key>out79</Key>
|
|
</Included>
|
|
</Filters0>
|
|
<Filters1>
|
|
<Description>Custom 2</Description>
|
|
</Filters1>
|
|
<Filters2>
|
|
<Description>Custom 3</Description>
|
|
</Filters2>
|
|
<Filters3>
|
|
<Description>Custom 4</Description>
|
|
</Filters3>
|
|
<Filters4>
|
|
<Description>Custom 5</Description>
|
|
</Filters4>
|
|
<Filters5>
|
|
<Description>Custom 6</Description>
|
|
</Filters5>
|
|
</Monitor>
|
|
<Monitor>
|
|
<ExpandMessageEnabled>False</ExpandMessageEnabled>
|
|
<UseFilters>True</UseFilters>
|
|
<NumberOfMessagesHistory>50000</NumberOfMessagesHistory>
|
|
<ColorFilterSetting>1</ColorFilterSetting>
|
|
<CurrentMonitorHeader>9</CurrentMonitorHeader>
|
|
<FontSize>8</FontSize>
|
|
<FontName>Tahoma</FontName>
|
|
<Key>2</Key>
|
|
<FormObjectKey>11</FormObjectKey>
|
|
<SpeedCustomIn0>True</SpeedCustomIn0>
|
|
<MonitorColumnSets>
|
|
<MonitorColumnSet>
|
|
<Description>CAN/CAN FD</Description>
|
|
<Key>0</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>8</ColType>
|
|
<Position>6</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>7</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>8</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>9</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>10</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>105</ColType>
|
|
<Position>11</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>80</ColType>
|
|
<Position>12</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>81</ColType>
|
|
<Position>13</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>82</ColType>
|
|
<Position>14</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>15</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>16</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>17</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>J1939</Description>
|
|
<Key>1</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>27</ColType>
|
|
<Position>6</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>21</ColType>
|
|
<Position>7</Position>
|
|
<Width>43</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>25</ColType>
|
|
<Position>8</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>24</ColType>
|
|
<Position>9</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>10</Position>
|
|
<Width>137</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>11</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>12</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>13</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>14</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>15</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>Class 2</Description>
|
|
<Key>2</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>19</ColType>
|
|
<Position>6</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>8</ColType>
|
|
<Position>7</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>8</Position>
|
|
<Width>137</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>17</ColType>
|
|
<Position>9</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>Ford SCP</Description>
|
|
<Key>3</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>16</ColType>
|
|
<Position>6</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>8</ColType>
|
|
<Position>7</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>8</Position>
|
|
<Width>137</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>15</ColType>
|
|
<Position>9</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>GMLAN</Description>
|
|
<Key>4</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>8</ColType>
|
|
<Position>6</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>20</ColType>
|
|
<Position>7</Position>
|
|
<Width>43</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>28</ColType>
|
|
<Position>8</Position>
|
|
<Width>43</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>29</ColType>
|
|
<Position>9</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>30</ColType>
|
|
<Position>10</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>11</Position>
|
|
<Width>137</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>12</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>13</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>LIN</Description>
|
|
<Key>5</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>32</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>33</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>5</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>6</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>8</ColType>
|
|
<Position>7</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>8</Position>
|
|
<Width>187</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>34</ColType>
|
|
<Position>9</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>35</ColType>
|
|
<Position>10</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>36</ColType>
|
|
<Position>11</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>12</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>CGI</Description>
|
|
<Key>6</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>6</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>8</ColType>
|
|
<Position>7</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>8</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>38</ColType>
|
|
<Position>9</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>10</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>11</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>FlexRay</Description>
|
|
<Key>7</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>54</ColType>
|
|
<Position>6</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>106</ColType>
|
|
<Position>7</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>51</ColType>
|
|
<Position>8</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>103</ColType>
|
|
<Position>9</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>10</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>11</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>12</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>13</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>104</ColType>
|
|
<Position>14</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>60</ColType>
|
|
<Position>15</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>57</ColType>
|
|
<Position>16</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>58</ColType>
|
|
<Position>17</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>59</ColType>
|
|
<Position>18</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>56</ColType>
|
|
<Position>19</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>55</ColType>
|
|
<Position>20</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>50</ColType>
|
|
<Position>21</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>52</ColType>
|
|
<Position>22</Position>
|
|
<Width>75</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>53</ColType>
|
|
<Position>23</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>35</ColType>
|
|
<Position>24</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>25</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>26</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>27</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>ARINC 825</Description>
|
|
<Key>8</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>41</ColType>
|
|
<Position>6</Position>
|
|
<Width>43</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>42</ColType>
|
|
<Position>7</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>43</ColType>
|
|
<Position>8</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>44</ColType>
|
|
<Position>9</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>45</ColType>
|
|
<Position>10</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>46</ColType>
|
|
<Position>11</Position>
|
|
<Width>37</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>47</ColType>
|
|
<Position>12</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>48</ColType>
|
|
<Position>13</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>49</ColType>
|
|
<Position>14</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>15</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>16</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>17</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>18</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>19</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>Ethernet</Description>
|
|
<Key>9</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>186</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>92</ColType>
|
|
<Position>6</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>100</ColType>
|
|
<Position>7</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>77</ColType>
|
|
<Position>8</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>101</ColType>
|
|
<Position>9</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>102</ColType>
|
|
<Position>10</Position>
|
|
<Width>56</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>78</ColType>
|
|
<Position>11</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>79</ColType>
|
|
<Position>12</Position>
|
|
<Width>37</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>13</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>14</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>15</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>16</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>17</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>18</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>19</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>PTP (802.1as)</Description>
|
|
<Key>10</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>92</ColType>
|
|
<Position>6</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>77</ColType>
|
|
<Position>7</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>102</ColType>
|
|
<Position>8</Position>
|
|
<Width>56</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>78</ColType>
|
|
<Position>9</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>79</ColType>
|
|
<Position>10</Position>
|
|
<Width>37</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>11</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>85</ColType>
|
|
<Position>12</Position>
|
|
<Width>125</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>83</ColType>
|
|
<Position>13</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>84</ColType>
|
|
<Position>14</Position>
|
|
<Width>37</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>86</ColType>
|
|
<Position>15</Position>
|
|
<Width>125</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>16</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>17</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>18</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>19</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>20</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>TCP</Description>
|
|
<Key>11</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>92</ColType>
|
|
<Position>6</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>100</ColType>
|
|
<Position>7</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>77</ColType>
|
|
<Position>8</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>101</ColType>
|
|
<Position>9</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>102</ColType>
|
|
<Position>10</Position>
|
|
<Width>56</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>78</ColType>
|
|
<Position>11</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>79</ColType>
|
|
<Position>12</Position>
|
|
<Width>37</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>13</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>88</ColType>
|
|
<Position>14</Position>
|
|
<Width>68</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>89</ColType>
|
|
<Position>15</Position>
|
|
<Width>68</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>90</ColType>
|
|
<Position>16</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>91</ColType>
|
|
<Position>17</Position>
|
|
<Width>93</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>18</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>19</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>20</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>21</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>22</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>UDP</Description>
|
|
<Key>12</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>92</ColType>
|
|
<Position>6</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>100</ColType>
|
|
<Position>7</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>77</ColType>
|
|
<Position>8</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>101</ColType>
|
|
<Position>9</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>102</ColType>
|
|
<Position>10</Position>
|
|
<Width>56</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>78</ColType>
|
|
<Position>11</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>79</ColType>
|
|
<Position>12</Position>
|
|
<Width>37</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>13</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>14</Position>
|
|
<Width>212</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>15</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>120</ColType>
|
|
<Position>16</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>17</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>18</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>19</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>FSA</Description>
|
|
<Key>13</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>93</ColType>
|
|
<Position>6</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>94</ColType>
|
|
<Position>7</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>95</ColType>
|
|
<Position>8</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>96</ColType>
|
|
<Position>9</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>97</ColType>
|
|
<Position>10</Position>
|
|
<Width>68</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>11</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>98</ColType>
|
|
<Position>12</Position>
|
|
<Width>68</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>99</ColType>
|
|
<Position>13</Position>
|
|
<Width>68</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>14</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>15</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>16</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>Statistics</Description>
|
|
<Key>14</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>8</ColType>
|
|
<Position>6</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>7</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>8</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>9</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>10</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>11</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>12</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>13</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>107</ColType>
|
|
<Position>14</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>108</ColType>
|
|
<Position>15</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>109</ColType>
|
|
<Position>16</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>110</ColType>
|
|
<Position>17</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>I2C</Description>
|
|
<Key>15</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>8</ColType>
|
|
<Position>6</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>121</ColType>
|
|
<Position>7</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>122</ColType>
|
|
<Position>8</Position>
|
|
<Width>81</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>9</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>10</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>11</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>12</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>13</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>14</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>15</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>A2B</Description>
|
|
<Key>16</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>144</ColType>
|
|
<Position>6</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>124</ColType>
|
|
<Position>7</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>125</ColType>
|
|
<Position>8</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>126</ColType>
|
|
<Position>9</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>127</ColType>
|
|
<Position>10</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>128</ColType>
|
|
<Position>11</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>129</ColType>
|
|
<Position>12</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>130</ColType>
|
|
<Position>13</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>14</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>15</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>131</ColType>
|
|
<Position>16</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>17</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>18</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>19</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>wBMS</Description>
|
|
<Key>17</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>133</ColType>
|
|
<Position>6</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>135</ColType>
|
|
<Position>7</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>132</ColType>
|
|
<Position>8</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>136</ColType>
|
|
<Position>9</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>137</ColType>
|
|
<Position>10</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>11</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>12</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>13</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>14</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>15</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>16</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>17</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>MDIO</Description>
|
|
<Key>18</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>138</ColType>
|
|
<Position>6</Position>
|
|
<Width>68</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>139</ColType>
|
|
<Position>7</Position>
|
|
<Width>43</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>140</ColType>
|
|
<Position>8</Position>
|
|
<Width>68</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>142</ColType>
|
|
<Position>9</Position>
|
|
<Width>81</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>141</ColType>
|
|
<Position>10</Position>
|
|
<Width>87</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>11</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>12</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>13</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>14</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>15</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>16</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>17</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>DoIP</Description>
|
|
<Key>19</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>201</ColType>
|
|
<Position>5</Position>
|
|
<Width>80</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>202</ColType>
|
|
<Position>6</Position>
|
|
<Width>80</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>203</ColType>
|
|
<Position>7</Position>
|
|
<Width>40</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>204</ColType>
|
|
<Position>8</Position>
|
|
<Width>300</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>92</ColType>
|
|
<Position>9</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>77</ColType>
|
|
<Position>10</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>100</ColType>
|
|
<Position>11</Position>
|
|
<Width>55</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>101</ColType>
|
|
<Position>12</Position>
|
|
<Width>55</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>205</ColType>
|
|
<Position>13</Position>
|
|
<Width>140</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>78</ColType>
|
|
<Position>14</Position>
|
|
<Width>60</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>143</ColType>
|
|
<Position>15</Position>
|
|
<Width>70</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>91</ColType>
|
|
<Position>16</Position>
|
|
<Width>60</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>17</Position>
|
|
<Width>70</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>18</Position>
|
|
<Width>60</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>79</ColType>
|
|
<Position>19</Position>
|
|
<Width>60</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>10BASE-T1S</Description>
|
|
<Key>20</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>145</ColType>
|
|
<Position>6</Position>
|
|
<Width>87</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>146</ColType>
|
|
<Position>7</Position>
|
|
<Width>37</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>8</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>9</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>10</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>11</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>12</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>13</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>14</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
</MonitorColumnSets>
|
|
<Filters0>
|
|
<Description>RX_ETH02</Description>
|
|
<Included>
|
|
<Key>in5</Key>
|
|
<Key>in2</Key>
|
|
<Key>in3</Key>
|
|
</Included>
|
|
</Filters0>
|
|
<Filters1>
|
|
<Description>Custom 2</Description>
|
|
</Filters1>
|
|
<Filters2>
|
|
<Description>Custom 3</Description>
|
|
</Filters2>
|
|
<Filters3>
|
|
<Description>Custom 4</Description>
|
|
</Filters3>
|
|
<Filters4>
|
|
<Description>Custom 5</Description>
|
|
</Filters4>
|
|
<Filters5>
|
|
<Description>Custom 6</Description>
|
|
</Filters5>
|
|
</Monitor>
|
|
<Monitor>
|
|
<ExpandMessageEnabled>False</ExpandMessageEnabled>
|
|
<UseFilters>True</UseFilters>
|
|
<NumberOfMessagesHistory>50000</NumberOfMessagesHistory>
|
|
<CurrentMonitorHeader>9</CurrentMonitorHeader>
|
|
<FontSize>8</FontSize>
|
|
<FontName>Tahoma</FontName>
|
|
<Key>3</Key>
|
|
<FormObjectKey>12</FormObjectKey>
|
|
<SpeedNetworksIn88>True</SpeedNetworksIn88>
|
|
<SpeedCustomIn0>True</SpeedCustomIn0>
|
|
<MonitorColumnSets>
|
|
<MonitorColumnSet>
|
|
<Description>CAN/CAN FD</Description>
|
|
<Key>0</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>8</ColType>
|
|
<Position>6</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>7</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>8</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>9</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>10</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>105</ColType>
|
|
<Position>11</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>80</ColType>
|
|
<Position>12</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>81</ColType>
|
|
<Position>13</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>82</ColType>
|
|
<Position>14</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>15</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>16</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>17</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>J1939</Description>
|
|
<Key>1</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>27</ColType>
|
|
<Position>6</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>21</ColType>
|
|
<Position>7</Position>
|
|
<Width>43</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>25</ColType>
|
|
<Position>8</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>24</ColType>
|
|
<Position>9</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>10</Position>
|
|
<Width>137</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>11</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>12</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>13</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>14</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>15</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>Class 2</Description>
|
|
<Key>2</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>19</ColType>
|
|
<Position>6</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>8</ColType>
|
|
<Position>7</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>8</Position>
|
|
<Width>137</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>17</ColType>
|
|
<Position>9</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>Ford SCP</Description>
|
|
<Key>3</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>16</ColType>
|
|
<Position>6</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>8</ColType>
|
|
<Position>7</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>8</Position>
|
|
<Width>137</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>15</ColType>
|
|
<Position>9</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>GMLAN</Description>
|
|
<Key>4</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>8</ColType>
|
|
<Position>6</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>20</ColType>
|
|
<Position>7</Position>
|
|
<Width>43</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>28</ColType>
|
|
<Position>8</Position>
|
|
<Width>43</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>29</ColType>
|
|
<Position>9</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>30</ColType>
|
|
<Position>10</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>11</Position>
|
|
<Width>137</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>12</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>13</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>LIN</Description>
|
|
<Key>5</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>32</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>33</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>5</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>6</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>8</ColType>
|
|
<Position>7</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>8</Position>
|
|
<Width>187</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>34</ColType>
|
|
<Position>9</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>35</ColType>
|
|
<Position>10</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>36</ColType>
|
|
<Position>11</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>12</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>CGI</Description>
|
|
<Key>6</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>6</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>8</ColType>
|
|
<Position>7</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>8</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>38</ColType>
|
|
<Position>9</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>10</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>11</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>FlexRay</Description>
|
|
<Key>7</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>54</ColType>
|
|
<Position>6</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>106</ColType>
|
|
<Position>7</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>51</ColType>
|
|
<Position>8</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>103</ColType>
|
|
<Position>9</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>10</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>11</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>12</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>13</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>104</ColType>
|
|
<Position>14</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>60</ColType>
|
|
<Position>15</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>57</ColType>
|
|
<Position>16</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>58</ColType>
|
|
<Position>17</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>59</ColType>
|
|
<Position>18</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>56</ColType>
|
|
<Position>19</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>55</ColType>
|
|
<Position>20</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>50</ColType>
|
|
<Position>21</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>52</ColType>
|
|
<Position>22</Position>
|
|
<Width>75</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>53</ColType>
|
|
<Position>23</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>35</ColType>
|
|
<Position>24</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>25</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>26</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>27</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>ARINC 825</Description>
|
|
<Key>8</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>41</ColType>
|
|
<Position>6</Position>
|
|
<Width>43</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>42</ColType>
|
|
<Position>7</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>43</ColType>
|
|
<Position>8</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>44</ColType>
|
|
<Position>9</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>45</ColType>
|
|
<Position>10</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>46</ColType>
|
|
<Position>11</Position>
|
|
<Width>37</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>47</ColType>
|
|
<Position>12</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>48</ColType>
|
|
<Position>13</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>49</ColType>
|
|
<Position>14</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>15</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>16</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>17</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>18</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>19</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>Ethernet</Description>
|
|
<Key>9</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>92</ColType>
|
|
<Position>6</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>100</ColType>
|
|
<Position>7</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>77</ColType>
|
|
<Position>8</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>101</ColType>
|
|
<Position>9</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>102</ColType>
|
|
<Position>10</Position>
|
|
<Width>56</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>78</ColType>
|
|
<Position>11</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>79</ColType>
|
|
<Position>12</Position>
|
|
<Width>37</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>13</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>14</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>15</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>16</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>17</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>18</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>19</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>PTP (802.1as)</Description>
|
|
<Key>10</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>92</ColType>
|
|
<Position>6</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>77</ColType>
|
|
<Position>7</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>102</ColType>
|
|
<Position>8</Position>
|
|
<Width>56</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>78</ColType>
|
|
<Position>9</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>79</ColType>
|
|
<Position>10</Position>
|
|
<Width>37</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>11</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>85</ColType>
|
|
<Position>12</Position>
|
|
<Width>125</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>83</ColType>
|
|
<Position>13</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>84</ColType>
|
|
<Position>14</Position>
|
|
<Width>37</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>86</ColType>
|
|
<Position>15</Position>
|
|
<Width>125</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>16</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>17</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>18</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>19</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>20</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>TCP</Description>
|
|
<Key>11</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>92</ColType>
|
|
<Position>6</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>100</ColType>
|
|
<Position>7</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>77</ColType>
|
|
<Position>8</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>101</ColType>
|
|
<Position>9</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>102</ColType>
|
|
<Position>10</Position>
|
|
<Width>56</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>78</ColType>
|
|
<Position>11</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>79</ColType>
|
|
<Position>12</Position>
|
|
<Width>37</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>13</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>88</ColType>
|
|
<Position>14</Position>
|
|
<Width>68</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>89</ColType>
|
|
<Position>15</Position>
|
|
<Width>68</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>90</ColType>
|
|
<Position>16</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>91</ColType>
|
|
<Position>17</Position>
|
|
<Width>93</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>18</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>19</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>20</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>21</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>22</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>UDP</Description>
|
|
<Key>12</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>92</ColType>
|
|
<Position>6</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>100</ColType>
|
|
<Position>7</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>77</ColType>
|
|
<Position>8</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>101</ColType>
|
|
<Position>9</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>102</ColType>
|
|
<Position>10</Position>
|
|
<Width>56</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>78</ColType>
|
|
<Position>11</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>79</ColType>
|
|
<Position>12</Position>
|
|
<Width>37</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>13</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>14</Position>
|
|
<Width>212</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>15</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>120</ColType>
|
|
<Position>16</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>17</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>18</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>19</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>FSA</Description>
|
|
<Key>13</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>93</ColType>
|
|
<Position>6</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>94</ColType>
|
|
<Position>7</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>95</ColType>
|
|
<Position>8</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>96</ColType>
|
|
<Position>9</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>97</ColType>
|
|
<Position>10</Position>
|
|
<Width>68</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>11</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>98</ColType>
|
|
<Position>12</Position>
|
|
<Width>68</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>99</ColType>
|
|
<Position>13</Position>
|
|
<Width>68</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>14</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>15</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>16</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>Statistics</Description>
|
|
<Key>14</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>8</ColType>
|
|
<Position>6</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>7</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>8</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>9</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>10</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>11</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>12</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>13</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>107</ColType>
|
|
<Position>14</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>108</ColType>
|
|
<Position>15</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>109</ColType>
|
|
<Position>16</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>110</ColType>
|
|
<Position>17</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>I2C</Description>
|
|
<Key>15</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>8</ColType>
|
|
<Position>6</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>121</ColType>
|
|
<Position>7</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>122</ColType>
|
|
<Position>8</Position>
|
|
<Width>81</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>9</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>10</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>11</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>12</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>13</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>14</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>15</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>A2B</Description>
|
|
<Key>16</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>144</ColType>
|
|
<Position>6</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>124</ColType>
|
|
<Position>7</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>125</ColType>
|
|
<Position>8</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>126</ColType>
|
|
<Position>9</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>127</ColType>
|
|
<Position>10</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>128</ColType>
|
|
<Position>11</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>129</ColType>
|
|
<Position>12</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>130</ColType>
|
|
<Position>13</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>14</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>15</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>131</ColType>
|
|
<Position>16</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>17</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>18</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>19</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>wBMS</Description>
|
|
<Key>17</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>133</ColType>
|
|
<Position>6</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>135</ColType>
|
|
<Position>7</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>132</ColType>
|
|
<Position>8</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>136</ColType>
|
|
<Position>9</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>137</ColType>
|
|
<Position>10</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>11</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>12</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>13</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>14</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>15</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>16</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>17</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>MDIO</Description>
|
|
<Key>18</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>138</ColType>
|
|
<Position>6</Position>
|
|
<Width>68</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>139</ColType>
|
|
<Position>7</Position>
|
|
<Width>43</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>140</ColType>
|
|
<Position>8</Position>
|
|
<Width>68</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>142</ColType>
|
|
<Position>9</Position>
|
|
<Width>81</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>141</ColType>
|
|
<Position>10</Position>
|
|
<Width>87</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>11</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>12</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>13</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>14</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>15</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>16</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>17</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>DoIP</Description>
|
|
<Key>19</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>201</ColType>
|
|
<Position>5</Position>
|
|
<Width>80</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>202</ColType>
|
|
<Position>6</Position>
|
|
<Width>80</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>203</ColType>
|
|
<Position>7</Position>
|
|
<Width>40</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>204</ColType>
|
|
<Position>8</Position>
|
|
<Width>300</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>92</ColType>
|
|
<Position>9</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>77</ColType>
|
|
<Position>10</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>100</ColType>
|
|
<Position>11</Position>
|
|
<Width>55</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>101</ColType>
|
|
<Position>12</Position>
|
|
<Width>55</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>205</ColType>
|
|
<Position>13</Position>
|
|
<Width>140</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>78</ColType>
|
|
<Position>14</Position>
|
|
<Width>60</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>143</ColType>
|
|
<Position>15</Position>
|
|
<Width>70</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>91</ColType>
|
|
<Position>16</Position>
|
|
<Width>60</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>17</Position>
|
|
<Width>70</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>18</Position>
|
|
<Width>60</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>79</ColType>
|
|
<Position>19</Position>
|
|
<Width>60</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>10BASE-T1S</Description>
|
|
<Key>20</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>145</ColType>
|
|
<Position>6</Position>
|
|
<Width>87</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>146</ColType>
|
|
<Position>7</Position>
|
|
<Width>37</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>8</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>9</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>10</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>11</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>12</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>13</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>14</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
</MonitorColumnSets>
|
|
<Filters0>
|
|
<Description>TX_ETH02</Description>
|
|
<Included>
|
|
<Key>out82</Key>
|
|
</Included>
|
|
</Filters0>
|
|
<Filters1>
|
|
<Description>Custom 2</Description>
|
|
</Filters1>
|
|
<Filters2>
|
|
<Description>Custom 3</Description>
|
|
</Filters2>
|
|
<Filters3>
|
|
<Description>Custom 4</Description>
|
|
</Filters3>
|
|
<Filters4>
|
|
<Description>Custom 5</Description>
|
|
</Filters4>
|
|
<Filters5>
|
|
<Description>Custom 6</Description>
|
|
</Filters5>
|
|
</Monitor>
|
|
<Monitor>
|
|
<ExpandMessageEnabled>False</ExpandMessageEnabled>
|
|
<UseFilters>True</UseFilters>
|
|
<NumberOfMessagesHistory>50000</NumberOfMessagesHistory>
|
|
<CurrentMonitorHeader>9</CurrentMonitorHeader>
|
|
<FontSize>8</FontSize>
|
|
<FontName>Tahoma</FontName>
|
|
<Key>4</Key>
|
|
<FormObjectKey>13</FormObjectKey>
|
|
<SpeedNetworksIn87>True</SpeedNetworksIn87>
|
|
<SpeedCustomIn0>True</SpeedCustomIn0>
|
|
<MonitorColumnSets>
|
|
<MonitorColumnSet>
|
|
<Description>CAN/CAN FD</Description>
|
|
<Key>0</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>8</ColType>
|
|
<Position>6</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>7</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>8</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>9</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>10</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>105</ColType>
|
|
<Position>11</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>80</ColType>
|
|
<Position>12</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>81</ColType>
|
|
<Position>13</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>82</ColType>
|
|
<Position>14</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>15</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>16</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>17</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>J1939</Description>
|
|
<Key>1</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>27</ColType>
|
|
<Position>6</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>21</ColType>
|
|
<Position>7</Position>
|
|
<Width>43</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>25</ColType>
|
|
<Position>8</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>24</ColType>
|
|
<Position>9</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>10</Position>
|
|
<Width>137</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>11</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>12</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>13</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>14</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>15</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>Class 2</Description>
|
|
<Key>2</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>19</ColType>
|
|
<Position>6</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>8</ColType>
|
|
<Position>7</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>8</Position>
|
|
<Width>137</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>17</ColType>
|
|
<Position>9</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>Ford SCP</Description>
|
|
<Key>3</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>16</ColType>
|
|
<Position>6</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>8</ColType>
|
|
<Position>7</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>8</Position>
|
|
<Width>137</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>15</ColType>
|
|
<Position>9</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>GMLAN</Description>
|
|
<Key>4</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>8</ColType>
|
|
<Position>6</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>20</ColType>
|
|
<Position>7</Position>
|
|
<Width>43</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>28</ColType>
|
|
<Position>8</Position>
|
|
<Width>43</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>29</ColType>
|
|
<Position>9</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>30</ColType>
|
|
<Position>10</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>11</Position>
|
|
<Width>137</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>12</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>13</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>LIN</Description>
|
|
<Key>5</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>32</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>33</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>5</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>6</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>8</ColType>
|
|
<Position>7</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>8</Position>
|
|
<Width>187</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>34</ColType>
|
|
<Position>9</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>35</ColType>
|
|
<Position>10</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>36</ColType>
|
|
<Position>11</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>12</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>CGI</Description>
|
|
<Key>6</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>6</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>8</ColType>
|
|
<Position>7</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>8</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>38</ColType>
|
|
<Position>9</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>10</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>11</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>FlexRay</Description>
|
|
<Key>7</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>54</ColType>
|
|
<Position>6</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>106</ColType>
|
|
<Position>7</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>51</ColType>
|
|
<Position>8</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>103</ColType>
|
|
<Position>9</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>10</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>11</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>12</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>13</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>104</ColType>
|
|
<Position>14</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>60</ColType>
|
|
<Position>15</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>57</ColType>
|
|
<Position>16</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>58</ColType>
|
|
<Position>17</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>59</ColType>
|
|
<Position>18</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>56</ColType>
|
|
<Position>19</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>55</ColType>
|
|
<Position>20</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>50</ColType>
|
|
<Position>21</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>52</ColType>
|
|
<Position>22</Position>
|
|
<Width>75</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>53</ColType>
|
|
<Position>23</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>35</ColType>
|
|
<Position>24</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>25</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>26</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>27</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>ARINC 825</Description>
|
|
<Key>8</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>41</ColType>
|
|
<Position>6</Position>
|
|
<Width>43</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>42</ColType>
|
|
<Position>7</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>43</ColType>
|
|
<Position>8</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>44</ColType>
|
|
<Position>9</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>45</ColType>
|
|
<Position>10</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>46</ColType>
|
|
<Position>11</Position>
|
|
<Width>37</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>47</ColType>
|
|
<Position>12</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>48</ColType>
|
|
<Position>13</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>49</ColType>
|
|
<Position>14</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>15</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>16</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>17</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>18</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>19</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>Ethernet</Description>
|
|
<Key>9</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>92</ColType>
|
|
<Position>6</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>100</ColType>
|
|
<Position>7</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>77</ColType>
|
|
<Position>8</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>101</ColType>
|
|
<Position>9</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>102</ColType>
|
|
<Position>10</Position>
|
|
<Width>56</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>78</ColType>
|
|
<Position>11</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>79</ColType>
|
|
<Position>12</Position>
|
|
<Width>37</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>13</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>14</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>15</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>16</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>17</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>18</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>19</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>PTP (802.1as)</Description>
|
|
<Key>10</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>92</ColType>
|
|
<Position>6</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>77</ColType>
|
|
<Position>7</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>102</ColType>
|
|
<Position>8</Position>
|
|
<Width>56</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>78</ColType>
|
|
<Position>9</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>79</ColType>
|
|
<Position>10</Position>
|
|
<Width>37</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>11</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>85</ColType>
|
|
<Position>12</Position>
|
|
<Width>125</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>83</ColType>
|
|
<Position>13</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>84</ColType>
|
|
<Position>14</Position>
|
|
<Width>37</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>86</ColType>
|
|
<Position>15</Position>
|
|
<Width>125</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>16</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>17</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>18</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>19</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>20</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>TCP</Description>
|
|
<Key>11</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>92</ColType>
|
|
<Position>6</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>100</ColType>
|
|
<Position>7</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>77</ColType>
|
|
<Position>8</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>101</ColType>
|
|
<Position>9</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>102</ColType>
|
|
<Position>10</Position>
|
|
<Width>56</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>78</ColType>
|
|
<Position>11</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>79</ColType>
|
|
<Position>12</Position>
|
|
<Width>37</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>13</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>88</ColType>
|
|
<Position>14</Position>
|
|
<Width>68</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>89</ColType>
|
|
<Position>15</Position>
|
|
<Width>68</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>90</ColType>
|
|
<Position>16</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>91</ColType>
|
|
<Position>17</Position>
|
|
<Width>93</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>18</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>19</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>20</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>21</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>22</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>UDP</Description>
|
|
<Key>12</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>92</ColType>
|
|
<Position>6</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>100</ColType>
|
|
<Position>7</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>77</ColType>
|
|
<Position>8</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>101</ColType>
|
|
<Position>9</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>102</ColType>
|
|
<Position>10</Position>
|
|
<Width>56</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>78</ColType>
|
|
<Position>11</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>79</ColType>
|
|
<Position>12</Position>
|
|
<Width>37</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>13</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>14</Position>
|
|
<Width>212</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>15</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>120</ColType>
|
|
<Position>16</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>17</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>18</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>19</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>FSA</Description>
|
|
<Key>13</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>93</ColType>
|
|
<Position>6</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>94</ColType>
|
|
<Position>7</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>95</ColType>
|
|
<Position>8</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>96</ColType>
|
|
<Position>9</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>97</ColType>
|
|
<Position>10</Position>
|
|
<Width>68</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>11</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>98</ColType>
|
|
<Position>12</Position>
|
|
<Width>68</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>99</ColType>
|
|
<Position>13</Position>
|
|
<Width>68</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>14</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>15</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>16</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>Statistics</Description>
|
|
<Key>14</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>8</ColType>
|
|
<Position>6</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>7</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>8</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>9</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>10</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>11</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>12</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>13</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>107</ColType>
|
|
<Position>14</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>108</ColType>
|
|
<Position>15</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>109</ColType>
|
|
<Position>16</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>110</ColType>
|
|
<Position>17</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>I2C</Description>
|
|
<Key>15</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>8</ColType>
|
|
<Position>6</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>121</ColType>
|
|
<Position>7</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>122</ColType>
|
|
<Position>8</Position>
|
|
<Width>81</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>9</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>10</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>11</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>12</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>13</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>14</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>15</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>A2B</Description>
|
|
<Key>16</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>144</ColType>
|
|
<Position>6</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>124</ColType>
|
|
<Position>7</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>125</ColType>
|
|
<Position>8</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>126</ColType>
|
|
<Position>9</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>127</ColType>
|
|
<Position>10</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>128</ColType>
|
|
<Position>11</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>129</ColType>
|
|
<Position>12</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>130</ColType>
|
|
<Position>13</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>14</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>15</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>131</ColType>
|
|
<Position>16</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>17</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>18</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>19</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>wBMS</Description>
|
|
<Key>17</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>133</ColType>
|
|
<Position>6</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>135</ColType>
|
|
<Position>7</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>132</ColType>
|
|
<Position>8</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>136</ColType>
|
|
<Position>9</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>137</ColType>
|
|
<Position>10</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>11</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>12</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>13</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>14</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>15</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>16</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>17</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>MDIO</Description>
|
|
<Key>18</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>138</ColType>
|
|
<Position>6</Position>
|
|
<Width>68</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>139</ColType>
|
|
<Position>7</Position>
|
|
<Width>43</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>140</ColType>
|
|
<Position>8</Position>
|
|
<Width>68</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>142</ColType>
|
|
<Position>9</Position>
|
|
<Width>81</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>141</ColType>
|
|
<Position>10</Position>
|
|
<Width>87</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>11</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>12</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>13</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>14</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>15</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>16</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>17</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>DoIP</Description>
|
|
<Key>19</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>201</ColType>
|
|
<Position>5</Position>
|
|
<Width>80</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>202</ColType>
|
|
<Position>6</Position>
|
|
<Width>80</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>203</ColType>
|
|
<Position>7</Position>
|
|
<Width>40</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>204</ColType>
|
|
<Position>8</Position>
|
|
<Width>300</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>92</ColType>
|
|
<Position>9</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>77</ColType>
|
|
<Position>10</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>100</ColType>
|
|
<Position>11</Position>
|
|
<Width>55</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>101</ColType>
|
|
<Position>12</Position>
|
|
<Width>55</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>205</ColType>
|
|
<Position>13</Position>
|
|
<Width>140</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>78</ColType>
|
|
<Position>14</Position>
|
|
<Width>60</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>143</ColType>
|
|
<Position>15</Position>
|
|
<Width>70</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>91</ColType>
|
|
<Position>16</Position>
|
|
<Width>60</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>17</Position>
|
|
<Width>70</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>18</Position>
|
|
<Width>60</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>79</ColType>
|
|
<Position>19</Position>
|
|
<Width>60</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>10BASE-T1S</Description>
|
|
<Key>20</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>145</ColType>
|
|
<Position>6</Position>
|
|
<Width>87</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>146</ColType>
|
|
<Position>7</Position>
|
|
<Width>37</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>8</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>9</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>10</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>11</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>12</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>13</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>14</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
</MonitorColumnSets>
|
|
<Filters0>
|
|
<Description>RX_ETH01</Description>
|
|
<Included>
|
|
<Key>in8</Key>
|
|
<Key>in7</Key>
|
|
</Included>
|
|
</Filters0>
|
|
<Filters1>
|
|
<Description>Custom 2</Description>
|
|
</Filters1>
|
|
<Filters2>
|
|
<Description>Custom 3</Description>
|
|
</Filters2>
|
|
<Filters3>
|
|
<Description>Custom 4</Description>
|
|
</Filters3>
|
|
<Filters4>
|
|
<Description>Custom 5</Description>
|
|
</Filters4>
|
|
<Filters5>
|
|
<Description>Custom 6</Description>
|
|
</Filters5>
|
|
</Monitor>
|
|
</Monitors>
|
|
<NetworkHardwares>
|
|
<MultipleHardwareSelectType>1</MultipleHardwareSelectType>
|
|
<NetworkHardware>
|
|
<Description>Fire2</Description>
|
|
</NetworkHardware>
|
|
<NetworkHardware>
|
|
<Description>Gigastar</Description>
|
|
</NetworkHardware>
|
|
</NetworkHardwares>
|
|
<Networks>
|
|
<Network>
|
|
<Description>DW CAN 01</Description>
|
|
<Key>net0</Key>
|
|
<NetworkName>HS CAN</NetworkName>
|
|
<BaudRate>500000</BaudRate>
|
|
<Protocol>1</Protocol>
|
|
<BaudRateSecondary>2000000</BaudRateSecondary>
|
|
<IsOBDNetwork>1</IsOBDNetwork>
|
|
</Network>
|
|
<Network>
|
|
<Description>DW CAN 08</Description>
|
|
<Key>net1</Key>
|
|
<NetworkName>MS CAN</NetworkName>
|
|
<BaudRate>500000</BaudRate>
|
|
<Protocol>1</Protocol>
|
|
<BaudRateSecondary>2000000</BaudRateSecondary>
|
|
</Network>
|
|
<Network>
|
|
<Description>SW CAN 01</Description>
|
|
<Key>net2</Key>
|
|
<NetworkName>SW CAN</NetworkName>
|
|
<BaudRate>33333</BaudRate>
|
|
<Protocol>1</Protocol>
|
|
<IsSWCAN>1</IsSWCAN>
|
|
</Network>
|
|
<Network>
|
|
<Description>J1850 VPW 01</Description>
|
|
<Key>net3</Key>
|
|
<NetworkName>J1850 VPW</NetworkName>
|
|
<BaudRate>10417</BaudRate>
|
|
<Protocol>3</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>ISO9141/KW2K 01</Description>
|
|
<Key>net4</Key>
|
|
<NetworkName>ISO9141/KW2K</NetworkName>
|
|
<BaudRate>10417</BaudRate>
|
|
<Protocol>6</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>LSFT CAN 01</Description>
|
|
<Key>net5</Key>
|
|
<NetworkName>LSFT CAN</NetworkName>
|
|
<BaudRate>125000</BaudRate>
|
|
<Protocol>1</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>J1850 PWM 01</Description>
|
|
<Key>net6</Key>
|
|
<NetworkName>J1850 PWM</NetworkName>
|
|
<BaudRate>41600</BaudRate>
|
|
<Protocol>4</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>J1708 01</Description>
|
|
<Key>net7</Key>
|
|
<NetworkName>J1708</NetworkName>
|
|
<BaudRate>9600</BaudRate>
|
|
<Protocol>13</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>neoVI</Description>
|
|
<Key>net8</Key>
|
|
<NetworkName>neoVI</NetworkName>
|
|
<BaudRate>500000</BaudRate>
|
|
<Protocol>1</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>DW CAN 02</Description>
|
|
<Key>net9</Key>
|
|
<NetworkName>HS CAN2 (neoVI 3G)</NetworkName>
|
|
<BaudRate>500000</BaudRate>
|
|
<Protocol>1</Protocol>
|
|
<BaudRateSecondary>2000000</BaudRateSecondary>
|
|
</Network>
|
|
<Network>
|
|
<Description>DW CAN 03</Description>
|
|
<Key>net10</Key>
|
|
<NetworkName>HS CAN3 (neoVI 3G)</NetworkName>
|
|
<BaudRate>500000</BaudRate>
|
|
<Protocol>1</Protocol>
|
|
<BaudRateSecondary>2000000</BaudRateSecondary>
|
|
</Network>
|
|
<Network>
|
|
<Description>LIN 02</Description>
|
|
<Key>net11</Key>
|
|
<NetworkName>LIN2 (neoVI 3G)</NetworkName>
|
|
<BaudRate>10417</BaudRate>
|
|
<Protocol>12</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>LIN 03</Description>
|
|
<Key>net12</Key>
|
|
<NetworkName>LIN3 (neoVI 3G)</NetworkName>
|
|
<BaudRate>10417</BaudRate>
|
|
<Protocol>12</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>LIN 04</Description>
|
|
<Key>net13</Key>
|
|
<NetworkName>LIN4 (neoVI 3G)</NetworkName>
|
|
<BaudRate>10417</BaudRate>
|
|
<Protocol>12</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>CGI 01</Description>
|
|
<Key>net14</Key>
|
|
<NetworkName>CGI (neoVI 3G)</NetworkName>
|
|
<BaudRate>625000</BaudRate>
|
|
<Protocol>18</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>LIN 01</Description>
|
|
<Key>net15</Key>
|
|
<NetworkName>LIN</NetworkName>
|
|
<BaudRate>10417</BaudRate>
|
|
<Protocol>12</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>ISO9141/KW2K 02</Description>
|
|
<Key>net16</Key>
|
|
<NetworkName>ISO9141/KW2K 2</NetworkName>
|
|
<BaudRate>10417</BaudRate>
|
|
<Protocol>6</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>ISO9141/KW2K 03</Description>
|
|
<Key>net17</Key>
|
|
<NetworkName>ISO9141/KW2K 3</NetworkName>
|
|
<BaudRate>10417</BaudRate>
|
|
<Protocol>6</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>ISO9141/KW2K 04</Description>
|
|
<Key>net18</Key>
|
|
<NetworkName>ISO9141/KW2K 4</NetworkName>
|
|
<BaudRate>10417</BaudRate>
|
|
<Protocol>6</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>DW CAN 04</Description>
|
|
<Key>net19</Key>
|
|
<NetworkName>HS CAN4</NetworkName>
|
|
<BaudRate>500000</BaudRate>
|
|
<Protocol>1</Protocol>
|
|
<BaudRateSecondary>2000000</BaudRateSecondary>
|
|
</Network>
|
|
<Network>
|
|
<Description>DW CAN 05</Description>
|
|
<Key>net20</Key>
|
|
<NetworkName>HS CAN5</NetworkName>
|
|
<BaudRate>500000</BaudRate>
|
|
<Protocol>1</Protocol>
|
|
<BaudRateSecondary>2000000</BaudRateSecondary>
|
|
</Network>
|
|
<Network>
|
|
<Description>UART 01</Description>
|
|
<Key>net21</Key>
|
|
<NetworkName>UART (neoVI 3G)</NetworkName>
|
|
<BaudRate>10417</BaudRate>
|
|
<Protocol>28</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>UART 02</Description>
|
|
<Key>net22</Key>
|
|
<NetworkName>UART2 (neoVI 3G)</NetworkName>
|
|
<BaudRate>10417</BaudRate>
|
|
<Protocol>28</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>LIN 05</Description>
|
|
<Key>net23</Key>
|
|
<NetworkName>LIN5 (neoVI 3G)</NetworkName>
|
|
<BaudRate>10417</BaudRate>
|
|
<Protocol>12</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>MOST25 (EXP 1)</Description>
|
|
<Key>net24</Key>
|
|
<NetworkName>MOST (VNET A)</NetworkName>
|
|
<BaudRate>1000000</BaudRate>
|
|
<Protocol>17</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>FlexRay1A (EXP 1)</Description>
|
|
<Key>net25</Key>
|
|
<NetworkName>FlexRay1A (VNET A)</NetworkName>
|
|
<BaudRate>5000000</BaudRate>
|
|
<Protocol>16</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>FlexRay1B (EXP 1)</Description>
|
|
<Key>net26</Key>
|
|
<NetworkName>FlexRay1B (VNET A)</NetworkName>
|
|
<BaudRate>5000000</BaudRate>
|
|
<Protocol>16</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>FlexRay2A (EXP 1)</Description>
|
|
<Key>net27</Key>
|
|
<NetworkName>FlexRay2A (VNET A)</NetworkName>
|
|
<BaudRate>5000000</BaudRate>
|
|
<Protocol>16</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>FlexRay2B (EXP 1)</Description>
|
|
<Key>net28</Key>
|
|
<NetworkName>FlexRay2B (VNET A)</NetworkName>
|
|
<BaudRate>5000000</BaudRate>
|
|
<Protocol>16</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>DW CAN 01 (EXP 1)</Description>
|
|
<Key>net29</Key>
|
|
<NetworkName>HS CAN (VNET A)</NetworkName>
|
|
<BaudRate>500000</BaudRate>
|
|
<Protocol>1</Protocol>
|
|
<BaudRateSecondary>2000000</BaudRateSecondary>
|
|
</Network>
|
|
<Network>
|
|
<Description>DW CAN 08 (EXP 1)</Description>
|
|
<Key>net30</Key>
|
|
<NetworkName>MS CAN (VNET A)</NetworkName>
|
|
<BaudRate>500000</BaudRate>
|
|
<Protocol>1</Protocol>
|
|
<BaudRateSecondary>2000000</BaudRateSecondary>
|
|
</Network>
|
|
<Network>
|
|
<Description>SW CAN 01 (EXP 1)</Description>
|
|
<Key>net31</Key>
|
|
<NetworkName>SW CAN (VNET A)</NetworkName>
|
|
<BaudRate>33333</BaudRate>
|
|
<Protocol>1</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>J1850 VPW 01 (EXP 1)</Description>
|
|
<Key>net32</Key>
|
|
<NetworkName>J1850 VPW (VNET A)</NetworkName>
|
|
<BaudRate>10417</BaudRate>
|
|
<Protocol>3</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>LSFT CAN 01 (EXP 1)</Description>
|
|
<Key>net33</Key>
|
|
<NetworkName>LSFT CAN (VNET A)</NetworkName>
|
|
<BaudRate>125000</BaudRate>
|
|
<Protocol>1</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>J1708 01 (EXP 1)</Description>
|
|
<Key>net34</Key>
|
|
<NetworkName>J1708 (VNET A)</NetworkName>
|
|
<BaudRate>9600</BaudRate>
|
|
<Protocol>13</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>neoVI (EXP 1)</Description>
|
|
<Key>net35</Key>
|
|
<NetworkName>neoVI (VNET A)</NetworkName>
|
|
<BaudRate>500000</BaudRate>
|
|
<Protocol>1</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>DW CAN 02 (EXP 1)</Description>
|
|
<Key>net36</Key>
|
|
<NetworkName>HS CAN2 (VNET A)</NetworkName>
|
|
<BaudRate>500000</BaudRate>
|
|
<Protocol>1</Protocol>
|
|
<BaudRateSecondary>2000000</BaudRateSecondary>
|
|
</Network>
|
|
<Network>
|
|
<Description>DW CAN 03 (EXP 1)</Description>
|
|
<Key>net37</Key>
|
|
<NetworkName>HS CAN3 (VNET A)</NetworkName>
|
|
<BaudRate>500000</BaudRate>
|
|
<Protocol>1</Protocol>
|
|
<BaudRateSecondary>2000000</BaudRateSecondary>
|
|
</Network>
|
|
<Network>
|
|
<Description>LIN 01 (EXP 1)</Description>
|
|
<Key>net38</Key>
|
|
<NetworkName>LIN (VNET A)</NetworkName>
|
|
<BaudRate>10417</BaudRate>
|
|
<Protocol>12</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>LIN 02 (EXP 1)</Description>
|
|
<Key>net39</Key>
|
|
<NetworkName>LIN2 (VNET A)</NetworkName>
|
|
<BaudRate>10417</BaudRate>
|
|
<Protocol>12</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>LIN 03 (EXP 1)</Description>
|
|
<Key>net40</Key>
|
|
<NetworkName>LIN3 (VNET A)</NetworkName>
|
|
<BaudRate>10417</BaudRate>
|
|
<Protocol>12</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>LIN 04 (EXP 1)</Description>
|
|
<Key>net41</Key>
|
|
<NetworkName>LIN4 (VNET A)</NetworkName>
|
|
<BaudRate>10417</BaudRate>
|
|
<Protocol>12</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>CGI 01 (EXP 1)</Description>
|
|
<Key>net42</Key>
|
|
<NetworkName>CGI (VNET A)</NetworkName>
|
|
<BaudRate>625000</BaudRate>
|
|
<Protocol>18</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>ISO9141/KW2K 01 (EXP 1)</Description>
|
|
<Key>net43</Key>
|
|
<NetworkName>ISO9141/KW2K (VNET A)</NetworkName>
|
|
<BaudRate>10417</BaudRate>
|
|
<Protocol>6</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>ISO9141/KW2K 02 (EXP 1)</Description>
|
|
<Key>net44</Key>
|
|
<NetworkName>ISO9141/KW2K 2 (VNET A)</NetworkName>
|
|
<BaudRate>10417</BaudRate>
|
|
<Protocol>6</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>ISO9141/KW2K 03 (EXP 1)</Description>
|
|
<Key>net45</Key>
|
|
<NetworkName>ISO9141/KW2K 3 (VNET A)</NetworkName>
|
|
<BaudRate>10417</BaudRate>
|
|
<Protocol>6</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>ISO9141/KW2K 04 (EXP 1)</Description>
|
|
<Key>net46</Key>
|
|
<NetworkName>ISO9141/KW2K 4 (VNET A)</NetworkName>
|
|
<BaudRate>10417</BaudRate>
|
|
<Protocol>6</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>DW CAN 01 (EXP 2)</Description>
|
|
<Key>net47</Key>
|
|
<NetworkName>HS CAN (VNET B)</NetworkName>
|
|
<BaudRate>500000</BaudRate>
|
|
<Protocol>1</Protocol>
|
|
<BaudRateSecondary>2000000</BaudRateSecondary>
|
|
</Network>
|
|
<Network>
|
|
<Description>DW CAN 08 (EXP 2)</Description>
|
|
<Key>net48</Key>
|
|
<NetworkName>MS CAN (VNET B)</NetworkName>
|
|
<BaudRate>500000</BaudRate>
|
|
<Protocol>1</Protocol>
|
|
<BaudRateSecondary>2000000</BaudRateSecondary>
|
|
</Network>
|
|
<Network>
|
|
<Description>SW CAN 01 (EXP 2)</Description>
|
|
<Key>net49</Key>
|
|
<NetworkName>SW CAN (VNET B)</NetworkName>
|
|
<BaudRate>33333</BaudRate>
|
|
<Protocol>1</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>J1850 VPW 01 (EXP 2)</Description>
|
|
<Key>net50</Key>
|
|
<NetworkName>J1850 VPW (VNET B)</NetworkName>
|
|
<BaudRate>10417</BaudRate>
|
|
<Protocol>3</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>LSFT CAN 01 (EXP 2)</Description>
|
|
<Key>net51</Key>
|
|
<NetworkName>LSFT CAN (VNET B)</NetworkName>
|
|
<BaudRate>125000</BaudRate>
|
|
<Protocol>1</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>J1708 01 (EXP 2)</Description>
|
|
<Key>net52</Key>
|
|
<NetworkName>J1708 (VNET B)</NetworkName>
|
|
<BaudRate>9600</BaudRate>
|
|
<Protocol>13</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>neoVI (EXP 2)</Description>
|
|
<Key>net53</Key>
|
|
<NetworkName>neoVI (VNET B)</NetworkName>
|
|
<BaudRate>500000</BaudRate>
|
|
<Protocol>1</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>DW CAN 02 (EXP 2)</Description>
|
|
<Key>net54</Key>
|
|
<NetworkName>HS CAN2 (VNET B)</NetworkName>
|
|
<BaudRate>500000</BaudRate>
|
|
<Protocol>1</Protocol>
|
|
<BaudRateSecondary>2000000</BaudRateSecondary>
|
|
</Network>
|
|
<Network>
|
|
<Description>DW CAN 03 (EXP 2)</Description>
|
|
<Key>net55</Key>
|
|
<NetworkName>HS CAN3 (VNET B)</NetworkName>
|
|
<BaudRate>500000</BaudRate>
|
|
<Protocol>1</Protocol>
|
|
<BaudRateSecondary>2000000</BaudRateSecondary>
|
|
</Network>
|
|
<Network>
|
|
<Description>LIN 01 (EXP 2)</Description>
|
|
<Key>net56</Key>
|
|
<NetworkName>LIN (VNET B)</NetworkName>
|
|
<BaudRate>10417</BaudRate>
|
|
<Protocol>12</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>LIN 02 (EXP 2)</Description>
|
|
<Key>net57</Key>
|
|
<NetworkName>LIN2 (VNET B)</NetworkName>
|
|
<BaudRate>10417</BaudRate>
|
|
<Protocol>12</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>LIN 03 (EXP 2)</Description>
|
|
<Key>net58</Key>
|
|
<NetworkName>LIN3 (VNET B)</NetworkName>
|
|
<BaudRate>10417</BaudRate>
|
|
<Protocol>12</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>LIN 04 (EXP 2)</Description>
|
|
<Key>net59</Key>
|
|
<NetworkName>LIN4 (VNET B)</NetworkName>
|
|
<BaudRate>10417</BaudRate>
|
|
<Protocol>12</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>CGI 01 (EXP 2)</Description>
|
|
<Key>net60</Key>
|
|
<NetworkName>CGI (VNET B)</NetworkName>
|
|
<BaudRate>625000</BaudRate>
|
|
<Protocol>18</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>ISO9141/KW2K 01 (EXP 2)</Description>
|
|
<Key>net61</Key>
|
|
<NetworkName>ISO9141/KW2K (VNET B)</NetworkName>
|
|
<BaudRate>10417</BaudRate>
|
|
<Protocol>6</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>ISO9141/KW2K 02 (EXP 2)</Description>
|
|
<Key>net62</Key>
|
|
<NetworkName>ISO9141/KW2K 2 (VNET B)</NetworkName>
|
|
<BaudRate>10417</BaudRate>
|
|
<Protocol>6</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>ISO9141/KW2K 03 (EXP 2)</Description>
|
|
<Key>net63</Key>
|
|
<NetworkName>ISO9141/KW2K 3 (VNET B)</NetworkName>
|
|
<BaudRate>10417</BaudRate>
|
|
<Protocol>6</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>ISO9141/KW2K 04 (EXP 2)</Description>
|
|
<Key>net64</Key>
|
|
<NetworkName>ISO9141/KW2K 4 (VNET B)</NetworkName>
|
|
<BaudRate>10417</BaudRate>
|
|
<Protocol>6</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>DW CAN 04 (EXP 1)</Description>
|
|
<Key>net65</Key>
|
|
<NetworkName>HS CAN4 (VNET A)</NetworkName>
|
|
<BaudRate>500000</BaudRate>
|
|
<Protocol>1</Protocol>
|
|
<BaudRateSecondary>2000000</BaudRateSecondary>
|
|
</Network>
|
|
<Network>
|
|
<Description>DW CAN 05 (EXP 1)</Description>
|
|
<Key>net66</Key>
|
|
<NetworkName>HS CAN5 (VNET A)</NetworkName>
|
|
<BaudRate>500000</BaudRate>
|
|
<Protocol>1</Protocol>
|
|
<BaudRateSecondary>2000000</BaudRateSecondary>
|
|
</Network>
|
|
<Network>
|
|
<Description>LIN 05 (EXP 1)</Description>
|
|
<Key>net67</Key>
|
|
<NetworkName>LIN5 (VNET A)</NetworkName>
|
|
<BaudRate>10417</BaudRate>
|
|
<Protocol>12</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>DW CAN 04 (EXP 2)</Description>
|
|
<Key>net68</Key>
|
|
<NetworkName>HS CAN4 (VNET B)</NetworkName>
|
|
<BaudRate>500000</BaudRate>
|
|
<Protocol>1</Protocol>
|
|
<BaudRateSecondary>2000000</BaudRateSecondary>
|
|
</Network>
|
|
<Network>
|
|
<Description>DW CAN 05 (EXP 2)</Description>
|
|
<Key>net69</Key>
|
|
<NetworkName>HS CAN5 (VNET B)</NetworkName>
|
|
<BaudRate>500000</BaudRate>
|
|
<Protocol>1</Protocol>
|
|
<BaudRateSecondary>2000000</BaudRateSecondary>
|
|
</Network>
|
|
<Network>
|
|
<Description>LIN 05 (EXP 2)</Description>
|
|
<Key>net70</Key>
|
|
<NetworkName>LIN5 (VNET B)</NetworkName>
|
|
<BaudRate>10417</BaudRate>
|
|
<Protocol>12</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>Ethernet (DAQ)</Description>
|
|
<Key>net71</Key>
|
|
<NetworkName>Ethernet DAQ (neoVI 3G)</NetworkName>
|
|
<BaudRate>0</BaudRate>
|
|
<Protocol>29</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>Ethernet - SFP01_out</Description>
|
|
<Key>net72</Key>
|
|
<NetworkName>Ethernet</NetworkName>
|
|
<Color>32768</Color>
|
|
<Protocol>29</Protocol>
|
|
<IsInternalIntrepidIOHardware>True</IsInternalIntrepidIOHardware>
|
|
<IntrepidIODescription>Ethernet PCAP</IntrepidIODescription>
|
|
<IntrepidIODLLName>icsenet.dll</IntrepidIODLLName>
|
|
</Network>
|
|
<Network>
|
|
<Description>MOST25 (EXP 2)</Description>
|
|
<Key>net73</Key>
|
|
<NetworkName>MOST (VNET B)</NetworkName>
|
|
<BaudRate>1000000</BaudRate>
|
|
<Protocol>17</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>FlexRay1A (EXP 2)</Description>
|
|
<Key>net74</Key>
|
|
<NetworkName>FlexRay1A (VNET B)</NetworkName>
|
|
<BaudRate>5000000</BaudRate>
|
|
<Protocol>16</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>FlexRay1B (EXP 2)</Description>
|
|
<Key>net75</Key>
|
|
<NetworkName>FlexRay1B (VNET B)</NetworkName>
|
|
<BaudRate>5000000</BaudRate>
|
|
<Protocol>16</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>FlexRay2A (EXP 2)</Description>
|
|
<Key>net76</Key>
|
|
<NetworkName>FlexRay2A (VNET B)</NetworkName>
|
|
<BaudRate>5000000</BaudRate>
|
|
<Protocol>16</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>FlexRay2B (EXP 2)</Description>
|
|
<Key>net77</Key>
|
|
<NetworkName>FlexRay2B (VNET B)</NetworkName>
|
|
<BaudRate>5000000</BaudRate>
|
|
<Protocol>16</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>SW CAN 02</Description>
|
|
<Key>net78</Key>
|
|
<NetworkName>SW CAN2 (neoVI 3G)</NetworkName>
|
|
<BaudRate>33333</BaudRate>
|
|
<Protocol>1</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>SW CAN 02 (EXP 1)</Description>
|
|
<Key>net79</Key>
|
|
<NetworkName>SW CAN2 (VNET A)</NetworkName>
|
|
<BaudRate>33333</BaudRate>
|
|
<Protocol>1</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>SW CAN 02 (EXP 2)</Description>
|
|
<Key>net80</Key>
|
|
<NetworkName>SW CAN2 (VNET B)</NetworkName>
|
|
<BaudRate>33333</BaudRate>
|
|
<Protocol>1</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>FSA</Description>
|
|
<Key>net81</Key>
|
|
<NetworkName>(FSA Virtual)</NetworkName>
|
|
<Protocol>31</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>TCP</Description>
|
|
<Key>net82</Key>
|
|
<NetworkName>(TCP Virtual)</NetworkName>
|
|
<Protocol>32</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>DW CAN 06</Description>
|
|
<Key>net83</Key>
|
|
<NetworkName>HS CAN6</NetworkName>
|
|
<BaudRate>500000</BaudRate>
|
|
<Protocol>1</Protocol>
|
|
<BaudRateSecondary>2000000</BaudRateSecondary>
|
|
</Network>
|
|
<Network>
|
|
<Description>DW CAN 07</Description>
|
|
<Key>net84</Key>
|
|
<NetworkName>HS CAN7</NetworkName>
|
|
<BaudRate>500000</BaudRate>
|
|
<Protocol>1</Protocol>
|
|
<BaudRateSecondary>2000000</BaudRateSecondary>
|
|
</Network>
|
|
<Network>
|
|
<Description>LIN 06</Description>
|
|
<Key>net85</Key>
|
|
<NetworkName>LIN6</NetworkName>
|
|
<BaudRate>10417</BaudRate>
|
|
<Protocol>12</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>LSFT CAN 02</Description>
|
|
<Key>net86</Key>
|
|
<NetworkName>LSFT CAN2</NetworkName>
|
|
<BaudRate>125000</BaudRate>
|
|
<Protocol>1</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>AE 01 - tapping_in</Description>
|
|
<Key>net87</Key>
|
|
<NetworkName>OP (BR) ETH1</NetworkName>
|
|
<BaudRate>100</BaudRate>
|
|
<Color>8388608</Color>
|
|
<Protocol>29</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>AE 02 - tapping_out</Description>
|
|
<Key>net88</Key>
|
|
<NetworkName>OP (BR) ETH2</NetworkName>
|
|
<BaudRate>100</BaudRate>
|
|
<Color>16711935</Color>
|
|
<Protocol>29</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>AE 03</Description>
|
|
<Key>net89</Key>
|
|
<NetworkName>OP (BR) ETH3</NetworkName>
|
|
<BaudRate>100</BaudRate>
|
|
<Protocol>29</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>AE 04</Description>
|
|
<Key>net90</Key>
|
|
<NetworkName>OP (BR) ETH4</NetworkName>
|
|
<BaudRate>100</BaudRate>
|
|
<Protocol>29</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>AE 05</Description>
|
|
<Key>net91</Key>
|
|
<NetworkName>OP (BR) ETH5</NetworkName>
|
|
<BaudRate>100</BaudRate>
|
|
<Protocol>29</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>AE 06</Description>
|
|
<Key>net92</Key>
|
|
<NetworkName>OP (BR) ETH6</NetworkName>
|
|
<BaudRate>100</BaudRate>
|
|
<Protocol>29</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>AE 07</Description>
|
|
<Key>net93</Key>
|
|
<NetworkName>OP (BR) ETH7</NetworkName>
|
|
<BaudRate>100</BaudRate>
|
|
<Protocol>29</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>AE 08</Description>
|
|
<Key>net94</Key>
|
|
<NetworkName>OP (BR) ETH8</NetworkName>
|
|
<BaudRate>100</BaudRate>
|
|
<Protocol>29</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>AE 09</Description>
|
|
<Key>net95</Key>
|
|
<NetworkName>OP (BR) ETH9</NetworkName>
|
|
<BaudRate>100</BaudRate>
|
|
<Protocol>29</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>AE 10</Description>
|
|
<Key>net96</Key>
|
|
<NetworkName>OP (BR) ETH10</NetworkName>
|
|
<BaudRate>100</BaudRate>
|
|
<Protocol>29</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>AE 11</Description>
|
|
<Key>net97</Key>
|
|
<NetworkName>OP (BR) ETH11</NetworkName>
|
|
<BaudRate>100</BaudRate>
|
|
<Protocol>29</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>AE 12</Description>
|
|
<Key>net98</Key>
|
|
<NetworkName>OP (BR) ETH12</NetworkName>
|
|
<BaudRate>100</BaudRate>
|
|
<Protocol>29</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>FlexRay 01</Description>
|
|
<Key>net99</Key>
|
|
<NetworkName>FlexRay</NetworkName>
|
|
<BaudRate>10000000</BaudRate>
|
|
<Protocol>16</Protocol>
|
|
<FlexRayCluster>
|
|
<SourceFIBEXFile>C:\Users\Andreas\CloudStation\IntrepidCS\Vehicle Spy 3\Data Directory\Default\ECU_746_DID.vsdb</SourceFIBEXFile>
|
|
<COLD_START_ATTEMPTS>1</COLD_START_ATTEMPTS>
|
|
<CYCLE>1</CYCLE>
|
|
<FlexRayChannels>
|
|
<FlexRayChannel>
|
|
<ShortName>FlexRay_Channel1</ShortName>
|
|
<LONG_NAME></LONG_NAME>
|
|
<DESC></DESC>
|
|
<ID></ID>
|
|
</FlexRayChannel>
|
|
</FlexRayChannels>
|
|
<FlexRayECUs>
|
|
<FlexRayECU>
|
|
<FlexRayECUControllers>
|
|
<FlexRayECUController>
|
|
<MICRO_PER_CYCLE>40</MICRO_PER_CYCLE>
|
|
</FlexRayECUController>
|
|
</FlexRayECUControllers>
|
|
</FlexRayECU>
|
|
<FlexRayECU>
|
|
<FlexRayECUControllers>
|
|
<FlexRayECUController>
|
|
<MICRO_PER_CYCLE>40</MICRO_PER_CYCLE>
|
|
</FlexRayECUController>
|
|
</FlexRayECUControllers>
|
|
</FlexRayECU>
|
|
</FlexRayECUs>
|
|
</FlexRayCluster>
|
|
</Network>
|
|
<Network>
|
|
<Description>FlexRay 02</Description>
|
|
<Key>net100</Key>
|
|
<NetworkName>FlexRay2</NetworkName>
|
|
<BaudRate>10000000</BaudRate>
|
|
<Protocol>16</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>LIN 06 (EXP 1)</Description>
|
|
<Key>net101</Key>
|
|
<NetworkName>LIN6 (VNET A)</NetworkName>
|
|
<BaudRate>10417</BaudRate>
|
|
<Protocol>12</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>LIN 06 (EXP 2)</Description>
|
|
<Key>net102</Key>
|
|
<NetworkName>LIN6 (VNET B)</NetworkName>
|
|
<BaudRate>10417</BaudRate>
|
|
<Protocol>12</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>DW CAN 06 (EXP 1)</Description>
|
|
<Key>net103</Key>
|
|
<NetworkName>HS CAN6 (VNET A)</NetworkName>
|
|
<BaudRate>500000</BaudRate>
|
|
<Protocol>1</Protocol>
|
|
<BaudRateSecondary>2000000</BaudRateSecondary>
|
|
</Network>
|
|
<Network>
|
|
<Description>DW CAN 06 (EXP 2)</Description>
|
|
<Key>net104</Key>
|
|
<NetworkName>HS CAN6 (VNET B)</NetworkName>
|
|
<BaudRate>500000</BaudRate>
|
|
<Protocol>1</Protocol>
|
|
<BaudRateSecondary>2000000</BaudRateSecondary>
|
|
</Network>
|
|
<Network>
|
|
<Description>DW CAN 07 (EXP 1)</Description>
|
|
<Key>net105</Key>
|
|
<NetworkName>HS CAN7 (VNET A)</NetworkName>
|
|
<BaudRate>500000</BaudRate>
|
|
<Protocol>1</Protocol>
|
|
<BaudRateSecondary>2000000</BaudRateSecondary>
|
|
</Network>
|
|
<Network>
|
|
<Description>DW CAN 07 (EXP 2)</Description>
|
|
<Key>net106</Key>
|
|
<NetworkName>HS CAN7 (VNET B)</NetworkName>
|
|
<BaudRate>500000</BaudRate>
|
|
<Protocol>1</Protocol>
|
|
<BaudRateSecondary>2000000</BaudRateSecondary>
|
|
</Network>
|
|
<Network>
|
|
<Description>LSFT CAN 02 (EXP 1)</Description>
|
|
<Key>net107</Key>
|
|
<NetworkName>LSFT CAN2 (VNET A)</NetworkName>
|
|
<BaudRate>125000</BaudRate>
|
|
<Protocol>1</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>LSFT CAN 02 (EXP 2)</Description>
|
|
<Key>net108</Key>
|
|
<NetworkName>LSFT CAN2 (VNET B)</NetworkName>
|
|
<BaudRate>125000</BaudRate>
|
|
<Protocol>1</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>Ethernet (EXP 1)</Description>
|
|
<Key>net109</Key>
|
|
<NetworkName>Ethernet (VNET A)</NetworkName>
|
|
<BaudRate>0</BaudRate>
|
|
<Protocol>29</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>Ethernet (EXP 2)</Description>
|
|
<Key>net110</Key>
|
|
<NetworkName>Ethernet (VNET B)</NetworkName>
|
|
<BaudRate>0</BaudRate>
|
|
<Protocol>29</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>UDP</Description>
|
|
<Key>net111</Key>
|
|
<NetworkName>(UDP Virtual)</NetworkName>
|
|
<Protocol>33</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>AUTOSAR</Description>
|
|
<Key>net112</Key>
|
|
<NetworkName>(AUTOSAR Virtual)</NetworkName>
|
|
<Protocol>34</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>I2C 01</Description>
|
|
<Key>net113</Key>
|
|
<NetworkName>I2C1</NetworkName>
|
|
<BaudRate>10417</BaudRate>
|
|
<Protocol>21</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>I2C 02 - SFP01</Description>
|
|
<Key>net114</Key>
|
|
<NetworkName>I2C2</NetworkName>
|
|
<BaudRate>10417</BaudRate>
|
|
<Protocol>21</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>I2C 03 - SFP02</Description>
|
|
<Key>net115</Key>
|
|
<NetworkName>I2C3</NetworkName>
|
|
<BaudRate>10417</BaudRate>
|
|
<Protocol>21</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>I2C 04</Description>
|
|
<Key>net116</Key>
|
|
<NetworkName>I2C4</NetworkName>
|
|
<BaudRate>10417</BaudRate>
|
|
<Protocol>21</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>Ethernet 02 - SFP02_in</Description>
|
|
<Key>net117</Key>
|
|
<NetworkName>Ethernet2</NetworkName>
|
|
<BaudRate>0</BaudRate>
|
|
<Color>8421376</Color>
|
|
<Protocol>29</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>A2B 01</Description>
|
|
<Key>net118</Key>
|
|
<NetworkName>A2B 01</NetworkName>
|
|
<BaudRate>0</BaudRate>
|
|
<Protocol>35</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>A2B 02</Description>
|
|
<Key>net119</Key>
|
|
<NetworkName>A2B 02</NetworkName>
|
|
<BaudRate>0</BaudRate>
|
|
<Protocol>35</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>Ethernet 03</Description>
|
|
<Key>net120</Key>
|
|
<NetworkName>Ethernet3</NetworkName>
|
|
<BaudRate>0</BaudRate>
|
|
<Protocol>29</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>wBMS 01</Description>
|
|
<Key>net121</Key>
|
|
<NetworkName>wBMS</NetworkName>
|
|
<BaudRate>0</BaudRate>
|
|
<Protocol>36</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>DW CAN 09</Description>
|
|
<Key>net122</Key>
|
|
<NetworkName>DW CAN 09</NetworkName>
|
|
<BaudRate>500000</BaudRate>
|
|
<Protocol>1</Protocol>
|
|
<BaudRateSecondary>2000000</BaudRateSecondary>
|
|
</Network>
|
|
<Network>
|
|
<Description>DW CAN 10</Description>
|
|
<Key>net123</Key>
|
|
<NetworkName>DW CAN 10</NetworkName>
|
|
<BaudRate>500000</BaudRate>
|
|
<Protocol>1</Protocol>
|
|
<BaudRateSecondary>2000000</BaudRateSecondary>
|
|
</Network>
|
|
<Network>
|
|
<Description>DW CAN 11</Description>
|
|
<Key>net124</Key>
|
|
<NetworkName>DW CAN 11</NetworkName>
|
|
<BaudRate>500000</BaudRate>
|
|
<Protocol>1</Protocol>
|
|
<BaudRateSecondary>2000000</BaudRateSecondary>
|
|
</Network>
|
|
<Network>
|
|
<Description>DW CAN 12</Description>
|
|
<Key>net125</Key>
|
|
<NetworkName>DW CAN 12</NetworkName>
|
|
<BaudRate>500000</BaudRate>
|
|
<Protocol>1</Protocol>
|
|
<BaudRateSecondary>2000000</BaudRateSecondary>
|
|
</Network>
|
|
<Network>
|
|
<Description>DW CAN 13</Description>
|
|
<Key>net126</Key>
|
|
<NetworkName>DW CAN 13</NetworkName>
|
|
<BaudRate>500000</BaudRate>
|
|
<Protocol>1</Protocol>
|
|
<BaudRateSecondary>2000000</BaudRateSecondary>
|
|
</Network>
|
|
<Network>
|
|
<Description>DW CAN 14</Description>
|
|
<Key>net127</Key>
|
|
<NetworkName>DW CAN 14</NetworkName>
|
|
<BaudRate>500000</BaudRate>
|
|
<Protocol>1</Protocol>
|
|
<BaudRateSecondary>2000000</BaudRateSecondary>
|
|
</Network>
|
|
<Network>
|
|
<Description>DW CAN 15</Description>
|
|
<Key>net128</Key>
|
|
<NetworkName>DW CAN 15</NetworkName>
|
|
<BaudRate>500000</BaudRate>
|
|
<Protocol>1</Protocol>
|
|
<BaudRateSecondary>2000000</BaudRateSecondary>
|
|
</Network>
|
|
<Network>
|
|
<Description>DW CAN 16</Description>
|
|
<Key>net129</Key>
|
|
<NetworkName>DW CAN 16</NetworkName>
|
|
<BaudRate>500000</BaudRate>
|
|
<Protocol>1</Protocol>
|
|
<BaudRateSecondary>2000000</BaudRateSecondary>
|
|
</Network>
|
|
<Network>
|
|
<Description>LIN 07</Description>
|
|
<Key>net130</Key>
|
|
<NetworkName>LIN 07</NetworkName>
|
|
<BaudRate>10417</BaudRate>
|
|
<Protocol>12</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>LIN 08</Description>
|
|
<Key>net131</Key>
|
|
<NetworkName>LIN 08</NetworkName>
|
|
<BaudRate>10417</BaudRate>
|
|
<Protocol>12</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>wBMS 02</Description>
|
|
<Key>net132</Key>
|
|
<NetworkName>wBMS 02</NetworkName>
|
|
<BaudRate>0</BaudRate>
|
|
<Protocol>36</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>MDIO 01</Description>
|
|
<Key>net133</Key>
|
|
<NetworkName>MDIO 01</NetworkName>
|
|
<BaudRate>0</BaudRate>
|
|
<Protocol>37</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>MDIO 02</Description>
|
|
<Key>net134</Key>
|
|
<NetworkName>MDIO 02</NetworkName>
|
|
<BaudRate>0</BaudRate>
|
|
<Protocol>37</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>MDIO 03</Description>
|
|
<Key>net135</Key>
|
|
<NetworkName>MDIO 03</NetworkName>
|
|
<BaudRate>0</BaudRate>
|
|
<Protocol>37</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>MDIO 04</Description>
|
|
<Key>net136</Key>
|
|
<NetworkName>MDIO 04</NetworkName>
|
|
<BaudRate>0</BaudRate>
|
|
<Protocol>37</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>MDIO 05</Description>
|
|
<Key>net137</Key>
|
|
<NetworkName>MDIO 05</NetworkName>
|
|
<BaudRate>0</BaudRate>
|
|
<Protocol>37</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>MDIO 06</Description>
|
|
<Key>net138</Key>
|
|
<NetworkName>MDIO 06</NetworkName>
|
|
<BaudRate>0</BaudRate>
|
|
<Protocol>37</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>MDIO 07</Description>
|
|
<Key>net139</Key>
|
|
<NetworkName>MDIO 07</NetworkName>
|
|
<BaudRate>0</BaudRate>
|
|
<Protocol>37</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>MDIO 08</Description>
|
|
<Key>net140</Key>
|
|
<NetworkName>MDIO 08</NetworkName>
|
|
<BaudRate>0</BaudRate>
|
|
<Protocol>37</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>SPI 01</Description>
|
|
<Key>net141</Key>
|
|
<NetworkName>SPI1</NetworkName>
|
|
<BaudRate>0</BaudRate>
|
|
<Protocol>20</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>SPI 02</Description>
|
|
<Key>net142</Key>
|
|
<NetworkName>SPI2</NetworkName>
|
|
<BaudRate>0</BaudRate>
|
|
<Protocol>20</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>AE 13</Description>
|
|
<Key>net143</Key>
|
|
<NetworkName>OP (BR) ETH13</NetworkName>
|
|
<BaudRate>100</BaudRate>
|
|
<Protocol>29</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>AE 14</Description>
|
|
<Key>net144</Key>
|
|
<NetworkName>OP (BR) ETH14</NetworkName>
|
|
<BaudRate>100</BaudRate>
|
|
<Protocol>29</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>AE 15</Description>
|
|
<Key>net145</Key>
|
|
<NetworkName>OP (BR) ETH15</NetworkName>
|
|
<BaudRate>100</BaudRate>
|
|
<Protocol>29</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>AE 16</Description>
|
|
<Key>net146</Key>
|
|
<NetworkName>OP (BR) ETH16</NetworkName>
|
|
<BaudRate>100</BaudRate>
|
|
<Protocol>29</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>SPI 03</Description>
|
|
<Key>net147</Key>
|
|
<NetworkName>SPI3</NetworkName>
|
|
<BaudRate>0</BaudRate>
|
|
<Protocol>20</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>SPI 04</Description>
|
|
<Key>net148</Key>
|
|
<NetworkName>SPI4</NetworkName>
|
|
<BaudRate>0</BaudRate>
|
|
<Protocol>20</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>SPI 05</Description>
|
|
<Key>net149</Key>
|
|
<NetworkName>SPI5</NetworkName>
|
|
<BaudRate>0</BaudRate>
|
|
<Protocol>20</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>SPI 06</Description>
|
|
<Key>net150</Key>
|
|
<NetworkName>SPI6</NetworkName>
|
|
<BaudRate>0</BaudRate>
|
|
<Protocol>20</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>SPI 07</Description>
|
|
<Key>net151</Key>
|
|
<NetworkName>SPI7</NetworkName>
|
|
<BaudRate>0</BaudRate>
|
|
<Protocol>20</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>SPI 08</Description>
|
|
<Key>net152</Key>
|
|
<NetworkName>SPI8</NetworkName>
|
|
<BaudRate>0</BaudRate>
|
|
<Protocol>20</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>LIN 09</Description>
|
|
<Key>net153</Key>
|
|
<NetworkName>LIN 09</NetworkName>
|
|
<BaudRate>10417</BaudRate>
|
|
<Protocol>12</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>LIN 10</Description>
|
|
<Key>net154</Key>
|
|
<NetworkName>LIN 10</NetworkName>
|
|
<BaudRate>10417</BaudRate>
|
|
<Protocol>12</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>LIN 11</Description>
|
|
<Key>net155</Key>
|
|
<NetworkName>LIN 11</NetworkName>
|
|
<BaudRate>10417</BaudRate>
|
|
<Protocol>12</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>LIN 12</Description>
|
|
<Key>net156</Key>
|
|
<NetworkName>LIN 12</NetworkName>
|
|
<BaudRate>10417</BaudRate>
|
|
<Protocol>12</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>LIN 13</Description>
|
|
<Key>net157</Key>
|
|
<NetworkName>LIN 13</NetworkName>
|
|
<BaudRate>10417</BaudRate>
|
|
<Protocol>12</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>LIN 14</Description>
|
|
<Key>net158</Key>
|
|
<NetworkName>LIN 14</NetworkName>
|
|
<BaudRate>10417</BaudRate>
|
|
<Protocol>12</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>LIN 15</Description>
|
|
<Key>net159</Key>
|
|
<NetworkName>LIN 15</NetworkName>
|
|
<BaudRate>10417</BaudRate>
|
|
<Protocol>12</Protocol>
|
|
</Network>
|
|
<Network>
|
|
<Description>LIN 16</Description>
|
|
<Key>net160</Key>
|
|
<NetworkName>LIN 16</NetworkName>
|
|
<BaudRate>10417</BaudRate>
|
|
<Protocol>12</Protocol>
|
|
</Network>
|
|
</Networks>
|
|
<MsgSigs>
|
|
<MsgSig>
|
|
<Description>PHY Read Reg (2 Bytes) (Alternate addr) (I2C2)</Description>
|
|
<Key>in0</Key>
|
|
<ByteString0>040</ByteString0>
|
|
<NetworkKey>net114</NetworkKey>
|
|
<I2CIsReadDirection>1</I2CIsReadDirection>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
<MsgSignals>
|
|
<Signal>
|
|
<Description>Register Value</Description>
|
|
<Key>sig0</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,0,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>4</EthernetPayloadType>
|
|
</Signal>
|
|
</MsgSignals>
|
|
</MsgSig>
|
|
<MsgSig>
|
|
<Description>RX raw MACsec encrypted </Description>
|
|
<Key>in2</Key>
|
|
<ByteString0>0x88E5</ByteString0>
|
|
<ByteString1>0,0,0,0,0,0,0</ByteString1>
|
|
<ByteString3>00:FC:70:00:00:01</ByteString3>
|
|
<ByteString5>00:FC:70:00:00:02</ByteString5>
|
|
<NetworkKey>net117</NetworkKey>
|
|
<DisplayColor>255</DisplayColor>
|
|
<MsgSignals>
|
|
<Signal>
|
|
<Description>Destination MAC Address</Description>
|
|
<Key>sig0</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,0,48</Equation>
|
|
<Format>MAC Address</Format>
|
|
<UpperRange>1099511627775</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>00:FC:70:00:00:02</SetValueEquation>
|
|
<SetValueDouble>1084210806786</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Len>48</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Source MAC Address</Description>
|
|
<Key>sig1</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,48,48</Equation>
|
|
<Format>MAC Address</Format>
|
|
<UpperRange>1099511627775</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>00:FC:70:00:00:01</SetValueEquation>
|
|
<SetValueDouble>1084210806785</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>48</Strt>
|
|
<Len>48</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>EtherType or Length</Description>
|
|
<Key>sig2</Key>
|
|
<ValueType>3</ValueType>
|
|
<Equation>~0,1,96,16</Equation>
|
|
<StateTable>
|
|
<State>
|
|
<Text>PTP</Text>
|
|
<Value>35063</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv4</Text>
|
|
<Value>2048</Value>
|
|
</State>
|
|
<State>
|
|
<Text>ARP</Text>
|
|
<Value>2054</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IEEE1722</Text>
|
|
<Value>8944</Value>
|
|
</State>
|
|
<State>
|
|
<Text>RARP</Text>
|
|
<Value>32821</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1Q Virtual LAN</Text>
|
|
<Value>33024</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1CB R-Tag</Text>
|
|
<Value>61889</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv6</Text>
|
|
<Value>34525</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1ad Provider Bridge (Q-in-Q)</Text>
|
|
<Value>34984</Value>
|
|
</State>
|
|
<State>
|
|
<Text>MVRP</Text>
|
|
<Value>35061</Value>
|
|
</State>
|
|
<State>
|
|
<Text>MSRP</Text>
|
|
<Value>8938</Value>
|
|
</State>
|
|
</StateTable>
|
|
<UpperRange>61889</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>35045</SetValueEquation>
|
|
<SetValueDouble>35045</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>96</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Raw_Byte_Pos</Description>
|
|
<Key>sig3</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,336,8</Equation>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<Strt>336</Strt>
|
|
<Len>8</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
</MsgSignals>
|
|
</MsgSig>
|
|
<MsgSig>
|
|
<Description>SFP02_in_from MACsec</Description>
|
|
<Key>in3</Key>
|
|
<ByteString0>IPv4</ByteString0>
|
|
<ByteString1>0,0,0,0,0,0,0</ByteString1>
|
|
<ByteString2>UDP</ByteString2>
|
|
<ByteString3>10.0.0.1</ByteString3>
|
|
<ByteString4>60001</ByteString4>
|
|
<ByteString5>10.0.0.2</ByteString5>
|
|
<ByteString6>60002</ByteString6>
|
|
<NetworkKey>net117</NetworkKey>
|
|
<DisplayColor>8388736</DisplayColor>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
<MsgSignals>
|
|
<Signal>
|
|
<Description>Destination MAC Address</Description>
|
|
<Key>sig0</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,0,48</Equation>
|
|
<Format>MAC Address</Format>
|
|
<UpperRange>1099511627775</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>00:FC:70:00:00:02</SetValueEquation>
|
|
<SetValueDouble>1084210806786</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Len>48</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Source MAC Address</Description>
|
|
<Key>sig1</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,48,48</Equation>
|
|
<Format>MAC Address</Format>
|
|
<UpperRange>1099511627775</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>00:FC:70:00:00:01</SetValueEquation>
|
|
<SetValueDouble>1084210806785</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>48</Strt>
|
|
<Len>48</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>EtherType or Length</Description>
|
|
<Key>sig2</Key>
|
|
<ValueType>3</ValueType>
|
|
<Equation>~0,1,96,16</Equation>
|
|
<StateTable>
|
|
<State>
|
|
<Text>PTP</Text>
|
|
<Value>35063</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv4</Text>
|
|
<Value>2048</Value>
|
|
</State>
|
|
<State>
|
|
<Text>ARP</Text>
|
|
<Value>2054</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IEEE1722</Text>
|
|
<Value>8944</Value>
|
|
</State>
|
|
<State>
|
|
<Text>RARP</Text>
|
|
<Value>32821</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1Q Virtual LAN</Text>
|
|
<Value>33024</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1CB R-Tag</Text>
|
|
<Value>61889</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv6</Text>
|
|
<Value>34525</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1ad Provider Bridge (Q-in-Q)</Text>
|
|
<Value>34984</Value>
|
|
</State>
|
|
<State>
|
|
<Text>MVRP</Text>
|
|
<Value>35061</Value>
|
|
</State>
|
|
<State>
|
|
<Text>MSRP</Text>
|
|
<Value>8938</Value>
|
|
</State>
|
|
</StateTable>
|
|
<UpperRange>61889</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>IPv4</SetValueEquation>
|
|
<SetValueDouble>2048</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>96</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>IP Version</Description>
|
|
<Key>sig3</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,112,4</Equation>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>4</SetValueEquation>
|
|
<SetValueDouble>4</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>112</Strt>
|
|
<Len>4</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Internet Header Length</Description>
|
|
<Key>sig4</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,116,4</Equation>
|
|
<UpperRange>15</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>5</SetValueEquation>
|
|
<SetValueDouble>5</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>116</Strt>
|
|
<Len>4</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Differentiated Services Code Point</Description>
|
|
<Key>sig5</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,120,6</Equation>
|
|
<UpperRange>63</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>120</Strt>
|
|
<Len>6</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Explicit Congestion Notification</Description>
|
|
<Key>sig6</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,126,2</Equation>
|
|
<UpperRange>3</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>126</Strt>
|
|
<Len>2</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Total Length</Description>
|
|
<Key>sig7</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,128,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>20</SetValueEquation>
|
|
<SetValueDouble>29</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>128</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Identification</Description>
|
|
<Key>sig8</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,144,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>144</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Flag_Reserved</Description>
|
|
<Key>sig9</Key>
|
|
<ValueType>2</ValueType>
|
|
<Equation>bit7({B21})</Equation>
|
|
<Format>True/False</Format>
|
|
<SetValueEquation>False</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>160</Strt>
|
|
<Len>1</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Flag_DF</Description>
|
|
<Key>sig10</Key>
|
|
<ValueType>2</ValueType>
|
|
<Equation>bit6({B21})</Equation>
|
|
<Format>True/False</Format>
|
|
<SetValueEquation>False</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>161</Strt>
|
|
<Len>1</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Flag_MF</Description>
|
|
<Key>sig11</Key>
|
|
<ValueType>2</ValueType>
|
|
<Equation>bit5({B21})</Equation>
|
|
<Format>True/False</Format>
|
|
<SetValueEquation>False</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>162</Strt>
|
|
<Len>1</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Fragment Offset</Description>
|
|
<Key>sig12</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,163,13</Equation>
|
|
<UpperRange>8191</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>163</Strt>
|
|
<Len>13</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Time To Live</Description>
|
|
<Key>sig13</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,176,8</Equation>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>128</SetValueEquation>
|
|
<SetValueDouble>128</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>176</Strt>
|
|
<Len>8</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Protocol</Description>
|
|
<Key>sig14</Key>
|
|
<ValueType>3</ValueType>
|
|
<Equation>~0,1,184,8</Equation>
|
|
<StateTable>
|
|
<State>
|
|
<Text>ICMPv4</Text>
|
|
<Value>1</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IGMP</Text>
|
|
<Value>2</Value>
|
|
</State>
|
|
<State>
|
|
<Text>GGP</Text>
|
|
<Value>3</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IP-in-IP</Text>
|
|
<Value>4</Value>
|
|
</State>
|
|
<State>
|
|
<Text>ST</Text>
|
|
<Value>5</Value>
|
|
</State>
|
|
<State>
|
|
<Text>TCP</Text>
|
|
<Value>6</Value>
|
|
</State>
|
|
<State>
|
|
<Text>CBT</Text>
|
|
<Value>7</Value>
|
|
</State>
|
|
<State>
|
|
<Text>EGP</Text>
|
|
<Value>8</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IGP</Text>
|
|
<Value>9</Value>
|
|
</State>
|
|
<State>
|
|
<Text>BBN-RCC-MON</Text>
|
|
<Value>10</Value>
|
|
</State>
|
|
<State>
|
|
<Text>NVP-II</Text>
|
|
<Value>11</Value>
|
|
</State>
|
|
<State>
|
|
<Text>PUP</Text>
|
|
<Value>12</Value>
|
|
</State>
|
|
<State>
|
|
<Text>ARGUS</Text>
|
|
<Value>13</Value>
|
|
</State>
|
|
<State>
|
|
<Text>EMCON</Text>
|
|
<Value>14</Value>
|
|
</State>
|
|
<State>
|
|
<Text>XNET</Text>
|
|
<Value>15</Value>
|
|
</State>
|
|
<State>
|
|
<Text>CHAOS</Text>
|
|
<Value>16</Value>
|
|
</State>
|
|
<State>
|
|
<Text>UDP</Text>
|
|
<Value>17</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv6</Text>
|
|
<Value>41</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv6-ICMP</Text>
|
|
<Value>58</Value>
|
|
</State>
|
|
<State>
|
|
<Text>Reserved</Text>
|
|
<Value>255</Value>
|
|
</State>
|
|
</StateTable>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>UDP</SetValueEquation>
|
|
<SetValueDouble>17</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>184</Strt>
|
|
<Len>8</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>IPv4 Header Checksum</Description>
|
|
<Key>sig15</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,192,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>9934</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>192</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Source IP Address</Description>
|
|
<Key>sig16</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,208,32</Equation>
|
|
<Format>IPv4 Address</Format>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>10.0.0.1</SetValueEquation>
|
|
<SetValueDouble>167772161</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>208</Strt>
|
|
<Len>32</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Destination IP Address</Description>
|
|
<Key>sig17</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,240,32</Equation>
|
|
<Format>IPv4 Address</Format>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>10.0.0.2</SetValueEquation>
|
|
<SetValueDouble>167772162</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>240</Strt>
|
|
<Len>32</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Source Port</Description>
|
|
<Key>sig18</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,272,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>60001</SetValueEquation>
|
|
<SetValueDouble>60001</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>272</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>1</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Destination Port</Description>
|
|
<Key>sig19</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,288,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>60002</SetValueEquation>
|
|
<SetValueDouble>60002</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>288</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>1</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>UDP Header + Data Length</Description>
|
|
<Key>sig20</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,304,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>8</SetValueEquation>
|
|
<SetValueDouble>9</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>304</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>1</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>UDP Checksum</Description>
|
|
<Key>sig21</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,320,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>22784</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>320</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>1</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>RAMP_0.5</Description>
|
|
<Key>sig22</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,336,8</Equation>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<Strt>336</Strt>
|
|
<Len>8</Len>
|
|
</Signal>
|
|
</MsgSignals>
|
|
</MsgSig>
|
|
<MsgSig>
|
|
<Description>RX_SFP1</Description>
|
|
<Key>in19</Key>
|
|
<ByteString0>0xXXXX</ByteString0>
|
|
<ByteString1>0,0,0,0,0,0,0</ByteString1>
|
|
<ByteString3>XX:XX:XX:XX:XX:XX</ByteString3>
|
|
<ByteString5>XX:XX:XX:XX:XX:XX</ByteString5>
|
|
<NetworkKey>net72</NetworkKey>
|
|
<SourceNetworkKey>net87</SourceNetworkKey>
|
|
<DisplayColor>8388608</DisplayColor>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
<MsgSignals>
|
|
<Signal>
|
|
<Description>Destination MAC Address</Description>
|
|
<Key>sig0</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,0,48</Equation>
|
|
<Format>MAC Address</Format>
|
|
<UpperRange>1099511627775</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>XX:XX:XX:XX:XX:XX</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Len>48</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Source MAC Address</Description>
|
|
<Key>sig1</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,48,48</Equation>
|
|
<Format>MAC Address</Format>
|
|
<UpperRange>1099511627775</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>XX:XX:XX:XX:XX:XX</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>48</Strt>
|
|
<Len>48</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>EtherType or Length</Description>
|
|
<Key>sig2</Key>
|
|
<ValueType>3</ValueType>
|
|
<Equation>~0,1,96,16</Equation>
|
|
<StateTable>
|
|
<State>
|
|
<Text>PTP</Text>
|
|
<Value>35063</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv4</Text>
|
|
<Value>2048</Value>
|
|
</State>
|
|
<State>
|
|
<Text>ARP</Text>
|
|
<Value>2054</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IEEE1722</Text>
|
|
<Value>8944</Value>
|
|
</State>
|
|
<State>
|
|
<Text>RARP</Text>
|
|
<Value>32821</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1Q Virtual LAN</Text>
|
|
<Value>33024</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1CB R-Tag</Text>
|
|
<Value>61889</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv6</Text>
|
|
<Value>34525</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1ad Provider Bridge (Q-in-Q)</Text>
|
|
<Value>34984</Value>
|
|
</State>
|
|
<State>
|
|
<Text>MVRP</Text>
|
|
<Value>35061</Value>
|
|
</State>
|
|
<State>
|
|
<Text>MSRP</Text>
|
|
<Value>8938</Value>
|
|
</State>
|
|
</StateTable>
|
|
<UpperRange>61889</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>96</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>RX_Signal_SFP1</Description>
|
|
<Key>sig3</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,336,8</Equation>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<Strt>336</Strt>
|
|
<Len>8</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
</MsgSignals>
|
|
</MsgSig>
|
|
<MsgSig>
|
|
<Description>MACsec</Description>
|
|
<Key>in7</Key>
|
|
<ByteString0>0x88E5</ByteString0>
|
|
<ByteString1>0,0,0,0,0,0,0</ByteString1>
|
|
<ByteString3>00:FC:70:00:00:01</ByteString3>
|
|
<ByteString5>00:FC:70:00:00:02</ByteString5>
|
|
<NetworkKey>net72</NetworkKey>
|
|
<DisplayColor>255</DisplayColor>
|
|
<MsgSignals>
|
|
<Signal>
|
|
<Description>Destination MAC Address</Description>
|
|
<Key>sig0</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,0,48</Equation>
|
|
<Format>MAC Address</Format>
|
|
<UpperRange>1099511627775</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>00:FC:70:00:00:02</SetValueEquation>
|
|
<SetValueDouble>1084210806786</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Len>48</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Source MAC Address</Description>
|
|
<Key>sig1</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,48,48</Equation>
|
|
<Format>MAC Address</Format>
|
|
<UpperRange>1099511627775</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>00:FC:70:00:00:01</SetValueEquation>
|
|
<SetValueDouble>1084210806785</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>48</Strt>
|
|
<Len>48</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>EtherType or Length</Description>
|
|
<Key>sig2</Key>
|
|
<ValueType>3</ValueType>
|
|
<Equation>~0,1,96,16</Equation>
|
|
<StateTable>
|
|
<State>
|
|
<Text>PTP</Text>
|
|
<Value>35063</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv4</Text>
|
|
<Value>2048</Value>
|
|
</State>
|
|
<State>
|
|
<Text>ARP</Text>
|
|
<Value>2054</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IEEE1722</Text>
|
|
<Value>8944</Value>
|
|
</State>
|
|
<State>
|
|
<Text>RARP</Text>
|
|
<Value>32821</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1Q Virtual LAN</Text>
|
|
<Value>33024</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1CB R-Tag</Text>
|
|
<Value>61889</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv6</Text>
|
|
<Value>34525</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1ad Provider Bridge (Q-in-Q)</Text>
|
|
<Value>34984</Value>
|
|
</State>
|
|
<State>
|
|
<Text>MVRP</Text>
|
|
<Value>35061</Value>
|
|
</State>
|
|
<State>
|
|
<Text>MSRP</Text>
|
|
<Value>8938</Value>
|
|
</State>
|
|
</StateTable>
|
|
<UpperRange>61889</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>35045</SetValueEquation>
|
|
<SetValueDouble>35045</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>96</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Raw_Byte_Pos</Description>
|
|
<Key>sig3</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,336,8</Equation>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<Strt>336</Strt>
|
|
<Len>8</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
</MsgSignals>
|
|
</MsgSig>
|
|
<MsgSig>
|
|
<Description>SFP01_in (decoded by MACSec)</Description>
|
|
<Key>in8</Key>
|
|
<ByteString0>IPv4</ByteString0>
|
|
<ByteString1>0,0,0,0,0,0,0</ByteString1>
|
|
<ByteString2>UDP</ByteString2>
|
|
<ByteString3>10.0.2.1</ByteString3>
|
|
<ByteString4>60001</ByteString4>
|
|
<ByteString5>10.0.2.2</ByteString5>
|
|
<ByteString6>60002</ByteString6>
|
|
<NetworkKey>net72</NetworkKey>
|
|
<DisplayColor>16711680</DisplayColor>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
<MsgSignals>
|
|
<Signal>
|
|
<Description>Destination MAC Address</Description>
|
|
<Key>sig0</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,0,48</Equation>
|
|
<Format>MAC Address</Format>
|
|
<UpperRange>1099511627775</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>00:FC:70:00:00:02</SetValueEquation>
|
|
<SetValueDouble>1084210806786</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Len>48</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Source MAC Address</Description>
|
|
<Key>sig1</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,48,48</Equation>
|
|
<Format>MAC Address</Format>
|
|
<UpperRange>1099511627775</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>00:FC:70:00:00:01</SetValueEquation>
|
|
<SetValueDouble>1084210806785</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>48</Strt>
|
|
<Len>48</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>EtherType or Length</Description>
|
|
<Key>sig2</Key>
|
|
<ValueType>3</ValueType>
|
|
<Equation>~0,1,96,16</Equation>
|
|
<StateTable>
|
|
<State>
|
|
<Text>PTP</Text>
|
|
<Value>35063</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv4</Text>
|
|
<Value>2048</Value>
|
|
</State>
|
|
<State>
|
|
<Text>ARP</Text>
|
|
<Value>2054</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IEEE1722</Text>
|
|
<Value>8944</Value>
|
|
</State>
|
|
<State>
|
|
<Text>RARP</Text>
|
|
<Value>32821</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1Q Virtual LAN</Text>
|
|
<Value>33024</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1CB R-Tag</Text>
|
|
<Value>61889</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv6</Text>
|
|
<Value>34525</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1ad Provider Bridge (Q-in-Q)</Text>
|
|
<Value>34984</Value>
|
|
</State>
|
|
<State>
|
|
<Text>MVRP</Text>
|
|
<Value>35061</Value>
|
|
</State>
|
|
<State>
|
|
<Text>MSRP</Text>
|
|
<Value>8938</Value>
|
|
</State>
|
|
</StateTable>
|
|
<UpperRange>61889</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>IPv4</SetValueEquation>
|
|
<SetValueDouble>2048</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>96</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>IP Version</Description>
|
|
<Key>sig3</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,112,4</Equation>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>4</SetValueEquation>
|
|
<SetValueDouble>4</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>112</Strt>
|
|
<Len>4</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Internet Header Length</Description>
|
|
<Key>sig4</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,116,4</Equation>
|
|
<UpperRange>15</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>5</SetValueEquation>
|
|
<SetValueDouble>5</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>116</Strt>
|
|
<Len>4</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Differentiated Services Code Point</Description>
|
|
<Key>sig5</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,120,6</Equation>
|
|
<UpperRange>63</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>120</Strt>
|
|
<Len>6</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Explicit Congestion Notification</Description>
|
|
<Key>sig6</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,126,2</Equation>
|
|
<UpperRange>3</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>126</Strt>
|
|
<Len>2</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Total Length</Description>
|
|
<Key>sig7</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,128,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>20</SetValueEquation>
|
|
<SetValueDouble>29</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>128</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Identification</Description>
|
|
<Key>sig8</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,144,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>144</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Flag_Reserved</Description>
|
|
<Key>sig9</Key>
|
|
<ValueType>2</ValueType>
|
|
<Equation>bit7({B21})</Equation>
|
|
<Format>True/False</Format>
|
|
<SetValueEquation>False</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>160</Strt>
|
|
<Len>1</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Flag_DF</Description>
|
|
<Key>sig10</Key>
|
|
<ValueType>2</ValueType>
|
|
<Equation>bit6({B21})</Equation>
|
|
<Format>True/False</Format>
|
|
<SetValueEquation>False</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>161</Strt>
|
|
<Len>1</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Flag_MF</Description>
|
|
<Key>sig11</Key>
|
|
<ValueType>2</ValueType>
|
|
<Equation>bit5({B21})</Equation>
|
|
<Format>True/False</Format>
|
|
<SetValueEquation>False</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>162</Strt>
|
|
<Len>1</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Fragment Offset</Description>
|
|
<Key>sig12</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,163,13</Equation>
|
|
<UpperRange>8191</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>163</Strt>
|
|
<Len>13</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Time To Live</Description>
|
|
<Key>sig13</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,176,8</Equation>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>128</SetValueEquation>
|
|
<SetValueDouble>128</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>176</Strt>
|
|
<Len>8</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Protocol</Description>
|
|
<Key>sig14</Key>
|
|
<ValueType>3</ValueType>
|
|
<Equation>~0,1,184,8</Equation>
|
|
<StateTable>
|
|
<State>
|
|
<Text>ICMPv4</Text>
|
|
<Value>1</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IGMP</Text>
|
|
<Value>2</Value>
|
|
</State>
|
|
<State>
|
|
<Text>GGP</Text>
|
|
<Value>3</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IP-in-IP</Text>
|
|
<Value>4</Value>
|
|
</State>
|
|
<State>
|
|
<Text>ST</Text>
|
|
<Value>5</Value>
|
|
</State>
|
|
<State>
|
|
<Text>TCP</Text>
|
|
<Value>6</Value>
|
|
</State>
|
|
<State>
|
|
<Text>CBT</Text>
|
|
<Value>7</Value>
|
|
</State>
|
|
<State>
|
|
<Text>EGP</Text>
|
|
<Value>8</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IGP</Text>
|
|
<Value>9</Value>
|
|
</State>
|
|
<State>
|
|
<Text>BBN-RCC-MON</Text>
|
|
<Value>10</Value>
|
|
</State>
|
|
<State>
|
|
<Text>NVP-II</Text>
|
|
<Value>11</Value>
|
|
</State>
|
|
<State>
|
|
<Text>PUP</Text>
|
|
<Value>12</Value>
|
|
</State>
|
|
<State>
|
|
<Text>ARGUS</Text>
|
|
<Value>13</Value>
|
|
</State>
|
|
<State>
|
|
<Text>EMCON</Text>
|
|
<Value>14</Value>
|
|
</State>
|
|
<State>
|
|
<Text>XNET</Text>
|
|
<Value>15</Value>
|
|
</State>
|
|
<State>
|
|
<Text>CHAOS</Text>
|
|
<Value>16</Value>
|
|
</State>
|
|
<State>
|
|
<Text>UDP</Text>
|
|
<Value>17</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv6</Text>
|
|
<Value>41</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv6-ICMP</Text>
|
|
<Value>58</Value>
|
|
</State>
|
|
<State>
|
|
<Text>Reserved</Text>
|
|
<Value>255</Value>
|
|
</State>
|
|
</StateTable>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>UDP</SetValueEquation>
|
|
<SetValueDouble>17</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>184</Strt>
|
|
<Len>8</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>IPv4 Header Checksum</Description>
|
|
<Key>sig15</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,192,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>8910</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>192</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Source IP Address</Description>
|
|
<Key>sig16</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,208,32</Equation>
|
|
<Format>IPv4 Address</Format>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>10.0.2.1</SetValueEquation>
|
|
<SetValueDouble>167772673</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>208</Strt>
|
|
<Len>32</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Destination IP Address</Description>
|
|
<Key>sig17</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,240,32</Equation>
|
|
<Format>IPv4 Address</Format>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>10.0.2.2</SetValueEquation>
|
|
<SetValueDouble>167772674</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>240</Strt>
|
|
<Len>32</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Source Port</Description>
|
|
<Key>sig18</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,272,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>60001</SetValueEquation>
|
|
<SetValueDouble>60001</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>272</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>1</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Destination Port</Description>
|
|
<Key>sig19</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,288,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>60002</SetValueEquation>
|
|
<SetValueDouble>60002</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>288</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>1</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>UDP Header + Data Length</Description>
|
|
<Key>sig20</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,304,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>8</SetValueEquation>
|
|
<SetValueDouble>9</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>304</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>1</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>UDP Checksum</Description>
|
|
<Key>sig21</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,320,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>56576</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>320</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>1</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Signal 22</Description>
|
|
<Key>sig22</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,336,8</Equation>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<Strt>336</Strt>
|
|
<Len>8</Len>
|
|
</Signal>
|
|
</MsgSignals>
|
|
</MsgSig>
|
|
<MsgSig>
|
|
<Description>RX_SFP2</Description>
|
|
<Key>in5</Key>
|
|
<ByteString0>0xXXXX</ByteString0>
|
|
<ByteString1>0,0,0,0,0,0,0</ByteString1>
|
|
<ByteString3>XX:XX:XX:XX:XX:XX</ByteString3>
|
|
<ByteString5>XX:XX:XX:XX:XX:XX</ByteString5>
|
|
<NetworkKey>net117</NetworkKey>
|
|
<DisplayColor>32896</DisplayColor>
|
|
<MsgSignals>
|
|
<Signal>
|
|
<Description>Destination MAC Address</Description>
|
|
<Key>sig0</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,0,48</Equation>
|
|
<Format>MAC Address</Format>
|
|
<UpperRange>1099511627775</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>00:FC:70:00:00:02</SetValueEquation>
|
|
<SetValueDouble>1084210806786</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Len>48</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Source MAC Address</Description>
|
|
<Key>sig1</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,48,48</Equation>
|
|
<Format>MAC Address</Format>
|
|
<UpperRange>1099511627775</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>00:FC:70:00:00:01</SetValueEquation>
|
|
<SetValueDouble>1084210806785</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>48</Strt>
|
|
<Len>48</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>EtherType or Length</Description>
|
|
<Key>sig2</Key>
|
|
<ValueType>3</ValueType>
|
|
<Equation>~0,1,96,16</Equation>
|
|
<StateTable>
|
|
<State>
|
|
<Text>PTP</Text>
|
|
<Value>35063</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv4</Text>
|
|
<Value>2048</Value>
|
|
</State>
|
|
<State>
|
|
<Text>ARP</Text>
|
|
<Value>2054</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IEEE1722</Text>
|
|
<Value>8944</Value>
|
|
</State>
|
|
<State>
|
|
<Text>RARP</Text>
|
|
<Value>32821</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1Q Virtual LAN</Text>
|
|
<Value>33024</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1CB R-Tag</Text>
|
|
<Value>61889</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv6</Text>
|
|
<Value>34525</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1ad Provider Bridge (Q-in-Q)</Text>
|
|
<Value>34984</Value>
|
|
</State>
|
|
<State>
|
|
<Text>MVRP</Text>
|
|
<Value>35061</Value>
|
|
</State>
|
|
<State>
|
|
<Text>MSRP</Text>
|
|
<Value>8938</Value>
|
|
</State>
|
|
</StateTable>
|
|
<UpperRange>61889</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>2048</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>96</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>RX_Signal_SFP2</Description>
|
|
<Key>sig3</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,336,8</Equation>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<Strt>336</Strt>
|
|
<Len>8</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
</MsgSignals>
|
|
</MsgSig>
|
|
<MsgSig>
|
|
<Description>RX_AE1</Description>
|
|
<Key>in9</Key>
|
|
<ByteString0>0xXXXX</ByteString0>
|
|
<ByteString1>0,0,0,0,0,0,0</ByteString1>
|
|
<ByteString3>XX:XX:XX:XX:XX:XX</ByteString3>
|
|
<ByteString5>XX:XX:XX:XX:XX:XX</ByteString5>
|
|
<NetworkKey>net87</NetworkKey>
|
|
<SourceNetworkKey>net87</SourceNetworkKey>
|
|
<DisplayColor>8388608</DisplayColor>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
<MsgSignals>
|
|
<Signal>
|
|
<Description>Destination MAC Address</Description>
|
|
<Key>sig0</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,0,48</Equation>
|
|
<Format>MAC Address</Format>
|
|
<UpperRange>1099511627775</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>XX:XX:XX:XX:XX:XX</SetValueEquation>
|
|
<SetValueDouble>1084210806786</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Len>48</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Source MAC Address</Description>
|
|
<Key>sig1</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,48,48</Equation>
|
|
<Format>MAC Address</Format>
|
|
<UpperRange>1099511627775</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>XX:XX:XX:XX:XX:XX</SetValueEquation>
|
|
<SetValueDouble>1084210806785</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>48</Strt>
|
|
<Len>48</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>EtherType or Length</Description>
|
|
<Key>sig2</Key>
|
|
<ValueType>3</ValueType>
|
|
<Equation>~0,1,96,16</Equation>
|
|
<StateTable>
|
|
<State>
|
|
<Text>PTP</Text>
|
|
<Value>35063</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv4</Text>
|
|
<Value>2048</Value>
|
|
</State>
|
|
<State>
|
|
<Text>ARP</Text>
|
|
<Value>2054</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IEEE1722</Text>
|
|
<Value>8944</Value>
|
|
</State>
|
|
<State>
|
|
<Text>RARP</Text>
|
|
<Value>32821</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1Q Virtual LAN</Text>
|
|
<Value>33024</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1CB R-Tag</Text>
|
|
<Value>61889</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv6</Text>
|
|
<Value>34525</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1ad Provider Bridge (Q-in-Q)</Text>
|
|
<Value>34984</Value>
|
|
</State>
|
|
<State>
|
|
<Text>MVRP</Text>
|
|
<Value>35061</Value>
|
|
</State>
|
|
<State>
|
|
<Text>MSRP</Text>
|
|
<Value>8938</Value>
|
|
</State>
|
|
</StateTable>
|
|
<UpperRange>61889</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>35045</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>96</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Tapping_AE1</Description>
|
|
<Key>sig3</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,336,8</Equation>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<Strt>336</Strt>
|
|
<Len>8</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
</MsgSignals>
|
|
</MsgSig>
|
|
<MsgSig>
|
|
<Description>OP (BR) ETH02 10.0.0.1 to 10.0.0.2</Description>
|
|
<Key>in10</Key>
|
|
<ByteString0>IPv4</ByteString0>
|
|
<ByteString1>0,0,0,0,0,0,0</ByteString1>
|
|
<ByteString2>UDP</ByteString2>
|
|
<ByteString3>10.0.0.1</ByteString3>
|
|
<ByteString4>60001</ByteString4>
|
|
<ByteString5>10.0.0.2</ByteString5>
|
|
<ByteString6>60002</ByteString6>
|
|
<NetworkKey>net88</NetworkKey>
|
|
<SourceNetworkKey>net88</SourceNetworkKey>
|
|
<DisplayColor>65280</DisplayColor>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
<MsgSignals>
|
|
<Signal>
|
|
<Description>Destination MAC Address</Description>
|
|
<Key>sig0</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,0,48</Equation>
|
|
<Format>MAC Address</Format>
|
|
<UpperRange>1099511627775</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>00:FC:70:00:00:02</SetValueEquation>
|
|
<SetValueDouble>1084210806786</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Len>48</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Source MAC Address</Description>
|
|
<Key>sig1</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,48,48</Equation>
|
|
<Format>MAC Address</Format>
|
|
<UpperRange>1099511627775</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>00:FC:70:00:00:01</SetValueEquation>
|
|
<SetValueDouble>1084210806785</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>48</Strt>
|
|
<Len>48</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>EtherType or Length</Description>
|
|
<Key>sig2</Key>
|
|
<ValueType>3</ValueType>
|
|
<Equation>~0,1,96,16</Equation>
|
|
<StateTable>
|
|
<State>
|
|
<Text>PTP</Text>
|
|
<Value>35063</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv4</Text>
|
|
<Value>2048</Value>
|
|
</State>
|
|
<State>
|
|
<Text>ARP</Text>
|
|
<Value>2054</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IEEE1722</Text>
|
|
<Value>8944</Value>
|
|
</State>
|
|
<State>
|
|
<Text>RARP</Text>
|
|
<Value>32821</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1Q Virtual LAN</Text>
|
|
<Value>33024</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1CB R-Tag</Text>
|
|
<Value>61889</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv6</Text>
|
|
<Value>34525</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1ad Provider Bridge (Q-in-Q)</Text>
|
|
<Value>34984</Value>
|
|
</State>
|
|
<State>
|
|
<Text>MVRP</Text>
|
|
<Value>35061</Value>
|
|
</State>
|
|
<State>
|
|
<Text>MSRP</Text>
|
|
<Value>8938</Value>
|
|
</State>
|
|
</StateTable>
|
|
<UpperRange>61889</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>IPv4</SetValueEquation>
|
|
<SetValueDouble>2048</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>96</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>IP Version</Description>
|
|
<Key>sig3</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,112,4</Equation>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>4</SetValueEquation>
|
|
<SetValueDouble>4</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>112</Strt>
|
|
<Len>4</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Internet Header Length</Description>
|
|
<Key>sig4</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,116,4</Equation>
|
|
<UpperRange>15</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>5</SetValueEquation>
|
|
<SetValueDouble>5</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>116</Strt>
|
|
<Len>4</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Differentiated Services Code Point</Description>
|
|
<Key>sig5</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,120,6</Equation>
|
|
<UpperRange>63</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>120</Strt>
|
|
<Len>6</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Explicit Congestion Notification</Description>
|
|
<Key>sig6</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,126,2</Equation>
|
|
<UpperRange>3</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>126</Strt>
|
|
<Len>2</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Total Length</Description>
|
|
<Key>sig7</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,128,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>20</SetValueEquation>
|
|
<SetValueDouble>29</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>128</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Identification</Description>
|
|
<Key>sig8</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,144,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>144</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Flag_Reserved</Description>
|
|
<Key>sig9</Key>
|
|
<ValueType>2</ValueType>
|
|
<Equation>bit7({B21})</Equation>
|
|
<Format>True/False</Format>
|
|
<SetValueEquation>False</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>160</Strt>
|
|
<Len>1</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Flag_DF</Description>
|
|
<Key>sig10</Key>
|
|
<ValueType>2</ValueType>
|
|
<Equation>bit6({B21})</Equation>
|
|
<Format>True/False</Format>
|
|
<SetValueEquation>False</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>161</Strt>
|
|
<Len>1</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Flag_MF</Description>
|
|
<Key>sig11</Key>
|
|
<ValueType>2</ValueType>
|
|
<Equation>bit5({B21})</Equation>
|
|
<Format>True/False</Format>
|
|
<SetValueEquation>False</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>162</Strt>
|
|
<Len>1</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Fragment Offset</Description>
|
|
<Key>sig12</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,163,13</Equation>
|
|
<UpperRange>8191</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>163</Strt>
|
|
<Len>13</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Time To Live</Description>
|
|
<Key>sig13</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,176,8</Equation>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>128</SetValueEquation>
|
|
<SetValueDouble>128</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>176</Strt>
|
|
<Len>8</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Protocol</Description>
|
|
<Key>sig14</Key>
|
|
<ValueType>3</ValueType>
|
|
<Equation>~0,1,184,8</Equation>
|
|
<StateTable>
|
|
<State>
|
|
<Text>ICMPv4</Text>
|
|
<Value>1</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IGMP</Text>
|
|
<Value>2</Value>
|
|
</State>
|
|
<State>
|
|
<Text>GGP</Text>
|
|
<Value>3</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IP-in-IP</Text>
|
|
<Value>4</Value>
|
|
</State>
|
|
<State>
|
|
<Text>ST</Text>
|
|
<Value>5</Value>
|
|
</State>
|
|
<State>
|
|
<Text>TCP</Text>
|
|
<Value>6</Value>
|
|
</State>
|
|
<State>
|
|
<Text>CBT</Text>
|
|
<Value>7</Value>
|
|
</State>
|
|
<State>
|
|
<Text>EGP</Text>
|
|
<Value>8</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IGP</Text>
|
|
<Value>9</Value>
|
|
</State>
|
|
<State>
|
|
<Text>BBN-RCC-MON</Text>
|
|
<Value>10</Value>
|
|
</State>
|
|
<State>
|
|
<Text>NVP-II</Text>
|
|
<Value>11</Value>
|
|
</State>
|
|
<State>
|
|
<Text>PUP</Text>
|
|
<Value>12</Value>
|
|
</State>
|
|
<State>
|
|
<Text>ARGUS</Text>
|
|
<Value>13</Value>
|
|
</State>
|
|
<State>
|
|
<Text>EMCON</Text>
|
|
<Value>14</Value>
|
|
</State>
|
|
<State>
|
|
<Text>XNET</Text>
|
|
<Value>15</Value>
|
|
</State>
|
|
<State>
|
|
<Text>CHAOS</Text>
|
|
<Value>16</Value>
|
|
</State>
|
|
<State>
|
|
<Text>UDP</Text>
|
|
<Value>17</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv6</Text>
|
|
<Value>41</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv6-ICMP</Text>
|
|
<Value>58</Value>
|
|
</State>
|
|
<State>
|
|
<Text>Reserved</Text>
|
|
<Value>255</Value>
|
|
</State>
|
|
</StateTable>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>UDP</SetValueEquation>
|
|
<SetValueDouble>17</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>184</Strt>
|
|
<Len>8</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>IPv4 Header Checksum</Description>
|
|
<Key>sig15</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,192,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>9934</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>192</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Source IP Address</Description>
|
|
<Key>sig16</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,208,32</Equation>
|
|
<Format>IPv4 Address</Format>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>10.0.0.1</SetValueEquation>
|
|
<SetValueDouble>167772161</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>208</Strt>
|
|
<Len>32</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Destination IP Address</Description>
|
|
<Key>sig17</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,240,32</Equation>
|
|
<Format>IPv4 Address</Format>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>10.0.0.2</SetValueEquation>
|
|
<SetValueDouble>167772162</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>240</Strt>
|
|
<Len>32</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Source Port</Description>
|
|
<Key>sig18</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,272,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>60001</SetValueEquation>
|
|
<SetValueDouble>60001</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>272</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>1</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Destination Port</Description>
|
|
<Key>sig19</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,288,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>60002</SetValueEquation>
|
|
<SetValueDouble>60002</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>288</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>1</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>UDP Header + Data Length</Description>
|
|
<Key>sig20</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,304,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>8</SetValueEquation>
|
|
<SetValueDouble>9</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>304</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>1</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>UDP Checksum</Description>
|
|
<Key>sig21</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,320,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>65535</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>320</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>1</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Tapping_AE2</Description>
|
|
<Key>sig22</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,336,8</Equation>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<Strt>336</Strt>
|
|
<Len>8</Len>
|
|
</Signal>
|
|
</MsgSignals>
|
|
</MsgSig>
|
|
<MsgSig>
|
|
<Description>OP (BR) ETH01 10.0.2.1 to 10.0.2.2</Description>
|
|
<Key>in11</Key>
|
|
<ByteString0>IPv4</ByteString0>
|
|
<ByteString1>0,0,0,0,0,0,0</ByteString1>
|
|
<ByteString2>UDP</ByteString2>
|
|
<ByteString3>10.0.2.1</ByteString3>
|
|
<ByteString4>60001</ByteString4>
|
|
<ByteString5>10.0.2.2</ByteString5>
|
|
<ByteString6>60002</ByteString6>
|
|
<NetworkKey>net87</NetworkKey>
|
|
<SourceNetworkKey>net87</SourceNetworkKey>
|
|
<DisplayColor>32768</DisplayColor>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
<MsgSignals>
|
|
<Signal>
|
|
<Description>Destination MAC Address</Description>
|
|
<Key>sig0</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,0,48</Equation>
|
|
<Format>MAC Address</Format>
|
|
<UpperRange>1099511627775</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>00:FC:70:00:00:02</SetValueEquation>
|
|
<SetValueDouble>1084210806786</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Len>48</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Source MAC Address</Description>
|
|
<Key>sig1</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,48,48</Equation>
|
|
<Format>MAC Address</Format>
|
|
<UpperRange>1099511627775</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>00:FC:70:00:00:01</SetValueEquation>
|
|
<SetValueDouble>1084210806785</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>48</Strt>
|
|
<Len>48</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>EtherType or Length</Description>
|
|
<Key>sig2</Key>
|
|
<ValueType>3</ValueType>
|
|
<Equation>~0,1,96,16</Equation>
|
|
<StateTable>
|
|
<State>
|
|
<Text>PTP</Text>
|
|
<Value>35063</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv4</Text>
|
|
<Value>2048</Value>
|
|
</State>
|
|
<State>
|
|
<Text>ARP</Text>
|
|
<Value>2054</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IEEE1722</Text>
|
|
<Value>8944</Value>
|
|
</State>
|
|
<State>
|
|
<Text>RARP</Text>
|
|
<Value>32821</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1Q Virtual LAN</Text>
|
|
<Value>33024</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1CB R-Tag</Text>
|
|
<Value>61889</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv6</Text>
|
|
<Value>34525</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1ad Provider Bridge (Q-in-Q)</Text>
|
|
<Value>34984</Value>
|
|
</State>
|
|
<State>
|
|
<Text>MVRP</Text>
|
|
<Value>35061</Value>
|
|
</State>
|
|
<State>
|
|
<Text>MSRP</Text>
|
|
<Value>8938</Value>
|
|
</State>
|
|
</StateTable>
|
|
<UpperRange>61889</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>IPv4</SetValueEquation>
|
|
<SetValueDouble>2048</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>96</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>IP Version</Description>
|
|
<Key>sig3</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,112,4</Equation>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>4</SetValueEquation>
|
|
<SetValueDouble>4</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>112</Strt>
|
|
<Len>4</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Internet Header Length</Description>
|
|
<Key>sig4</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,116,4</Equation>
|
|
<UpperRange>15</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>5</SetValueEquation>
|
|
<SetValueDouble>5</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>116</Strt>
|
|
<Len>4</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Differentiated Services Code Point</Description>
|
|
<Key>sig5</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,120,6</Equation>
|
|
<UpperRange>63</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>120</Strt>
|
|
<Len>6</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Explicit Congestion Notification</Description>
|
|
<Key>sig6</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,126,2</Equation>
|
|
<UpperRange>3</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>126</Strt>
|
|
<Len>2</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Total Length</Description>
|
|
<Key>sig7</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,128,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>20</SetValueEquation>
|
|
<SetValueDouble>29</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>128</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Identification</Description>
|
|
<Key>sig8</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,144,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>144</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Flag_Reserved</Description>
|
|
<Key>sig9</Key>
|
|
<ValueType>2</ValueType>
|
|
<Equation>bit7({B21})</Equation>
|
|
<Format>True/False</Format>
|
|
<SetValueEquation>False</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>160</Strt>
|
|
<Len>1</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Flag_DF</Description>
|
|
<Key>sig10</Key>
|
|
<ValueType>2</ValueType>
|
|
<Equation>bit6({B21})</Equation>
|
|
<Format>True/False</Format>
|
|
<SetValueEquation>False</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>161</Strt>
|
|
<Len>1</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Flag_MF</Description>
|
|
<Key>sig11</Key>
|
|
<ValueType>2</ValueType>
|
|
<Equation>bit5({B21})</Equation>
|
|
<Format>True/False</Format>
|
|
<SetValueEquation>False</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>162</Strt>
|
|
<Len>1</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Fragment Offset</Description>
|
|
<Key>sig12</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,163,13</Equation>
|
|
<UpperRange>8191</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>163</Strt>
|
|
<Len>13</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Time To Live</Description>
|
|
<Key>sig13</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,176,8</Equation>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>128</SetValueEquation>
|
|
<SetValueDouble>128</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>176</Strt>
|
|
<Len>8</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Protocol</Description>
|
|
<Key>sig14</Key>
|
|
<ValueType>3</ValueType>
|
|
<Equation>~0,1,184,8</Equation>
|
|
<StateTable>
|
|
<State>
|
|
<Text>ICMPv4</Text>
|
|
<Value>1</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IGMP</Text>
|
|
<Value>2</Value>
|
|
</State>
|
|
<State>
|
|
<Text>GGP</Text>
|
|
<Value>3</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IP-in-IP</Text>
|
|
<Value>4</Value>
|
|
</State>
|
|
<State>
|
|
<Text>ST</Text>
|
|
<Value>5</Value>
|
|
</State>
|
|
<State>
|
|
<Text>TCP</Text>
|
|
<Value>6</Value>
|
|
</State>
|
|
<State>
|
|
<Text>CBT</Text>
|
|
<Value>7</Value>
|
|
</State>
|
|
<State>
|
|
<Text>EGP</Text>
|
|
<Value>8</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IGP</Text>
|
|
<Value>9</Value>
|
|
</State>
|
|
<State>
|
|
<Text>BBN-RCC-MON</Text>
|
|
<Value>10</Value>
|
|
</State>
|
|
<State>
|
|
<Text>NVP-II</Text>
|
|
<Value>11</Value>
|
|
</State>
|
|
<State>
|
|
<Text>PUP</Text>
|
|
<Value>12</Value>
|
|
</State>
|
|
<State>
|
|
<Text>ARGUS</Text>
|
|
<Value>13</Value>
|
|
</State>
|
|
<State>
|
|
<Text>EMCON</Text>
|
|
<Value>14</Value>
|
|
</State>
|
|
<State>
|
|
<Text>XNET</Text>
|
|
<Value>15</Value>
|
|
</State>
|
|
<State>
|
|
<Text>CHAOS</Text>
|
|
<Value>16</Value>
|
|
</State>
|
|
<State>
|
|
<Text>UDP</Text>
|
|
<Value>17</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv6</Text>
|
|
<Value>41</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv6-ICMP</Text>
|
|
<Value>58</Value>
|
|
</State>
|
|
<State>
|
|
<Text>Reserved</Text>
|
|
<Value>255</Value>
|
|
</State>
|
|
</StateTable>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>UDP</SetValueEquation>
|
|
<SetValueDouble>17</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>184</Strt>
|
|
<Len>8</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>IPv4 Header Checksum</Description>
|
|
<Key>sig15</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,192,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>8910</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>192</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Source IP Address</Description>
|
|
<Key>sig16</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,208,32</Equation>
|
|
<Format>IPv4 Address</Format>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>10.0.2.1</SetValueEquation>
|
|
<SetValueDouble>167772673</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>208</Strt>
|
|
<Len>32</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Destination IP Address</Description>
|
|
<Key>sig17</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,240,32</Equation>
|
|
<Format>IPv4 Address</Format>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>10.0.2.2</SetValueEquation>
|
|
<SetValueDouble>167772674</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>240</Strt>
|
|
<Len>32</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Source Port</Description>
|
|
<Key>sig18</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,272,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>60001</SetValueEquation>
|
|
<SetValueDouble>60001</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>272</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>1</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Destination Port</Description>
|
|
<Key>sig19</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,288,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>60002</SetValueEquation>
|
|
<SetValueDouble>60002</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>288</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>1</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>UDP Header + Data Length</Description>
|
|
<Key>sig20</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,304,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>8</SetValueEquation>
|
|
<SetValueDouble>9</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>304</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>1</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>UDP Checksum</Description>
|
|
<Key>sig21</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,320,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>65535</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>320</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>1</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Sine_0.1</Description>
|
|
<Key>sig22</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,336,8</Equation>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<Strt>336</Strt>
|
|
<Len>8</Len>
|
|
</Signal>
|
|
</MsgSignals>
|
|
</MsgSig>
|
|
<MsgSig>
|
|
<Description>SFP01_out (to MACsec)</Description>
|
|
<Key>in12</Key>
|
|
<ByteString0>0x0000</ByteString0>
|
|
<ByteString1>0,0,0,0,0,0,0</ByteString1>
|
|
<ByteString3>00:FC:70:00:00:01</ByteString3>
|
|
<ByteString5>00:FC:70:00:00:02</ByteString5>
|
|
<NetworkKey>net87</NetworkKey>
|
|
<DisplayColor>16711935</DisplayColor>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
<MsgSignals>
|
|
<Signal>
|
|
<Description>Destination MAC Address</Description>
|
|
<Key>sig0</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,0,48</Equation>
|
|
<Format>MAC Address</Format>
|
|
<UpperRange>1099511627775</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>00:FC:70:00:00:02</SetValueEquation>
|
|
<SetValueDouble>1084210806786</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Len>48</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Source MAC Address</Description>
|
|
<Key>sig1</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,48,48</Equation>
|
|
<Format>MAC Address</Format>
|
|
<UpperRange>1099511627775</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>00:FC:70:00:00:01</SetValueEquation>
|
|
<SetValueDouble>1084210806785</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>48</Strt>
|
|
<Len>48</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>EtherType or Length</Description>
|
|
<Key>sig2</Key>
|
|
<ValueType>3</ValueType>
|
|
<Equation>~0,1,96,16</Equation>
|
|
<StateTable>
|
|
<State>
|
|
<Text>PTP</Text>
|
|
<Value>35063</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv4</Text>
|
|
<Value>2048</Value>
|
|
</State>
|
|
<State>
|
|
<Text>ARP</Text>
|
|
<Value>2054</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IEEE1722</Text>
|
|
<Value>8944</Value>
|
|
</State>
|
|
<State>
|
|
<Text>RARP</Text>
|
|
<Value>32821</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1Q Virtual LAN</Text>
|
|
<Value>33024</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1CB R-Tag</Text>
|
|
<Value>61889</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv6</Text>
|
|
<Value>34525</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1ad Provider Bridge (Q-in-Q)</Text>
|
|
<Value>34984</Value>
|
|
</State>
|
|
<State>
|
|
<Text>MVRP</Text>
|
|
<Value>35061</Value>
|
|
</State>
|
|
<State>
|
|
<Text>MSRP</Text>
|
|
<Value>8938</Value>
|
|
</State>
|
|
</StateTable>
|
|
<UpperRange>61889</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>96</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>RAMP_0.5Hz</Description>
|
|
<Key>sig3</Key>
|
|
<ValueSource>2</ValueSource>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,112,8</Equation>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<CalcSignalType>2</CalcSignalType>
|
|
<CalcMin>0</CalcMin>
|
|
<CalcMax>255</CalcMax>
|
|
<CalcFreq>0.05</CalcFreq>
|
|
<CalcPhase>0</CalcPhase>
|
|
<SetValueEquation>128</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>112</Strt>
|
|
<Len>8</Len>
|
|
<EthernetPayloadType>1</EthernetPayloadType>
|
|
</Signal>
|
|
</MsgSignals>
|
|
</MsgSig>
|
|
<MsgSig>
|
|
<Description>OP (BR) ETH02 10.0.0.1 to 10.0.0.2</Description>
|
|
<Key>in14</Key>
|
|
<ByteString0>IPv4</ByteString0>
|
|
<ByteString1>0,0,0,0,0,0,0</ByteString1>
|
|
<ByteString2>UDP</ByteString2>
|
|
<ByteString3>10.0.0.1</ByteString3>
|
|
<ByteString4>60001</ByteString4>
|
|
<ByteString5>10.0.0.2</ByteString5>
|
|
<ByteString6>60002</ByteString6>
|
|
<NetworkKey>net87</NetworkKey>
|
|
<SourceNetworkKey>net88</SourceNetworkKey>
|
|
<DisplayColor>8388736</DisplayColor>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
<MsgSignals>
|
|
<Signal>
|
|
<Description>Destination MAC Address</Description>
|
|
<Key>sig0</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,0,48</Equation>
|
|
<Format>MAC Address</Format>
|
|
<UpperRange>1099511627775</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>00:FC:70:00:00:02</SetValueEquation>
|
|
<SetValueDouble>1084210806786</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Len>48</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Source MAC Address</Description>
|
|
<Key>sig1</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,48,48</Equation>
|
|
<Format>MAC Address</Format>
|
|
<UpperRange>1099511627775</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>00:FC:70:00:00:01</SetValueEquation>
|
|
<SetValueDouble>1084210806785</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>48</Strt>
|
|
<Len>48</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>EtherType or Length</Description>
|
|
<Key>sig2</Key>
|
|
<ValueType>3</ValueType>
|
|
<Equation>~0,1,96,16</Equation>
|
|
<StateTable>
|
|
<State>
|
|
<Text>PTP</Text>
|
|
<Value>35063</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv4</Text>
|
|
<Value>2048</Value>
|
|
</State>
|
|
<State>
|
|
<Text>ARP</Text>
|
|
<Value>2054</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IEEE1722</Text>
|
|
<Value>8944</Value>
|
|
</State>
|
|
<State>
|
|
<Text>RARP</Text>
|
|
<Value>32821</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1Q Virtual LAN</Text>
|
|
<Value>33024</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1CB R-Tag</Text>
|
|
<Value>61889</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv6</Text>
|
|
<Value>34525</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1ad Provider Bridge (Q-in-Q)</Text>
|
|
<Value>34984</Value>
|
|
</State>
|
|
<State>
|
|
<Text>MVRP</Text>
|
|
<Value>35061</Value>
|
|
</State>
|
|
<State>
|
|
<Text>MSRP</Text>
|
|
<Value>8938</Value>
|
|
</State>
|
|
</StateTable>
|
|
<UpperRange>61889</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>IPv4</SetValueEquation>
|
|
<SetValueDouble>2048</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>96</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>IP Version</Description>
|
|
<Key>sig3</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,112,4</Equation>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>4</SetValueEquation>
|
|
<SetValueDouble>4</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>112</Strt>
|
|
<Len>4</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Internet Header Length</Description>
|
|
<Key>sig4</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,116,4</Equation>
|
|
<UpperRange>15</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>5</SetValueEquation>
|
|
<SetValueDouble>5</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>116</Strt>
|
|
<Len>4</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Differentiated Services Code Point</Description>
|
|
<Key>sig5</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,120,6</Equation>
|
|
<UpperRange>63</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>120</Strt>
|
|
<Len>6</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Explicit Congestion Notification</Description>
|
|
<Key>sig6</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,126,2</Equation>
|
|
<UpperRange>3</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>126</Strt>
|
|
<Len>2</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Total Length</Description>
|
|
<Key>sig7</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,128,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>20</SetValueEquation>
|
|
<SetValueDouble>29</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>128</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Identification</Description>
|
|
<Key>sig8</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,144,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>144</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Flag_Reserved</Description>
|
|
<Key>sig9</Key>
|
|
<ValueType>2</ValueType>
|
|
<Equation>bit7({B21})</Equation>
|
|
<Format>True/False</Format>
|
|
<SetValueEquation>False</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>160</Strt>
|
|
<Len>1</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Flag_DF</Description>
|
|
<Key>sig10</Key>
|
|
<ValueType>2</ValueType>
|
|
<Equation>bit6({B21})</Equation>
|
|
<Format>True/False</Format>
|
|
<SetValueEquation>False</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>161</Strt>
|
|
<Len>1</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Flag_MF</Description>
|
|
<Key>sig11</Key>
|
|
<ValueType>2</ValueType>
|
|
<Equation>bit5({B21})</Equation>
|
|
<Format>True/False</Format>
|
|
<SetValueEquation>False</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>162</Strt>
|
|
<Len>1</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Fragment Offset</Description>
|
|
<Key>sig12</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,163,13</Equation>
|
|
<UpperRange>8191</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>163</Strt>
|
|
<Len>13</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Time To Live</Description>
|
|
<Key>sig13</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,176,8</Equation>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>128</SetValueEquation>
|
|
<SetValueDouble>128</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>176</Strt>
|
|
<Len>8</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Protocol</Description>
|
|
<Key>sig14</Key>
|
|
<ValueType>3</ValueType>
|
|
<Equation>~0,1,184,8</Equation>
|
|
<StateTable>
|
|
<State>
|
|
<Text>ICMPv4</Text>
|
|
<Value>1</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IGMP</Text>
|
|
<Value>2</Value>
|
|
</State>
|
|
<State>
|
|
<Text>GGP</Text>
|
|
<Value>3</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IP-in-IP</Text>
|
|
<Value>4</Value>
|
|
</State>
|
|
<State>
|
|
<Text>ST</Text>
|
|
<Value>5</Value>
|
|
</State>
|
|
<State>
|
|
<Text>TCP</Text>
|
|
<Value>6</Value>
|
|
</State>
|
|
<State>
|
|
<Text>CBT</Text>
|
|
<Value>7</Value>
|
|
</State>
|
|
<State>
|
|
<Text>EGP</Text>
|
|
<Value>8</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IGP</Text>
|
|
<Value>9</Value>
|
|
</State>
|
|
<State>
|
|
<Text>BBN-RCC-MON</Text>
|
|
<Value>10</Value>
|
|
</State>
|
|
<State>
|
|
<Text>NVP-II</Text>
|
|
<Value>11</Value>
|
|
</State>
|
|
<State>
|
|
<Text>PUP</Text>
|
|
<Value>12</Value>
|
|
</State>
|
|
<State>
|
|
<Text>ARGUS</Text>
|
|
<Value>13</Value>
|
|
</State>
|
|
<State>
|
|
<Text>EMCON</Text>
|
|
<Value>14</Value>
|
|
</State>
|
|
<State>
|
|
<Text>XNET</Text>
|
|
<Value>15</Value>
|
|
</State>
|
|
<State>
|
|
<Text>CHAOS</Text>
|
|
<Value>16</Value>
|
|
</State>
|
|
<State>
|
|
<Text>UDP</Text>
|
|
<Value>17</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv6</Text>
|
|
<Value>41</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv6-ICMP</Text>
|
|
<Value>58</Value>
|
|
</State>
|
|
<State>
|
|
<Text>Reserved</Text>
|
|
<Value>255</Value>
|
|
</State>
|
|
</StateTable>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>UDP</SetValueEquation>
|
|
<SetValueDouble>17</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>184</Strt>
|
|
<Len>8</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>IPv4 Header Checksum</Description>
|
|
<Key>sig15</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,192,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>9934</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>192</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Source IP Address</Description>
|
|
<Key>sig16</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,208,32</Equation>
|
|
<Format>IPv4 Address</Format>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>10.0.0.1</SetValueEquation>
|
|
<SetValueDouble>167772161</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>208</Strt>
|
|
<Len>32</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Destination IP Address</Description>
|
|
<Key>sig17</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,240,32</Equation>
|
|
<Format>IPv4 Address</Format>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>10.0.0.2</SetValueEquation>
|
|
<SetValueDouble>167772162</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>240</Strt>
|
|
<Len>32</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Source Port</Description>
|
|
<Key>sig18</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,272,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>60001</SetValueEquation>
|
|
<SetValueDouble>60001</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>272</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>1</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Destination Port</Description>
|
|
<Key>sig19</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,288,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>60002</SetValueEquation>
|
|
<SetValueDouble>60002</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>288</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>1</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>UDP Header + Data Length</Description>
|
|
<Key>sig20</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,304,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>8</SetValueEquation>
|
|
<SetValueDouble>9</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>304</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>1</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>UDP Checksum</Description>
|
|
<Key>sig21</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,320,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>65535</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>320</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>1</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Signal 22</Description>
|
|
<Key>sig22</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,336,8</Equation>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<Strt>336</Strt>
|
|
<Len>8</Len>
|
|
</Signal>
|
|
</MsgSignals>
|
|
</MsgSig>
|
|
<MsgSig>
|
|
<Description>OP (BR) ETH01 10.0.0.1 to 10.0.0.2</Description>
|
|
<Key>in15</Key>
|
|
<ByteString0>IPv4</ByteString0>
|
|
<ByteString1>0,0,0,0,0,0,0</ByteString1>
|
|
<ByteString2>UDP</ByteString2>
|
|
<ByteString3>10.0.0.1</ByteString3>
|
|
<ByteString4>60001</ByteString4>
|
|
<ByteString5>10.0.0.2</ByteString5>
|
|
<ByteString6>60002</ByteString6>
|
|
<NetworkKey>net87</NetworkKey>
|
|
<SourceNetworkKey>net87</SourceNetworkKey>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
<MsgSignals>
|
|
<Signal>
|
|
<Description>Destination MAC Address</Description>
|
|
<Key>sig0</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,0,48</Equation>
|
|
<Format>MAC Address</Format>
|
|
<UpperRange>1099511627775</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>00:FC:70:00:00:02</SetValueEquation>
|
|
<SetValueDouble>1084210806786</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Len>48</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Source MAC Address</Description>
|
|
<Key>sig1</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,48,48</Equation>
|
|
<Format>MAC Address</Format>
|
|
<UpperRange>1099511627775</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>00:FC:70:00:00:01</SetValueEquation>
|
|
<SetValueDouble>1084210806785</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>48</Strt>
|
|
<Len>48</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>EtherType or Length</Description>
|
|
<Key>sig2</Key>
|
|
<ValueType>3</ValueType>
|
|
<Equation>~0,1,96,16</Equation>
|
|
<StateTable>
|
|
<State>
|
|
<Text>PTP</Text>
|
|
<Value>35063</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv4</Text>
|
|
<Value>2048</Value>
|
|
</State>
|
|
<State>
|
|
<Text>ARP</Text>
|
|
<Value>2054</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IEEE1722</Text>
|
|
<Value>8944</Value>
|
|
</State>
|
|
<State>
|
|
<Text>RARP</Text>
|
|
<Value>32821</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1Q Virtual LAN</Text>
|
|
<Value>33024</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1CB R-Tag</Text>
|
|
<Value>61889</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv6</Text>
|
|
<Value>34525</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1ad Provider Bridge (Q-in-Q)</Text>
|
|
<Value>34984</Value>
|
|
</State>
|
|
<State>
|
|
<Text>MVRP</Text>
|
|
<Value>35061</Value>
|
|
</State>
|
|
<State>
|
|
<Text>MSRP</Text>
|
|
<Value>8938</Value>
|
|
</State>
|
|
</StateTable>
|
|
<UpperRange>61889</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>IPv4</SetValueEquation>
|
|
<SetValueDouble>2048</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>96</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>IP Version</Description>
|
|
<Key>sig3</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,112,4</Equation>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>4</SetValueEquation>
|
|
<SetValueDouble>4</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>112</Strt>
|
|
<Len>4</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Internet Header Length</Description>
|
|
<Key>sig4</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,116,4</Equation>
|
|
<UpperRange>15</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>5</SetValueEquation>
|
|
<SetValueDouble>5</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>116</Strt>
|
|
<Len>4</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Differentiated Services Code Point</Description>
|
|
<Key>sig5</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,120,6</Equation>
|
|
<UpperRange>63</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>120</Strt>
|
|
<Len>6</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Explicit Congestion Notification</Description>
|
|
<Key>sig6</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,126,2</Equation>
|
|
<UpperRange>3</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>126</Strt>
|
|
<Len>2</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Total Length</Description>
|
|
<Key>sig7</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,128,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>20</SetValueEquation>
|
|
<SetValueDouble>29</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>128</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Identification</Description>
|
|
<Key>sig8</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,144,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>144</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Flag_Reserved</Description>
|
|
<Key>sig9</Key>
|
|
<ValueType>2</ValueType>
|
|
<Equation>bit7({B21})</Equation>
|
|
<Format>True/False</Format>
|
|
<SetValueEquation>False</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>160</Strt>
|
|
<Len>1</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Flag_DF</Description>
|
|
<Key>sig10</Key>
|
|
<ValueType>2</ValueType>
|
|
<Equation>bit6({B21})</Equation>
|
|
<Format>True/False</Format>
|
|
<SetValueEquation>False</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>161</Strt>
|
|
<Len>1</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Flag_MF</Description>
|
|
<Key>sig11</Key>
|
|
<ValueType>2</ValueType>
|
|
<Equation>bit5({B21})</Equation>
|
|
<Format>True/False</Format>
|
|
<SetValueEquation>False</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>162</Strt>
|
|
<Len>1</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Fragment Offset</Description>
|
|
<Key>sig12</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,163,13</Equation>
|
|
<UpperRange>8191</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>163</Strt>
|
|
<Len>13</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Time To Live</Description>
|
|
<Key>sig13</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,176,8</Equation>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>128</SetValueEquation>
|
|
<SetValueDouble>128</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>176</Strt>
|
|
<Len>8</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Protocol</Description>
|
|
<Key>sig14</Key>
|
|
<ValueType>3</ValueType>
|
|
<Equation>~0,1,184,8</Equation>
|
|
<StateTable>
|
|
<State>
|
|
<Text>ICMPv4</Text>
|
|
<Value>1</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IGMP</Text>
|
|
<Value>2</Value>
|
|
</State>
|
|
<State>
|
|
<Text>GGP</Text>
|
|
<Value>3</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IP-in-IP</Text>
|
|
<Value>4</Value>
|
|
</State>
|
|
<State>
|
|
<Text>ST</Text>
|
|
<Value>5</Value>
|
|
</State>
|
|
<State>
|
|
<Text>TCP</Text>
|
|
<Value>6</Value>
|
|
</State>
|
|
<State>
|
|
<Text>CBT</Text>
|
|
<Value>7</Value>
|
|
</State>
|
|
<State>
|
|
<Text>EGP</Text>
|
|
<Value>8</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IGP</Text>
|
|
<Value>9</Value>
|
|
</State>
|
|
<State>
|
|
<Text>BBN-RCC-MON</Text>
|
|
<Value>10</Value>
|
|
</State>
|
|
<State>
|
|
<Text>NVP-II</Text>
|
|
<Value>11</Value>
|
|
</State>
|
|
<State>
|
|
<Text>PUP</Text>
|
|
<Value>12</Value>
|
|
</State>
|
|
<State>
|
|
<Text>ARGUS</Text>
|
|
<Value>13</Value>
|
|
</State>
|
|
<State>
|
|
<Text>EMCON</Text>
|
|
<Value>14</Value>
|
|
</State>
|
|
<State>
|
|
<Text>XNET</Text>
|
|
<Value>15</Value>
|
|
</State>
|
|
<State>
|
|
<Text>CHAOS</Text>
|
|
<Value>16</Value>
|
|
</State>
|
|
<State>
|
|
<Text>UDP</Text>
|
|
<Value>17</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv6</Text>
|
|
<Value>41</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv6-ICMP</Text>
|
|
<Value>58</Value>
|
|
</State>
|
|
<State>
|
|
<Text>Reserved</Text>
|
|
<Value>255</Value>
|
|
</State>
|
|
</StateTable>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>UDP</SetValueEquation>
|
|
<SetValueDouble>17</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>184</Strt>
|
|
<Len>8</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>IPv4 Header Checksum</Description>
|
|
<Key>sig15</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,192,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>9934</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>192</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Source IP Address</Description>
|
|
<Key>sig16</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,208,32</Equation>
|
|
<Format>IPv4 Address</Format>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>10.0.0.1</SetValueEquation>
|
|
<SetValueDouble>167772161</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>208</Strt>
|
|
<Len>32</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Destination IP Address</Description>
|
|
<Key>sig17</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,240,32</Equation>
|
|
<Format>IPv4 Address</Format>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>10.0.0.2</SetValueEquation>
|
|
<SetValueDouble>167772162</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>240</Strt>
|
|
<Len>32</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Source Port</Description>
|
|
<Key>sig18</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,272,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>60001</SetValueEquation>
|
|
<SetValueDouble>60001</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>272</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>1</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Destination Port</Description>
|
|
<Key>sig19</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,288,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>60002</SetValueEquation>
|
|
<SetValueDouble>60002</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>288</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>1</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>UDP Header + Data Length</Description>
|
|
<Key>sig20</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,304,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>8</SetValueEquation>
|
|
<SetValueDouble>9</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>304</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>1</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>UDP Checksum</Description>
|
|
<Key>sig21</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,320,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>12032</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>320</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>1</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>RAMP_0.5</Description>
|
|
<Key>sig22</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,336,8</Equation>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<Strt>336</Strt>
|
|
<Len>8</Len>
|
|
</Signal>
|
|
</MsgSignals>
|
|
</MsgSig>
|
|
<MsgSig>
|
|
<Description>RX_AE2</Description>
|
|
<Key>in22</Key>
|
|
<ByteString0>0xXXXX</ByteString0>
|
|
<ByteString1>0,0,0,0,0,0,0</ByteString1>
|
|
<ByteString3>XX:XX:XX:XX:XX:XX</ByteString3>
|
|
<ByteString5>XX:XX:XX:XX:XX:XX</ByteString5>
|
|
<NetworkKey>net88</NetworkKey>
|
|
<SourceNetworkKey>net88</SourceNetworkKey>
|
|
<DisplayColor>16776960</DisplayColor>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
<MsgSignals>
|
|
<Signal>
|
|
<Description>Destination MAC Address</Description>
|
|
<Key>sig0</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,0,48</Equation>
|
|
<Format>MAC Address</Format>
|
|
<UpperRange>1099511627775</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>XX:XX:XX:XX:XX:XX</SetValueEquation>
|
|
<SetValueDouble>1084210806786</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Len>48</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Source MAC Address</Description>
|
|
<Key>sig1</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,48,48</Equation>
|
|
<Format>MAC Address</Format>
|
|
<UpperRange>1099511627775</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>XX:XX:XX:XX:XX:XX</SetValueEquation>
|
|
<SetValueDouble>1084210806785</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>48</Strt>
|
|
<Len>48</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>EtherType or Length</Description>
|
|
<Key>sig2</Key>
|
|
<ValueType>3</ValueType>
|
|
<Equation>~0,1,96,16</Equation>
|
|
<StateTable>
|
|
<State>
|
|
<Text>PTP</Text>
|
|
<Value>35063</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv4</Text>
|
|
<Value>2048</Value>
|
|
</State>
|
|
<State>
|
|
<Text>ARP</Text>
|
|
<Value>2054</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IEEE1722</Text>
|
|
<Value>8944</Value>
|
|
</State>
|
|
<State>
|
|
<Text>RARP</Text>
|
|
<Value>32821</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1Q Virtual LAN</Text>
|
|
<Value>33024</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1CB R-Tag</Text>
|
|
<Value>61889</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv6</Text>
|
|
<Value>34525</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1ad Provider Bridge (Q-in-Q)</Text>
|
|
<Value>34984</Value>
|
|
</State>
|
|
<State>
|
|
<Text>MVRP</Text>
|
|
<Value>35061</Value>
|
|
</State>
|
|
<State>
|
|
<Text>MSRP</Text>
|
|
<Value>8938</Value>
|
|
</State>
|
|
</StateTable>
|
|
<UpperRange>61889</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>35045</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>96</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Tapping_AE2</Description>
|
|
<Key>sig3</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,336,8</Equation>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<Strt>336</Strt>
|
|
<Len>8</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
</MsgSignals>
|
|
</MsgSig>
|
|
<MsgSig>
|
|
<Description>MACsec</Description>
|
|
<Key>in23</Key>
|
|
<ByteString0>0x88E5</ByteString0>
|
|
<ByteString1>0,0,0,0,0,0,0</ByteString1>
|
|
<ByteString3>00:FC:70:00:00:01</ByteString3>
|
|
<ByteString5>00:FC:70:00:00:02</ByteString5>
|
|
<NetworkKey>net87</NetworkKey>
|
|
<DisplayColor>8388736</DisplayColor>
|
|
<MsgSignals>
|
|
<Signal>
|
|
<Description>Destination MAC Address</Description>
|
|
<Key>sig0</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,0,48</Equation>
|
|
<Format>MAC Address</Format>
|
|
<UpperRange>1099511627775</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>00:FC:70:00:00:02</SetValueEquation>
|
|
<SetValueDouble>1084210806786</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Len>48</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Source MAC Address</Description>
|
|
<Key>sig1</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,48,48</Equation>
|
|
<Format>MAC Address</Format>
|
|
<UpperRange>1099511627775</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>00:FC:70:00:00:01</SetValueEquation>
|
|
<SetValueDouble>1084210806785</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>48</Strt>
|
|
<Len>48</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>EtherType or Length</Description>
|
|
<Key>sig2</Key>
|
|
<ValueType>3</ValueType>
|
|
<Equation>~0,1,96,16</Equation>
|
|
<StateTable>
|
|
<State>
|
|
<Text>PTP</Text>
|
|
<Value>35063</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv4</Text>
|
|
<Value>2048</Value>
|
|
</State>
|
|
<State>
|
|
<Text>ARP</Text>
|
|
<Value>2054</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IEEE1722</Text>
|
|
<Value>8944</Value>
|
|
</State>
|
|
<State>
|
|
<Text>RARP</Text>
|
|
<Value>32821</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1Q Virtual LAN</Text>
|
|
<Value>33024</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1CB R-Tag</Text>
|
|
<Value>61889</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv6</Text>
|
|
<Value>34525</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1ad Provider Bridge (Q-in-Q)</Text>
|
|
<Value>34984</Value>
|
|
</State>
|
|
<State>
|
|
<Text>MVRP</Text>
|
|
<Value>35061</Value>
|
|
</State>
|
|
<State>
|
|
<Text>MSRP</Text>
|
|
<Value>8938</Value>
|
|
</State>
|
|
</StateTable>
|
|
<UpperRange>61889</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>35045</SetValueEquation>
|
|
<SetValueDouble>35045</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>96</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Raw_Byte_Pos</Description>
|
|
<Key>sig3</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,336,8</Equation>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<Strt>336</Strt>
|
|
<Len>8</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
</MsgSignals>
|
|
</MsgSig>
|
|
<MsgSig>
|
|
<Description>MACsec</Description>
|
|
<Key>in24</Key>
|
|
<ByteString0>0x88E5</ByteString0>
|
|
<ByteString1>0,0,0,0,0,0,0</ByteString1>
|
|
<ByteString3>00:FC:70:00:00:01</ByteString3>
|
|
<ByteString5>00:FC:70:00:00:02</ByteString5>
|
|
<NetworkKey>net88</NetworkKey>
|
|
<DisplayColor>8388736</DisplayColor>
|
|
<MsgSignals>
|
|
<Signal>
|
|
<Description>Destination MAC Address</Description>
|
|
<Key>sig0</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,0,48</Equation>
|
|
<Format>MAC Address</Format>
|
|
<UpperRange>1099511627775</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>00:FC:70:00:00:02</SetValueEquation>
|
|
<SetValueDouble>1084210806786</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Len>48</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Source MAC Address</Description>
|
|
<Key>sig1</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,48,48</Equation>
|
|
<Format>MAC Address</Format>
|
|
<UpperRange>1099511627775</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>00:FC:70:00:00:01</SetValueEquation>
|
|
<SetValueDouble>1084210806785</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>48</Strt>
|
|
<Len>48</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>EtherType or Length</Description>
|
|
<Key>sig2</Key>
|
|
<ValueType>3</ValueType>
|
|
<Equation>~0,1,96,16</Equation>
|
|
<StateTable>
|
|
<State>
|
|
<Text>PTP</Text>
|
|
<Value>35063</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv4</Text>
|
|
<Value>2048</Value>
|
|
</State>
|
|
<State>
|
|
<Text>ARP</Text>
|
|
<Value>2054</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IEEE1722</Text>
|
|
<Value>8944</Value>
|
|
</State>
|
|
<State>
|
|
<Text>RARP</Text>
|
|
<Value>32821</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1Q Virtual LAN</Text>
|
|
<Value>33024</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1CB R-Tag</Text>
|
|
<Value>61889</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv6</Text>
|
|
<Value>34525</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1ad Provider Bridge (Q-in-Q)</Text>
|
|
<Value>34984</Value>
|
|
</State>
|
|
<State>
|
|
<Text>MVRP</Text>
|
|
<Value>35061</Value>
|
|
</State>
|
|
<State>
|
|
<Text>MSRP</Text>
|
|
<Value>8938</Value>
|
|
</State>
|
|
</StateTable>
|
|
<UpperRange>61889</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>35045</SetValueEquation>
|
|
<SetValueDouble>35045</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>96</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Raw_Byte_Pos</Description>
|
|
<Key>sig3</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,336,8</Equation>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<Strt>336</Strt>
|
|
<Len>8</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
</MsgSignals>
|
|
</MsgSig>
|
|
<MsgSig>
|
|
<Description>Manipulate</Description>
|
|
<Key>in25</Key>
|
|
<ByteString0>111</ByteString0>
|
|
<NetworkKey>net8</NetworkKey>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
<MsgSignals>
|
|
<Signal>
|
|
<Description>Manipulate</Description>
|
|
<Key>sig0</Key>
|
|
<ValueType>2</ValueType>
|
|
<Equation>bit7({B1})</Equation>
|
|
<Format>True/False</Format>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Len>1</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
</MsgSignals>
|
|
</MsgSig>
|
|
</MsgSigs>
|
|
<TxMsgs>
|
|
<TxMsg>
|
|
<Key>out16</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>PHY Request ID1 Reg (Standard addr) (I2C3)</Description>
|
|
<Key>out16</Key>
|
|
<ByteString0>056</ByteString0>
|
|
<ByteString1>L,21,00,02</ByteString1>
|
|
<NetworkKey>net115</NetworkKey>
|
|
<ExpectedLength>0</ExpectedLength>
|
|
<ControlLength>3</ControlLength>
|
|
<I2CIsNoStopSPISlaveLow>1</I2CIsNoStopSPISlaveLow>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out7</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>PHY Request ID2 Reg (Standard addr) (I2C3)</Description>
|
|
<Key>out7</Key>
|
|
<ByteString0>056</ByteString0>
|
|
<ByteString1>L,21,00,03</ByteString1>
|
|
<NetworkKey>net115</NetworkKey>
|
|
<ExpectedLength>0</ExpectedLength>
|
|
<ControlLength>3</ControlLength>
|
|
<I2CIsNoStopSPISlaveLow>1</I2CIsNoStopSPISlaveLow>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out18</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>PHY Read Reg (Standard addr) (I2C3)</Description>
|
|
<Key>out18</Key>
|
|
<ByteString0>056</ByteString0>
|
|
<ByteString1>00</ByteString1>
|
|
<NetworkKey>net115</NetworkKey>
|
|
<ExpectedLength>2</ExpectedLength>
|
|
<ControlLength>0</ControlLength>
|
|
<I2CIsReadDirection>1</I2CIsReadDirection>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out26</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>Read SFP MSA (I2C3)</Description>
|
|
<Key>out26</Key>
|
|
<ByteString0>050</ByteString0>
|
|
<ByteString1>00</ByteString1>
|
|
<NetworkKey>net115</NetworkKey>
|
|
<ExpectedLength>128</ExpectedLength>
|
|
<ControlLength>1</ControlLength>
|
|
<I2CIsReadDirection>1</I2CIsReadDirection>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out19</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>Set SFP Module ICS Sleep (I2C3)</Description>
|
|
<Key>out19</Key>
|
|
<ByteString0>01C</ByteString0>
|
|
<ByteString1>00</ByteString1>
|
|
<NetworkKey>net115</NetworkKey>
|
|
<ExpectedLength>0</ExpectedLength>
|
|
<ControlLength>1</ControlLength>
|
|
<I2CIsNoStopSPISlaveLow>1</I2CIsNoStopSPISlaveLow>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out21</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>Set SFP Module ICS Phy Update - 1000M/Slave/IEEE/AutoNeg Disabled/Enable (I2C3)</Description>
|
|
<Key>out21</Key>
|
|
<ByteString0>01C</ByteString0>
|
|
<ByteString1>02</ByteString1>
|
|
<ByteString2>L,02,02,00,00,01</ByteString2>
|
|
<NetworkKey>net115</NetworkKey>
|
|
<ExpectedLength>5</ExpectedLength>
|
|
<ControlLength>1</ControlLength>
|
|
<I2CIsNoStopSPISlaveLow>1</I2CIsNoStopSPISlaveLow>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out25</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>Set SFP Module ICS Phy Update - 100M/Slave/IEEE/AutoNeg Disabled/Enable (I2C3)</Description>
|
|
<Key>out25</Key>
|
|
<ByteString0>01C</ByteString0>
|
|
<ByteString1>02</ByteString1>
|
|
<ByteString2>L,01,02,00,00,01</ByteString2>
|
|
<NetworkKey>net115</NetworkKey>
|
|
<ExpectedLength>5</ExpectedLength>
|
|
<ControlLength>1</ControlLength>
|
|
<I2CIsNoStopSPISlaveLow>1</I2CIsNoStopSPISlaveLow>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out28</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>Set SFP Module ICS Phy Update - 1000M/Master/IEEE/AutoNeg Disabled/Enable (I2C3)</Description>
|
|
<Key>out28</Key>
|
|
<ByteString0>01C</ByteString0>
|
|
<ByteString1>02</ByteString1>
|
|
<ByteString2>L,02,01,00,00,01</ByteString2>
|
|
<NetworkKey>net115</NetworkKey>
|
|
<ExpectedLength>5</ExpectedLength>
|
|
<ControlLength>1</ControlLength>
|
|
<I2CIsNoStopSPISlaveLow>1</I2CIsNoStopSPISlaveLow>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out30</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>Set SFP Module ICS Phy Update - 1000M/Slave/IEEE/AutoNeg Disabled/Disable (I2C3)</Description>
|
|
<Key>out30</Key>
|
|
<ByteString0>01C</ByteString0>
|
|
<ByteString1>02</ByteString1>
|
|
<ByteString2>L,02,02,00,00,00</ByteString2>
|
|
<NetworkKey>net115</NetworkKey>
|
|
<ExpectedLength>5</ExpectedLength>
|
|
<ControlLength>1</ControlLength>
|
|
<I2CIsNoStopSPISlaveLow>1</I2CIsNoStopSPISlaveLow>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out32</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>Set SFP Module ICS Phy Update - 1000M/Slave/Legacy/AutoNeg Disabled/Enable (I2C3)</Description>
|
|
<Key>out32</Key>
|
|
<ByteString0>01C</ByteString0>
|
|
<ByteString1>02</ByteString1>
|
|
<ByteString2>L,02,02,01,00,01</ByteString2>
|
|
<NetworkKey>net115</NetworkKey>
|
|
<ExpectedLength>5</ExpectedLength>
|
|
<ControlLength>1</ControlLength>
|
|
<I2CIsNoStopSPISlaveLow>1</I2CIsNoStopSPISlaveLow>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out34</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>Set SFP Module ICS Phy Update - 1000M/Slave/IEEE/AutoNeg Enabled/Enable (I2C3)</Description>
|
|
<Key>out34</Key>
|
|
<ByteString0>01C</ByteString0>
|
|
<ByteString1>02</ByteString1>
|
|
<ByteString2>L,02,02,00,01,01</ByteString2>
|
|
<NetworkKey>net115</NetworkKey>
|
|
<ExpectedLength>5</ExpectedLength>
|
|
<ControlLength>1</ControlLength>
|
|
<I2CIsNoStopSPISlaveLow>1</I2CIsNoStopSPISlaveLow>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out36</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>Set SFP Module ICS Bootloader (I2C3)</Description>
|
|
<Key>out36</Key>
|
|
<ByteString0>01C</ByteString0>
|
|
<ByteString1>01</ByteString1>
|
|
<NetworkKey>net115</NetworkKey>
|
|
<ExpectedLength>0</ExpectedLength>
|
|
<ControlLength>1</ControlLength>
|
|
<I2CIsNoStopSPISlaveLow>1</I2CIsNoStopSPISlaveLow>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out40</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>Read SFP MSA (I2C2)</Description>
|
|
<Key>out40</Key>
|
|
<ByteString0>050</ByteString0>
|
|
<ByteString1>00</ByteString1>
|
|
<NetworkKey>net114</NetworkKey>
|
|
<ExpectedLength>128</ExpectedLength>
|
|
<ControlLength>1</ControlLength>
|
|
<I2CIsReadDirection>1</I2CIsReadDirection>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out48</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>PHY Request ID1 Reg (Alternate addr) (I2C2)</Description>
|
|
<Key>out48</Key>
|
|
<ByteString0>040</ByteString0>
|
|
<ByteString1>L,21,00,02</ByteString1>
|
|
<NetworkKey>net114</NetworkKey>
|
|
<ExpectedLength>0</ExpectedLength>
|
|
<ControlLength>3</ControlLength>
|
|
<I2CIsNoStopSPISlaveLow>1</I2CIsNoStopSPISlaveLow>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out51</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>PHY Request ID2 Reg (Alternate addr) (I2C2)</Description>
|
|
<Key>out51</Key>
|
|
<ByteString0>040</ByteString0>
|
|
<ByteString1>L,21,00,03</ByteString1>
|
|
<NetworkKey>net114</NetworkKey>
|
|
<ExpectedLength>0</ExpectedLength>
|
|
<ControlLength>3</ControlLength>
|
|
<I2CIsNoStopSPISlaveLow>1</I2CIsNoStopSPISlaveLow>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out23</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>Set SFP Module ICS Phy Update - 1000M/Auto/IEEE/AutoNeg Disabled/Enable (I2C3)</Description>
|
|
<Key>out23</Key>
|
|
<ByteString0>01C</ByteString0>
|
|
<ByteString1>02</ByteString1>
|
|
<ByteString2>L,02,00,00,00,01</ByteString2>
|
|
<NetworkKey>net114</NetworkKey>
|
|
<ExpectedLength>5</ExpectedLength>
|
|
<ControlLength>1</ControlLength>
|
|
<I2CIsNoStopSPISlaveLow>1</I2CIsNoStopSPISlaveLow>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out29</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>Get SFP Module ICS Phy Temperature (I2C3)</Description>
|
|
<Key>out29</Key>
|
|
<ByteString0>01C</ByteString0>
|
|
<ByteString1>07</ByteString1>
|
|
<NetworkKey>net115</NetworkKey>
|
|
<ExpectedLength>1</ExpectedLength>
|
|
<ControlLength>1</ControlLength>
|
|
<I2CIsReadDirection>1</I2CIsReadDirection>
|
|
<I2CIsNoStopSPISlaveLow>1</I2CIsNoStopSPISlaveLow>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out82</Key>
|
|
<Color>8388608</Color>
|
|
<AutoTxType>2</AutoTxType>
|
|
<UpdateRateMs>100</UpdateRateMs>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>UDP_out_on_SFP2</Description>
|
|
<Key>out82</Key>
|
|
<ByteString0>IPv4</ByteString0>
|
|
<ByteString1>0,0,0,0,0,0,0</ByteString1>
|
|
<ByteString2>UDP</ByteString2>
|
|
<ByteString3>10.0.2.1</ByteString3>
|
|
<ByteString4>60001</ByteString4>
|
|
<ByteString5>10.0.2.2</ByteString5>
|
|
<ByteString6>60002</ByteString6>
|
|
<NetworkKey>net117</NetworkKey>
|
|
<DisplayColor>8388608</DisplayColor>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
<MsgSignals>
|
|
<Signal>
|
|
<Description>Destination MAC Address</Description>
|
|
<Key>sig0</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,0,48</Equation>
|
|
<Format>MAC Address</Format>
|
|
<UpperRange>1099511627775</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>00:FC:70:00:00:02</SetValueEquation>
|
|
<SetValueDouble>1084210806786</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Len>48</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Source MAC Address</Description>
|
|
<Key>sig1</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,48,48</Equation>
|
|
<Format>MAC Address</Format>
|
|
<UpperRange>1099511627775</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>00:FC:70:00:00:01</SetValueEquation>
|
|
<SetValueDouble>1084210806785</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>48</Strt>
|
|
<Len>48</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>EtherType or Length</Description>
|
|
<Key>sig2</Key>
|
|
<ValueType>3</ValueType>
|
|
<Equation>~0,1,96,16</Equation>
|
|
<StateTable>
|
|
<State>
|
|
<Text>PTP</Text>
|
|
<Value>35063</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv4</Text>
|
|
<Value>2048</Value>
|
|
</State>
|
|
<State>
|
|
<Text>ARP</Text>
|
|
<Value>2054</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IEEE1722</Text>
|
|
<Value>8944</Value>
|
|
</State>
|
|
<State>
|
|
<Text>RARP</Text>
|
|
<Value>32821</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1Q Virtual LAN</Text>
|
|
<Value>33024</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1CB R-Tag</Text>
|
|
<Value>61889</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv6</Text>
|
|
<Value>34525</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1ad Provider Bridge (Q-in-Q)</Text>
|
|
<Value>34984</Value>
|
|
</State>
|
|
<State>
|
|
<Text>MVRP</Text>
|
|
<Value>35061</Value>
|
|
</State>
|
|
<State>
|
|
<Text>MSRP</Text>
|
|
<Value>8938</Value>
|
|
</State>
|
|
</StateTable>
|
|
<UpperRange>61889</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>IPv4</SetValueEquation>
|
|
<SetValueDouble>2048</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>96</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>IP Version</Description>
|
|
<Key>sig3</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,112,4</Equation>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>4</SetValueEquation>
|
|
<SetValueDouble>4</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>112</Strt>
|
|
<Len>4</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Internet Header Length</Description>
|
|
<Key>sig4</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,116,4</Equation>
|
|
<UpperRange>15</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>5</SetValueEquation>
|
|
<SetValueDouble>5</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>116</Strt>
|
|
<Len>4</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Differentiated Services Code Point</Description>
|
|
<Key>sig5</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,120,6</Equation>
|
|
<UpperRange>63</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>120</Strt>
|
|
<Len>6</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Explicit Congestion Notification</Description>
|
|
<Key>sig6</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,126,2</Equation>
|
|
<UpperRange>3</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>126</Strt>
|
|
<Len>2</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Total Length</Description>
|
|
<Key>sig7</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,128,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>29</SetValueEquation>
|
|
<SetValueDouble>29</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>128</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Identification</Description>
|
|
<Key>sig8</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,144,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>144</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Flag_Reserved</Description>
|
|
<Key>sig9</Key>
|
|
<ValueType>2</ValueType>
|
|
<Equation>bit7({B21})</Equation>
|
|
<Format>True/False</Format>
|
|
<SetValueEquation>False</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>160</Strt>
|
|
<Len>1</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Flag_DF</Description>
|
|
<Key>sig10</Key>
|
|
<ValueType>2</ValueType>
|
|
<Equation>bit6({B21})</Equation>
|
|
<Format>True/False</Format>
|
|
<SetValueEquation>False</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>161</Strt>
|
|
<Len>1</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Flag_MF</Description>
|
|
<Key>sig11</Key>
|
|
<ValueType>2</ValueType>
|
|
<Equation>bit5({B21})</Equation>
|
|
<Format>True/False</Format>
|
|
<SetValueEquation>False</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>162</Strt>
|
|
<Len>1</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Fragment Offset</Description>
|
|
<Key>sig12</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,163,13</Equation>
|
|
<UpperRange>8191</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>163</Strt>
|
|
<Len>13</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Time To Live</Description>
|
|
<Key>sig13</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,176,8</Equation>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>128</SetValueEquation>
|
|
<SetValueDouble>128</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>176</Strt>
|
|
<Len>8</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Protocol</Description>
|
|
<Key>sig14</Key>
|
|
<ValueType>3</ValueType>
|
|
<Equation>~0,1,184,8</Equation>
|
|
<StateTable>
|
|
<State>
|
|
<Text>ICMPv4</Text>
|
|
<Value>1</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IGMP</Text>
|
|
<Value>2</Value>
|
|
</State>
|
|
<State>
|
|
<Text>GGP</Text>
|
|
<Value>3</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IP-in-IP</Text>
|
|
<Value>4</Value>
|
|
</State>
|
|
<State>
|
|
<Text>ST</Text>
|
|
<Value>5</Value>
|
|
</State>
|
|
<State>
|
|
<Text>TCP</Text>
|
|
<Value>6</Value>
|
|
</State>
|
|
<State>
|
|
<Text>CBT</Text>
|
|
<Value>7</Value>
|
|
</State>
|
|
<State>
|
|
<Text>EGP</Text>
|
|
<Value>8</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IGP</Text>
|
|
<Value>9</Value>
|
|
</State>
|
|
<State>
|
|
<Text>BBN-RCC-MON</Text>
|
|
<Value>10</Value>
|
|
</State>
|
|
<State>
|
|
<Text>NVP-II</Text>
|
|
<Value>11</Value>
|
|
</State>
|
|
<State>
|
|
<Text>PUP</Text>
|
|
<Value>12</Value>
|
|
</State>
|
|
<State>
|
|
<Text>ARGUS</Text>
|
|
<Value>13</Value>
|
|
</State>
|
|
<State>
|
|
<Text>EMCON</Text>
|
|
<Value>14</Value>
|
|
</State>
|
|
<State>
|
|
<Text>XNET</Text>
|
|
<Value>15</Value>
|
|
</State>
|
|
<State>
|
|
<Text>CHAOS</Text>
|
|
<Value>16</Value>
|
|
</State>
|
|
<State>
|
|
<Text>UDP</Text>
|
|
<Value>17</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv6</Text>
|
|
<Value>41</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv6-ICMP</Text>
|
|
<Value>58</Value>
|
|
</State>
|
|
<State>
|
|
<Text>Reserved</Text>
|
|
<Value>255</Value>
|
|
</State>
|
|
</StateTable>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>UDP</SetValueEquation>
|
|
<SetValueDouble>17</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>184</Strt>
|
|
<Len>8</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>IPv4 Header Checksum</Description>
|
|
<Key>sig15</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,192,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>192</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Source IP Address</Description>
|
|
<Key>sig16</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,208,32</Equation>
|
|
<Format>IPv4 Address</Format>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>10.0.2.1</SetValueEquation>
|
|
<SetValueDouble>167772673</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>208</Strt>
|
|
<Len>32</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Destination IP Address</Description>
|
|
<Key>sig17</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,240,32</Equation>
|
|
<Format>IPv4 Address</Format>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>10.0.2.2</SetValueEquation>
|
|
<SetValueDouble>167772674</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>240</Strt>
|
|
<Len>32</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Source Port</Description>
|
|
<Key>sig18</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,272,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>60001</SetValueEquation>
|
|
<SetValueDouble>60001</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>272</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>1</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Destination Port</Description>
|
|
<Key>sig19</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,288,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>60002</SetValueEquation>
|
|
<SetValueDouble>60002</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>288</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>1</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>UDP Header + Data Length</Description>
|
|
<Key>sig20</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,304,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>9</SetValueEquation>
|
|
<SetValueDouble>9</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>304</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>1</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>UDP Checksum</Description>
|
|
<Key>sig21</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,320,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>320</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>1</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>UDP_SigOut_SFP_02</Description>
|
|
<Key>sig22</Key>
|
|
<ValueSource>2</ValueSource>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,336,8</Equation>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<CalcSignalType>3</CalcSignalType>
|
|
<CalcMin>0</CalcMin>
|
|
<CalcMax>255</CalcMax>
|
|
<CalcFreq>0.1</CalcFreq>
|
|
<CalcPhase>0</CalcPhase>
|
|
<SetValueEquation>10</SetValueEquation>
|
|
<SetValueDouble>138.8729999999862</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>336</Strt>
|
|
<Len>8</Len>
|
|
</Signal>
|
|
</MsgSignals>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out31</Key>
|
|
<AutoTxType>2</AutoTxType>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>Tx Message Ethernet2 </Description>
|
|
<Key>out31</Key>
|
|
<ByteString0>0x0000</ByteString0>
|
|
<ByteString1>0,0,0,0,0,0,0</ByteString1>
|
|
<ByteString3>00:FC:70:00:00:01</ByteString3>
|
|
<ByteString5>00:FC:70:00:00:02</ByteString5>
|
|
<NetworkKey>net117</NetworkKey>
|
|
<ExpectedLength>100</ExpectedLength>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
<MsgSignals>
|
|
<Signal>
|
|
<Description>Destination MAC Address</Description>
|
|
<Key>sig0</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,0,48</Equation>
|
|
<Format>MAC Address</Format>
|
|
<UpperRange>1099511627775</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>00:FC:70:00:00:02</SetValueEquation>
|
|
<SetValueDouble>1084210806786</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Len>48</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Source MAC Address</Description>
|
|
<Key>sig1</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,48,48</Equation>
|
|
<Format>MAC Address</Format>
|
|
<UpperRange>1099511627775</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>00:FC:70:00:00:01</SetValueEquation>
|
|
<SetValueDouble>1084210806785</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>48</Strt>
|
|
<Len>48</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>EtherType or Length</Description>
|
|
<Key>sig2</Key>
|
|
<ValueType>3</ValueType>
|
|
<Equation>~0,1,96,16</Equation>
|
|
<StateTable>
|
|
<State>
|
|
<Text>PTP</Text>
|
|
<Value>35063</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv4</Text>
|
|
<Value>2048</Value>
|
|
</State>
|
|
<State>
|
|
<Text>ARP</Text>
|
|
<Value>2054</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IEEE1722</Text>
|
|
<Value>8944</Value>
|
|
</State>
|
|
<State>
|
|
<Text>RARP</Text>
|
|
<Value>32821</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1Q Virtual LAN</Text>
|
|
<Value>33024</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv6</Text>
|
|
<Value>34525</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1ad Provider Bridge (Q-in-Q)</Text>
|
|
<Value>34984</Value>
|
|
</State>
|
|
<State>
|
|
<Text>MVRP</Text>
|
|
<Value>35061</Value>
|
|
</State>
|
|
<State>
|
|
<Text>MSRP</Text>
|
|
<Value>8938</Value>
|
|
</State>
|
|
</StateTable>
|
|
<UpperRange>35063</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>96</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
</MsgSignals>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out33</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>Set SFP Module ICS Phy Update - 100M/Slave/IEEE/AutoNeg Enabled/Enable (I2C3)</Description>
|
|
<Key>out33</Key>
|
|
<ByteString0>01C</ByteString0>
|
|
<ByteString1>02</ByteString1>
|
|
<ByteString2>L,01,02,00,01,01</ByteString2>
|
|
<NetworkKey>net114</NetworkKey>
|
|
<ExpectedLength>5</ExpectedLength>
|
|
<ControlLength>1</ControlLength>
|
|
<I2CIsNoStopSPISlaveLow>1</I2CIsNoStopSPISlaveLow>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out37</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>Set SFP Module ICS Phy Update - 100M/Master/IEEE/AutoNeg Enabled/Enable (I2C3)</Description>
|
|
<Key>out37</Key>
|
|
<ByteString0>01C</ByteString0>
|
|
<ByteString1>02</ByteString1>
|
|
<ByteString2>L,01,01,00,01,01</ByteString2>
|
|
<NetworkKey>net115</NetworkKey>
|
|
<ExpectedLength>5</ExpectedLength>
|
|
<ControlLength>1</ControlLength>
|
|
<I2CIsNoStopSPISlaveLow>1</I2CIsNoStopSPISlaveLow>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out39</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>Set SFP Module ICS Phy Update - 100M/Master/Legacy/AutoNeg Enabled/Enable (I2C3)</Description>
|
|
<Key>out39</Key>
|
|
<ByteString0>01C</ByteString0>
|
|
<ByteString1>02</ByteString1>
|
|
<ByteString2>L,01,01,01,01,01</ByteString2>
|
|
<NetworkKey>net115</NetworkKey>
|
|
<ExpectedLength>5</ExpectedLength>
|
|
<ControlLength>1</ControlLength>
|
|
<I2CIsNoStopSPISlaveLow>1</I2CIsNoStopSPISlaveLow>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out41</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>Set SFP Module ICS Phy Update - 100M/Auto/IEEE/AutoNeg Enabled/Enable (I2C3)</Description>
|
|
<Key>out41</Key>
|
|
<ByteString0>01C</ByteString0>
|
|
<ByteString1>02</ByteString1>
|
|
<ByteString2>L,01,03,00,01,01</ByteString2>
|
|
<NetworkKey>net114</NetworkKey>
|
|
<ExpectedLength>5</ExpectedLength>
|
|
<ControlLength>1</ControlLength>
|
|
<I2CIsNoStopSPISlaveLow>1</I2CIsNoStopSPISlaveLow>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out38</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>PHY Request ID1 Reg (Alternate addr) (I2C3)</Description>
|
|
<Key>out38</Key>
|
|
<ByteString0>040</ByteString0>
|
|
<ByteString1>L,21,00,02</ByteString1>
|
|
<NetworkKey>net115</NetworkKey>
|
|
<ExpectedLength>0</ExpectedLength>
|
|
<ControlLength>3</ControlLength>
|
|
<I2CIsNoStopSPISlaveLow>1</I2CIsNoStopSPISlaveLow>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out42</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>PHY Request ID2 Reg (Alternate addr) (I2C3)</Description>
|
|
<Key>out42</Key>
|
|
<ByteString0>040</ByteString0>
|
|
<ByteString1>L,21,00,03</ByteString1>
|
|
<NetworkKey>net115</NetworkKey>
|
|
<ExpectedLength>0</ExpectedLength>
|
|
<ControlLength>3</ControlLength>
|
|
<I2CIsNoStopSPISlaveLow>1</I2CIsNoStopSPISlaveLow>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out46</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>PHY Read Reg (Alternate addr) (I2C3)</Description>
|
|
<Key>out46</Key>
|
|
<ByteString0>040</ByteString0>
|
|
<ByteString1>00</ByteString1>
|
|
<NetworkKey>net115</NetworkKey>
|
|
<ExpectedLength>2</ExpectedLength>
|
|
<ControlLength>0</ControlLength>
|
|
<I2CIsReadDirection>1</I2CIsReadDirection>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out47</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>Set SFP Module ICS TC10 Wakeup (I2C2)</Description>
|
|
<Key>out47</Key>
|
|
<ByteString0>01C</ByteString0>
|
|
<ByteString1>03</ByteString1>
|
|
<NetworkKey>net114</NetworkKey>
|
|
<ExpectedLength>0</ExpectedLength>
|
|
<ControlLength>1</ControlLength>
|
|
<I2CIsNoStopSPISlaveLow>1</I2CIsNoStopSPISlaveLow>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out49</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>PHY 88Q2221M - Initiate TC10 Sleep (100M) (Alternate addr) (I2C2)</Description>
|
|
<Key>out49</Key>
|
|
<ByteString0>040</ByteString0>
|
|
<ByteString1>L,03,87,02</ByteString1>
|
|
<ByteString2>L,00,01</ByteString2>
|
|
<NetworkKey>net114</NetworkKey>
|
|
<ExpectedLength>2</ExpectedLength>
|
|
<ControlLength>3</ControlLength>
|
|
<I2CIsNoStopSPISlaveLow>1</I2CIsNoStopSPISlaveLow>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out54</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>PHY 88Q2221M - Initiate TC10 Sleep (1000M) (Alternate addr) (I2C2)</Description>
|
|
<Key>out54</Key>
|
|
<ByteString0>040</ByteString0>
|
|
<ByteString1>L,03,80,22</ByteString1>
|
|
<ByteString2>L,00,01</ByteString2>
|
|
<NetworkKey>net114</NetworkKey>
|
|
<ExpectedLength>2</ExpectedLength>
|
|
<ControlLength>3</ControlLength>
|
|
<I2CIsNoStopSPISlaveLow>1</I2CIsNoStopSPISlaveLow>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out56</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>PHY 88Q2221M - Initiate TC10 Wakeup (100M) (Alternate addr) (I2C2)</Description>
|
|
<Key>out56</Key>
|
|
<ByteString0>040</ByteString0>
|
|
<ByteString1>L,03,87,02</ByteString1>
|
|
<ByteString2>L,00,10</ByteString2>
|
|
<NetworkKey>net114</NetworkKey>
|
|
<ExpectedLength>2</ExpectedLength>
|
|
<ControlLength>3</ControlLength>
|
|
<I2CIsNoStopSPISlaveLow>1</I2CIsNoStopSPISlaveLow>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out58</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>PHY 88Q2221M - Initiate TC10 Wakeup (1000M) (Alternate addr) (I2C2)</Description>
|
|
<Key>out58</Key>
|
|
<ByteString0>040</ByteString0>
|
|
<ByteString1>L,03,80,22</ByteString1>
|
|
<ByteString2>L,00,10</ByteString2>
|
|
<NetworkKey>net114</NetworkKey>
|
|
<ExpectedLength>2</ExpectedLength>
|
|
<ControlLength>3</ControlLength>
|
|
<I2CIsNoStopSPISlaveLow>1</I2CIsNoStopSPISlaveLow>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out53</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>PHY Read Reg (2 Bytes) (Alternate addr) (I2C2) **</Description>
|
|
<Key>out53</Key>
|
|
<ByteString0>040</ByteString0>
|
|
<ByteString1>00</ByteString1>
|
|
<NetworkKey>net114</NetworkKey>
|
|
<ExpectedLength>2</ExpectedLength>
|
|
<ControlLength>0</ControlLength>
|
|
<I2CIsReadDirection>1</I2CIsReadDirection>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out50</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>Set SFP Module ICS TC10 Wakeup (I2C3)</Description>
|
|
<Key>out50</Key>
|
|
<ByteString0>01C</ByteString0>
|
|
<ByteString1>03</ByteString1>
|
|
<NetworkKey>net115</NetworkKey>
|
|
<ExpectedLength>0</ExpectedLength>
|
|
<ControlLength>1</ControlLength>
|
|
<I2CIsNoStopSPISlaveLow>1</I2CIsNoStopSPISlaveLow>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out62</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>PHY 88Q2221M - Initiate TC10 Sleep (100M) (Alternate addr) (I2C3)</Description>
|
|
<Key>out62</Key>
|
|
<ByteString0>040</ByteString0>
|
|
<ByteString1>L,03,87,02</ByteString1>
|
|
<ByteString2>L,00,01</ByteString2>
|
|
<NetworkKey>net115</NetworkKey>
|
|
<ExpectedLength>2</ExpectedLength>
|
|
<ControlLength>3</ControlLength>
|
|
<I2CIsNoStopSPISlaveLow>1</I2CIsNoStopSPISlaveLow>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out64</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>PHY 88Q2221M - Initiate TC10 Sleep (1000M) (Alternate addr) (I2C3)</Description>
|
|
<Key>out64</Key>
|
|
<ByteString0>040</ByteString0>
|
|
<ByteString1>L,03,80,22</ByteString1>
|
|
<ByteString2>L,00,01</ByteString2>
|
|
<NetworkKey>net115</NetworkKey>
|
|
<ExpectedLength>2</ExpectedLength>
|
|
<ControlLength>3</ControlLength>
|
|
<I2CIsNoStopSPISlaveLow>1</I2CIsNoStopSPISlaveLow>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out66</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>PHY 88Q2221M - Initiate TC10 Wakeup (100M) (Alternate addr) (I2C3)</Description>
|
|
<Key>out66</Key>
|
|
<ByteString0>040</ByteString0>
|
|
<ByteString1>L,03,87,02</ByteString1>
|
|
<ByteString2>L,00,10</ByteString2>
|
|
<NetworkKey>net115</NetworkKey>
|
|
<ExpectedLength>2</ExpectedLength>
|
|
<ControlLength>3</ControlLength>
|
|
<I2CIsNoStopSPISlaveLow>1</I2CIsNoStopSPISlaveLow>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out68</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>PHY 88Q2221M - Initiate TC10 Wakeup (1000M) (Alternate addr) (I2C3)</Description>
|
|
<Key>out68</Key>
|
|
<ByteString0>040</ByteString0>
|
|
<ByteString1>L,03,80,22</ByteString1>
|
|
<ByteString2>L,00,10</ByteString2>
|
|
<NetworkKey>net115</NetworkKey>
|
|
<ExpectedLength>2</ExpectedLength>
|
|
<ControlLength>3</ControlLength>
|
|
<I2CIsNoStopSPISlaveLow>1</I2CIsNoStopSPISlaveLow>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out44</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>PHY 88Q2221M - Initiate TC10 Wakeup (1000M) (Alternate addr) (I2C3)</Description>
|
|
<Key>out44</Key>
|
|
<ByteString0>040</ByteString0>
|
|
<ByteString1>L,03,80,22</ByteString1>
|
|
<ByteString2>L,00,10</ByteString2>
|
|
<NetworkKey>net115</NetworkKey>
|
|
<ExpectedLength>2</ExpectedLength>
|
|
<ControlLength>3</ControlLength>
|
|
<I2CIsNoStopSPISlaveLow>1</I2CIsNoStopSPISlaveLow>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out45</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>Write Address (GP)</Description>
|
|
<Key>out45</Key>
|
|
<ByteString0>040</ByteString0>
|
|
<ByteString1>L,23,FD,9D</ByteString1>
|
|
<ByteString2>L,00,00</ByteString2>
|
|
<NetworkKey>net114</NetworkKey>
|
|
<ExpectedLength>2</ExpectedLength>
|
|
<ControlLength>3</ControlLength>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out43</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>I2C2 - 1.0834</Description>
|
|
<Key>out43</Key>
|
|
<ByteString0>040</ByteString0>
|
|
<ByteString1>L,01,08,34</ByteString1>
|
|
<NetworkKey>net114</NetworkKey>
|
|
<ExpectedLength>2</ExpectedLength>
|
|
<ControlLength>3</ControlLength>
|
|
<I2CIsReadDirection>1</I2CIsReadDirection>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
<MsgSignals>
|
|
<Signal>
|
|
<Description>Speed if forced</Description>
|
|
<Key>sig0</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,15,1</Equation>
|
|
<UpperRange>1</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueDouble>1</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>15</Strt>
|
|
<Len>1</Len>
|
|
<EthernetPayloadType>4</EthernetPayloadType>
|
|
</Signal>
|
|
</MsgSignals>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out52</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>I2C2 - 1.0000 (I2C2)</Description>
|
|
<Key>out52</Key>
|
|
<ByteString0>040</ByteString0>
|
|
<ByteString1>L,01,00,00</ByteString1>
|
|
<NetworkKey>net114</NetworkKey>
|
|
<ExpectedLength>2</ExpectedLength>
|
|
<ControlLength>3</ControlLength>
|
|
<I2CIsReadDirection>1</I2CIsReadDirection>
|
|
<I2CIsNoStopSPISlaveLow>1</I2CIsNoStopSPISlaveLow>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
<MsgSignals>
|
|
<Signal>
|
|
<Description>Signal 0</Description>
|
|
<Key>sig0</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,0,8</Equation>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueDouble>1</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Len>8</Len>
|
|
<EthernetPayloadType>4</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Signal 1</Description>
|
|
<Key>sig1</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,8,8</Equation>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>8</Strt>
|
|
<Len>8</Len>
|
|
<EthernetPayloadType>4</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Signal 2</Description>
|
|
<Key>sig2</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,16,8</Equation>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>16</Strt>
|
|
<Len>8</Len>
|
|
<EthernetPayloadType>4</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Signal 3</Description>
|
|
<Key>sig3</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,24,8</Equation>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>24</Strt>
|
|
<Len>8</Len>
|
|
<EthernetPayloadType>4</EthernetPayloadType>
|
|
</Signal>
|
|
</MsgSignals>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out55</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>Store Register Address 0x834 to be read</Description>
|
|
<Key>out55</Key>
|
|
<ByteString0>040</ByteString0>
|
|
<ByteString1>L,21,08,34</ByteString1>
|
|
<NetworkKey>net116</NetworkKey>
|
|
<ControlLength>3</ControlLength>
|
|
<I2CIsNoStopSPISlaveLow>1</I2CIsNoStopSPISlaveLow>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out59</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>Set SFP Module ICS Sleep</Description>
|
|
<Key>out59</Key>
|
|
<ByteString0>01C</ByteString0>
|
|
<ByteString1>00</ByteString1>
|
|
<NetworkKey>net113</NetworkKey>
|
|
<ExpectedLength>0</ExpectedLength>
|
|
<ControlLength>1</ControlLength>
|
|
<I2CIsNoStopSPISlaveLow>1</I2CIsNoStopSPISlaveLow>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out77</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>Set SFP Module ICS Bootloader</Description>
|
|
<Key>out77</Key>
|
|
<ByteString0>01C</ByteString0>
|
|
<ByteString1>01</ByteString1>
|
|
<NetworkKey>net113</NetworkKey>
|
|
<ExpectedLength>0</ExpectedLength>
|
|
<ControlLength>1</ControlLength>
|
|
<I2CIsNoStopSPISlaveLow>1</I2CIsNoStopSPISlaveLow>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out61</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>Set SFP Module ICS Phy Update - 1000M/Slave/IEEE/AutoNeg Disabled/Enable</Description>
|
|
<Key>out61</Key>
|
|
<ByteString0>01C</ByteString0>
|
|
<ByteString1>02</ByteString1>
|
|
<ByteString2>L,02,02,00,00,01</ByteString2>
|
|
<NetworkKey>net113</NetworkKey>
|
|
<ExpectedLength>5</ExpectedLength>
|
|
<ControlLength>1</ControlLength>
|
|
<I2CIsNoStopSPISlaveLow>1</I2CIsNoStopSPISlaveLow>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out81</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>Get SFP Module ICS Phy Temperature</Description>
|
|
<Key>out81</Key>
|
|
<ByteString0>01C</ByteString0>
|
|
<ByteString1>07</ByteString1>
|
|
<NetworkKey>net113</NetworkKey>
|
|
<ExpectedLength>1</ExpectedLength>
|
|
<ControlLength>1</ControlLength>
|
|
<I2CIsReadDirection>1</I2CIsReadDirection>
|
|
<I2CIsNoStopSPISlaveLow>1</I2CIsNoStopSPISlaveLow>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out60</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>I2C2 - 3.0901</Description>
|
|
<Key>out60</Key>
|
|
<ByteString0>040</ByteString0>
|
|
<ByteString1>L,01,09,01</ByteString1>
|
|
<NetworkKey>net114</NetworkKey>
|
|
<ExpectedLength>2</ExpectedLength>
|
|
<ControlLength>3</ControlLength>
|
|
<I2CIsReadDirection>1</I2CIsReadDirection>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out67</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>I2C2 - 7.8001 (M/S Auto Neg Enabled)</Description>
|
|
<Key>out67</Key>
|
|
<ByteString0>040</ByteString0>
|
|
<ByteString1>L,07,80,01</ByteString1>
|
|
<NetworkKey>net114</NetworkKey>
|
|
<ExpectedLength>2</ExpectedLength>
|
|
<ControlLength>3</ControlLength>
|
|
<I2CIsReadDirection>1</I2CIsReadDirection>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
<MsgSignals>
|
|
<Signal>
|
|
<Description>Remote Receiver OK</Description>
|
|
<Key>sig0</Key>
|
|
<ValueType>2</ValueType>
|
|
<Equation>bit5({B1})</Equation>
|
|
<Format>True/False</Format>
|
|
<SetValueEquation>False</SetValueEquation>
|
|
<SetValueDouble>1</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>2</Strt>
|
|
<Len>1</Len>
|
|
<EthernetPayloadType>4</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Local Receiver OK</Description>
|
|
<Key>sig1</Key>
|
|
<ValueType>2</ValueType>
|
|
<Equation>bit4({B1})</Equation>
|
|
<Format>True/False</Format>
|
|
<SetValueEquation>False</SetValueEquation>
|
|
<SetValueDouble>1</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>3</Strt>
|
|
<Len>1</Len>
|
|
<EthernetPayloadType>4</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Signal 2</Description>
|
|
<Key>sig2</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,0,8</Equation>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueDouble>48</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Len>8</Len>
|
|
<EthernetPayloadType>4</EthernetPayloadType>
|
|
</Signal>
|
|
</MsgSignals>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out70</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>I2C2 - 3.FD9D</Description>
|
|
<Key>out70</Key>
|
|
<ByteString0>040</ByteString0>
|
|
<ByteString1>L,03,FD,9D</ByteString1>
|
|
<NetworkKey>net114</NetworkKey>
|
|
<ExpectedLength>2</ExpectedLength>
|
|
<ControlLength>3</ControlLength>
|
|
<I2CIsReadDirection>1</I2CIsReadDirection>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
<MsgSignals>
|
|
<Signal>
|
|
<Description>Secret Link Status Bit</Description>
|
|
<Key>sig0</Key>
|
|
<ValueType>2</ValueType>
|
|
<Equation>bit0({B2})</Equation>
|
|
<Format>True/False</Format>
|
|
<SetValueEquation>True</SetValueEquation>
|
|
<SetValueDouble>1</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>15</Strt>
|
|
<Len>1</Len>
|
|
<EthernetPayloadType>4</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Signal 1</Description>
|
|
<Key>sig1</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,0,32</Equation>
|
|
<UpperRange>4294967295</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueDouble>65536</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Len>32</Len>
|
|
<EthernetPayloadType>4</EthernetPayloadType>
|
|
</Signal>
|
|
</MsgSignals>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out72</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>I2C2 - PHY Read Reg (2 Bytes) (Alternate addr) **</Description>
|
|
<Key>out72</Key>
|
|
<ByteString0>040</ByteString0>
|
|
<ByteString1>00</ByteString1>
|
|
<NetworkKey>net114</NetworkKey>
|
|
<ExpectedLength>2</ExpectedLength>
|
|
<ControlLength>0</ControlLength>
|
|
<I2CIsReadDirection>1</I2CIsReadDirection>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out57</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>Read 1G SQI</Description>
|
|
<Key>out57</Key>
|
|
<ByteString0>040</ByteString0>
|
|
<ByteString1>L,23,FC,D8</ByteString1>
|
|
<NetworkKey>net115</NetworkKey>
|
|
<ExpectedLength>2</ExpectedLength>
|
|
<ControlLength>3</ControlLength>
|
|
<I2CIsReadDirection>1</I2CIsReadDirection>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out63</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>Read 1G SQI -2</Description>
|
|
<Key>out63</Key>
|
|
<ByteString0>040</ByteString0>
|
|
<ByteString1>L,23,FC,4C</ByteString1>
|
|
<NetworkKey>net115</NetworkKey>
|
|
<ExpectedLength>2</ExpectedLength>
|
|
<ControlLength>3</ControlLength>
|
|
<I2CIsReadDirection>1</I2CIsReadDirection>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out69</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>I2C2 - 3.FCD8</Description>
|
|
<Key>out69</Key>
|
|
<ByteString0>040</ByteString0>
|
|
<ByteString1>L,03,FC,D8</ByteString1>
|
|
<NetworkKey>net114</NetworkKey>
|
|
<ExpectedLength>2</ExpectedLength>
|
|
<ControlLength>3</ControlLength>
|
|
<I2CIsReadDirection>1</I2CIsReadDirection>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
<MsgSignals>
|
|
<Signal>
|
|
<Description>1G SQI</Description>
|
|
<Key>sig0</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,13,3</Equation>
|
|
<UpperRange>7</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueDouble>7</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>13</Strt>
|
|
<Len>3</Len>
|
|
<EthernetPayloadType>4</EthernetPayloadType>
|
|
</Signal>
|
|
</MsgSignals>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out71</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>I2C2 - 7.0x0200</Description>
|
|
<Key>out71</Key>
|
|
<ByteString0>040</ByteString0>
|
|
<ByteString1>L,07,02,00</ByteString1>
|
|
<NetworkKey>net114</NetworkKey>
|
|
<ExpectedLength>2</ExpectedLength>
|
|
<ControlLength>3</ControlLength>
|
|
<I2CIsReadDirection>1</I2CIsReadDirection>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
<MsgSignals>
|
|
<Signal>
|
|
<Description>SFP1 Autoneg Status</Description>
|
|
<Key>sig0</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,3,1</Equation>
|
|
<UpperRange>1</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>3</Strt>
|
|
<Len>1</Len>
|
|
<EthernetPayloadType>4</EthernetPayloadType>
|
|
</Signal>
|
|
</MsgSignals>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out74</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>I2C2 - 7.801a</Description>
|
|
<Key>out74</Key>
|
|
<ByteString0>040</ByteString0>
|
|
<ByteString1>L,07,80,1A</ByteString1>
|
|
<NetworkKey>net114</NetworkKey>
|
|
<ExpectedLength>2</ExpectedLength>
|
|
<ControlLength>3</ControlLength>
|
|
<I2CIsReadDirection>1</I2CIsReadDirection>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
<MsgSignals>
|
|
<Signal>
|
|
<Description>Speed if Autoneg</Description>
|
|
<Key>sig0</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,1,1</Equation>
|
|
<UpperRange>1</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueDouble>1</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>1</Strt>
|
|
<Len>1</Len>
|
|
<EthernetPayloadType>4</EthernetPayloadType>
|
|
</Signal>
|
|
</MsgSignals>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out73</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>I2C2 - 3.8230</Description>
|
|
<Key>out73</Key>
|
|
<ByteString0>040</ByteString0>
|
|
<ByteString1>L,03,82,30</ByteString1>
|
|
<NetworkKey>net114</NetworkKey>
|
|
<ExpectedLength>2</ExpectedLength>
|
|
<ControlLength>3</ControlLength>
|
|
<I2CIsReadDirection>1</I2CIsReadDirection>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
<MsgSignals>
|
|
<Signal>
|
|
<Description>100M SQI</Description>
|
|
<Key>sig0</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,0,3</Equation>
|
|
<UpperRange>7</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Len>3</Len>
|
|
<EthernetPayloadType>4</EthernetPayloadType>
|
|
</Signal>
|
|
</MsgSignals>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out75</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>I2C2 - 3.8109</Description>
|
|
<Key>out75</Key>
|
|
<ByteString0>040</ByteString0>
|
|
<ByteString1>L,03,81,09</ByteString1>
|
|
<NetworkKey>net114</NetworkKey>
|
|
<ExpectedLength>2</ExpectedLength>
|
|
<ControlLength>3</ControlLength>
|
|
<I2CIsReadDirection>1</I2CIsReadDirection>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
<MsgSignals>
|
|
<Signal>
|
|
<Description>Link Up 8109</Description>
|
|
<Key>sig0</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,13,1</Equation>
|
|
<UpperRange>1</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>13</Strt>
|
|
<Len>1</Len>
|
|
<EthernetPayloadType>4</EthernetPayloadType>
|
|
</Signal>
|
|
</MsgSignals>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out78</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>I2C2 - 3.8108</Description>
|
|
<Key>out78</Key>
|
|
<ByteString0>040</ByteString0>
|
|
<ByteString1>L,03,81,08</ByteString1>
|
|
<NetworkKey>net114</NetworkKey>
|
|
<ExpectedLength>2</ExpectedLength>
|
|
<ControlLength>3</ControlLength>
|
|
<I2CIsReadDirection>1</I2CIsReadDirection>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
<MsgSignals>
|
|
<Signal>
|
|
<Description>Local Receiver OK</Description>
|
|
<Key>sig0</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,2,1</Equation>
|
|
<UpperRange>1</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>2</Strt>
|
|
<Len>1</Len>
|
|
<EthernetPayloadType>4</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Remote Receiver OK</Description>
|
|
<Key>sig1</Key>
|
|
<ValueType>2</ValueType>
|
|
<Equation>bit4({B1})</Equation>
|
|
<Format>True/False</Format>
|
|
<SetValueEquation>False</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>3</Strt>
|
|
<Len>1</Len>
|
|
<EthernetPayloadType>4</EthernetPayloadType>
|
|
</Signal>
|
|
</MsgSignals>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out80</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>I2C2 - 3.8230</Description>
|
|
<Key>out80</Key>
|
|
<ByteString0>040</ByteString0>
|
|
<ByteString1>L,03,82,30</ByteString1>
|
|
<NetworkKey>net114</NetworkKey>
|
|
<ExpectedLength>2</ExpectedLength>
|
|
<ControlLength>3</ControlLength>
|
|
<I2CIsReadDirection>1</I2CIsReadDirection>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
<MsgSignals>
|
|
<Signal>
|
|
<Description>Signal 0</Description>
|
|
<Key>sig0</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,0,3</Equation>
|
|
<UpperRange>7</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Len>3</Len>
|
|
<EthernetPayloadType>4</EthernetPayloadType>
|
|
</Signal>
|
|
</MsgSignals>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out83</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>I2C3 - 1.0834</Description>
|
|
<Key>out83</Key>
|
|
<ByteString0>040</ByteString0>
|
|
<ByteString1>L,01,08,34</ByteString1>
|
|
<NetworkKey>net115</NetworkKey>
|
|
<ExpectedLength>2</ExpectedLength>
|
|
<ControlLength>3</ControlLength>
|
|
<I2CIsReadDirection>1</I2CIsReadDirection>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
<MsgSignals>
|
|
<Signal>
|
|
<Description>Speed if forced</Description>
|
|
<Key>sig0</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,15,1</Equation>
|
|
<UpperRange>1</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueDouble>1</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>15</Strt>
|
|
<Len>1</Len>
|
|
<EthernetPayloadType>4</EthernetPayloadType>
|
|
</Signal>
|
|
</MsgSignals>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out85</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>I2C3 - 1.0000 (I2C2)</Description>
|
|
<Key>out85</Key>
|
|
<ByteString0>040</ByteString0>
|
|
<ByteString1>L,01,00,00</ByteString1>
|
|
<NetworkKey>net115</NetworkKey>
|
|
<ExpectedLength>2</ExpectedLength>
|
|
<ControlLength>3</ControlLength>
|
|
<I2CIsReadDirection>1</I2CIsReadDirection>
|
|
<I2CIsNoStopSPISlaveLow>1</I2CIsNoStopSPISlaveLow>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
<MsgSignals>
|
|
<Signal>
|
|
<Description>Signal 0</Description>
|
|
<Key>sig0</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,0,8</Equation>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueDouble>1</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Len>8</Len>
|
|
<EthernetPayloadType>4</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Signal 1</Description>
|
|
<Key>sig1</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,8,8</Equation>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>8</Strt>
|
|
<Len>8</Len>
|
|
<EthernetPayloadType>4</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Signal 2</Description>
|
|
<Key>sig2</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,16,8</Equation>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>16</Strt>
|
|
<Len>8</Len>
|
|
<EthernetPayloadType>4</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Signal 3</Description>
|
|
<Key>sig3</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,24,8</Equation>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>24</Strt>
|
|
<Len>8</Len>
|
|
<EthernetPayloadType>4</EthernetPayloadType>
|
|
</Signal>
|
|
</MsgSignals>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out87</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>I2C3 - 3.0901</Description>
|
|
<Key>out87</Key>
|
|
<ByteString0>040</ByteString0>
|
|
<ByteString1>L,01,09,01</ByteString1>
|
|
<NetworkKey>net115</NetworkKey>
|
|
<ExpectedLength>2</ExpectedLength>
|
|
<ControlLength>3</ControlLength>
|
|
<I2CIsReadDirection>1</I2CIsReadDirection>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out89</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>I2C3 - 7.8001 (M/S Auto Neg Enabled)</Description>
|
|
<Key>out89</Key>
|
|
<ByteString0>040</ByteString0>
|
|
<ByteString1>L,07,80,01</ByteString1>
|
|
<NetworkKey>net115</NetworkKey>
|
|
<ExpectedLength>2</ExpectedLength>
|
|
<ControlLength>3</ControlLength>
|
|
<I2CIsReadDirection>1</I2CIsReadDirection>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
<MsgSignals>
|
|
<Signal>
|
|
<Description>SFP 2 Remote Receiver OK</Description>
|
|
<Key>sig0</Key>
|
|
<ValueType>2</ValueType>
|
|
<Equation>bit5({B1})</Equation>
|
|
<Format>True/False</Format>
|
|
<SetValueEquation>False</SetValueEquation>
|
|
<SetValueDouble>1</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>2</Strt>
|
|
<Len>1</Len>
|
|
<EthernetPayloadType>4</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>SFP 2 Local Receiver OK</Description>
|
|
<Key>sig1</Key>
|
|
<ValueType>2</ValueType>
|
|
<Equation>bit4({B1})</Equation>
|
|
<Format>True/False</Format>
|
|
<SetValueEquation>False</SetValueEquation>
|
|
<SetValueDouble>1</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>3</Strt>
|
|
<Len>1</Len>
|
|
<EthernetPayloadType>4</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Signal 2</Description>
|
|
<Key>sig2</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,0,8</Equation>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueDouble>48</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Len>8</Len>
|
|
<EthernetPayloadType>4</EthernetPayloadType>
|
|
</Signal>
|
|
</MsgSignals>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out91</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>I2C3 - 3.FD9D</Description>
|
|
<Key>out91</Key>
|
|
<ByteString0>040</ByteString0>
|
|
<ByteString1>L,03,FD,9D</ByteString1>
|
|
<NetworkKey>net115</NetworkKey>
|
|
<ExpectedLength>2</ExpectedLength>
|
|
<ControlLength>3</ControlLength>
|
|
<I2CIsReadDirection>1</I2CIsReadDirection>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
<MsgSignals>
|
|
<Signal>
|
|
<Description>SFP 2 Secret Link Status Bit</Description>
|
|
<Key>sig0</Key>
|
|
<ValueType>2</ValueType>
|
|
<Equation>bit0({B2})</Equation>
|
|
<Format>True/False</Format>
|
|
<SetValueEquation>True</SetValueEquation>
|
|
<SetValueDouble>1</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>15</Strt>
|
|
<Len>1</Len>
|
|
<EthernetPayloadType>4</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Signal 1</Description>
|
|
<Key>sig1</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,0,32</Equation>
|
|
<UpperRange>4294967295</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueDouble>65536</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Len>32</Len>
|
|
<EthernetPayloadType>4</EthernetPayloadType>
|
|
</Signal>
|
|
</MsgSignals>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out93</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>I2C3 - PHY Read Reg (2 Bytes) (Alternate addr) **</Description>
|
|
<Key>out93</Key>
|
|
<ByteString0>040</ByteString0>
|
|
<ByteString1>00</ByteString1>
|
|
<NetworkKey>net115</NetworkKey>
|
|
<ExpectedLength>2</ExpectedLength>
|
|
<ControlLength>0</ControlLength>
|
|
<I2CIsReadDirection>1</I2CIsReadDirection>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out95</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>I2C3 - 3.FCD8</Description>
|
|
<Key>out95</Key>
|
|
<ByteString0>040</ByteString0>
|
|
<ByteString1>L,03,FC,D8</ByteString1>
|
|
<NetworkKey>net115</NetworkKey>
|
|
<ExpectedLength>2</ExpectedLength>
|
|
<ControlLength>3</ControlLength>
|
|
<I2CIsReadDirection>1</I2CIsReadDirection>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
<MsgSignals>
|
|
<Signal>
|
|
<Description>SFP 2 1G SQI</Description>
|
|
<Key>sig0</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,13,3</Equation>
|
|
<UpperRange>7</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueDouble>7</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>13</Strt>
|
|
<Len>3</Len>
|
|
<EthernetPayloadType>4</EthernetPayloadType>
|
|
</Signal>
|
|
</MsgSignals>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out97</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>I2C3 - 7.0x0200</Description>
|
|
<Key>out97</Key>
|
|
<ByteString0>040</ByteString0>
|
|
<ByteString1>L,07,02,00</ByteString1>
|
|
<NetworkKey>net115</NetworkKey>
|
|
<ExpectedLength>2</ExpectedLength>
|
|
<ControlLength>3</ControlLength>
|
|
<I2CIsReadDirection>1</I2CIsReadDirection>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
<MsgSignals>
|
|
<Signal>
|
|
<Description>SFP2 Autoneg Status</Description>
|
|
<Key>sig0</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,3,1</Equation>
|
|
<UpperRange>1</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>3</Strt>
|
|
<Len>1</Len>
|
|
<EthernetPayloadType>4</EthernetPayloadType>
|
|
</Signal>
|
|
</MsgSignals>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out99</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>I2C3 - 7.801a</Description>
|
|
<Key>out99</Key>
|
|
<ByteString0>040</ByteString0>
|
|
<ByteString1>L,07,80,1A</ByteString1>
|
|
<NetworkKey>net115</NetworkKey>
|
|
<ExpectedLength>2</ExpectedLength>
|
|
<ControlLength>3</ControlLength>
|
|
<I2CIsReadDirection>1</I2CIsReadDirection>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
<MsgSignals>
|
|
<Signal>
|
|
<Description>SFP 2 Speed if Autoneg</Description>
|
|
<Key>sig0</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,1,1</Equation>
|
|
<UpperRange>1</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueDouble>1</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>1</Strt>
|
|
<Len>1</Len>
|
|
<EthernetPayloadType>4</EthernetPayloadType>
|
|
</Signal>
|
|
</MsgSignals>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out101</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>I2C3 - 3.8230</Description>
|
|
<Key>out101</Key>
|
|
<ByteString0>040</ByteString0>
|
|
<ByteString1>L,03,82,30</ByteString1>
|
|
<NetworkKey>net115</NetworkKey>
|
|
<ExpectedLength>2</ExpectedLength>
|
|
<ControlLength>3</ControlLength>
|
|
<I2CIsReadDirection>1</I2CIsReadDirection>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
<MsgSignals>
|
|
<Signal>
|
|
<Description>SFP 2 100M SQI</Description>
|
|
<Key>sig0</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,0,3</Equation>
|
|
<UpperRange>7</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Len>3</Len>
|
|
<EthernetPayloadType>4</EthernetPayloadType>
|
|
</Signal>
|
|
</MsgSignals>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out103</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>I2C3 - 3.8109</Description>
|
|
<Key>out103</Key>
|
|
<ByteString0>040</ByteString0>
|
|
<ByteString1>L,03,81,09</ByteString1>
|
|
<NetworkKey>net115</NetworkKey>
|
|
<ExpectedLength>2</ExpectedLength>
|
|
<ControlLength>3</ControlLength>
|
|
<I2CIsReadDirection>1</I2CIsReadDirection>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
<MsgSignals>
|
|
<Signal>
|
|
<Description>SFP 2 Link Up 8109</Description>
|
|
<Key>sig0</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,13,1</Equation>
|
|
<UpperRange>1</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>13</Strt>
|
|
<Len>1</Len>
|
|
<EthernetPayloadType>4</EthernetPayloadType>
|
|
</Signal>
|
|
</MsgSignals>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out105</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>I2C3 - 3.8108</Description>
|
|
<Key>out105</Key>
|
|
<ByteString0>040</ByteString0>
|
|
<ByteString1>L,03,81,08</ByteString1>
|
|
<NetworkKey>net115</NetworkKey>
|
|
<ExpectedLength>2</ExpectedLength>
|
|
<ControlLength>3</ControlLength>
|
|
<I2CIsReadDirection>1</I2CIsReadDirection>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
<MsgSignals>
|
|
<Signal>
|
|
<Description>SFP 2 Local Receiver OK</Description>
|
|
<Key>sig0</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,2,1</Equation>
|
|
<UpperRange>1</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>2</Strt>
|
|
<Len>1</Len>
|
|
<EthernetPayloadType>4</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>SFP 2 Remote Receiver OK</Description>
|
|
<Key>sig1</Key>
|
|
<ValueType>2</ValueType>
|
|
<Equation>bit4({B1})</Equation>
|
|
<Format>True/False</Format>
|
|
<SetValueEquation>False</SetValueEquation>
|
|
<SetValueDouble>1</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>3</Strt>
|
|
<Len>1</Len>
|
|
<EthernetPayloadType>4</EthernetPayloadType>
|
|
</Signal>
|
|
</MsgSignals>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out107</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>I2C3 - 3.8230</Description>
|
|
<Key>out107</Key>
|
|
<ByteString0>040</ByteString0>
|
|
<ByteString1>L,03,82,30</ByteString1>
|
|
<NetworkKey>net115</NetworkKey>
|
|
<ExpectedLength>2</ExpectedLength>
|
|
<ControlLength>3</ControlLength>
|
|
<I2CIsReadDirection>1</I2CIsReadDirection>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
<MsgSignals>
|
|
<Signal>
|
|
<Description>SFP2 100M SQI</Description>
|
|
<Key>sig0</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,0,3</Equation>
|
|
<UpperRange>7</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Len>3</Len>
|
|
<EthernetPayloadType>4</EthernetPayloadType>
|
|
</Signal>
|
|
</MsgSignals>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out76</Key>
|
|
<Color>255</Color>
|
|
<AutoTxType>2</AutoTxType>
|
|
<UpdateRateMs>100</UpdateRateMs>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>UDP_out_on_SFP1</Description>
|
|
<Key>out76</Key>
|
|
<ByteString0>IPv4</ByteString0>
|
|
<ByteString1>0,0,0,0,0,0,0</ByteString1>
|
|
<ByteString2>UDP</ByteString2>
|
|
<ByteString3>10.0.0.1</ByteString3>
|
|
<ByteString4>60001</ByteString4>
|
|
<ByteString5>10.0.0.2</ByteString5>
|
|
<ByteString6>60002</ByteString6>
|
|
<NetworkKey>net72</NetworkKey>
|
|
<DisplayColor>255</DisplayColor>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
<MsgSignals>
|
|
<Signal>
|
|
<Description>Destination MAC Address</Description>
|
|
<Key>sig0</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,0,48</Equation>
|
|
<Format>MAC Address</Format>
|
|
<UpperRange>1099511627775</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>00:FC:70:00:00:02</SetValueEquation>
|
|
<SetValueDouble>1084210806786</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Len>48</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Source MAC Address</Description>
|
|
<Key>sig1</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,48,48</Equation>
|
|
<Format>MAC Address</Format>
|
|
<UpperRange>1099511627775</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>00:FC:70:00:00:01</SetValueEquation>
|
|
<SetValueDouble>1084210806785</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>48</Strt>
|
|
<Len>48</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>EtherType or Length</Description>
|
|
<Key>sig2</Key>
|
|
<ValueType>3</ValueType>
|
|
<Equation>~0,1,96,16</Equation>
|
|
<StateTable>
|
|
<State>
|
|
<Text>PTP</Text>
|
|
<Value>35063</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv4</Text>
|
|
<Value>2048</Value>
|
|
</State>
|
|
<State>
|
|
<Text>ARP</Text>
|
|
<Value>2054</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IEEE1722</Text>
|
|
<Value>8944</Value>
|
|
</State>
|
|
<State>
|
|
<Text>RARP</Text>
|
|
<Value>32821</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1Q Virtual LAN</Text>
|
|
<Value>33024</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1CB R-Tag</Text>
|
|
<Value>61889</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv6</Text>
|
|
<Value>34525</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1ad Provider Bridge (Q-in-Q)</Text>
|
|
<Value>34984</Value>
|
|
</State>
|
|
<State>
|
|
<Text>MVRP</Text>
|
|
<Value>35061</Value>
|
|
</State>
|
|
<State>
|
|
<Text>MSRP</Text>
|
|
<Value>8938</Value>
|
|
</State>
|
|
</StateTable>
|
|
<UpperRange>61889</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>IPv4</SetValueEquation>
|
|
<SetValueDouble>2048</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>96</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>IP Version</Description>
|
|
<Key>sig3</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,112,4</Equation>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>4</SetValueEquation>
|
|
<SetValueDouble>4</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>112</Strt>
|
|
<Len>4</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Internet Header Length</Description>
|
|
<Key>sig4</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,116,4</Equation>
|
|
<UpperRange>15</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>5</SetValueEquation>
|
|
<SetValueDouble>5</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>116</Strt>
|
|
<Len>4</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Differentiated Services Code Point</Description>
|
|
<Key>sig5</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,120,6</Equation>
|
|
<UpperRange>63</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>120</Strt>
|
|
<Len>6</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Explicit Congestion Notification</Description>
|
|
<Key>sig6</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,126,2</Equation>
|
|
<UpperRange>3</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>126</Strt>
|
|
<Len>2</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Total Length</Description>
|
|
<Key>sig7</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,128,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>29</SetValueEquation>
|
|
<SetValueDouble>29</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>128</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Identification</Description>
|
|
<Key>sig8</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,144,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>144</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Flag_Reserved</Description>
|
|
<Key>sig9</Key>
|
|
<ValueType>2</ValueType>
|
|
<Equation>bit7({B21})</Equation>
|
|
<Format>True/False</Format>
|
|
<SetValueEquation>False</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>160</Strt>
|
|
<Len>1</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Flag_DF</Description>
|
|
<Key>sig10</Key>
|
|
<ValueType>2</ValueType>
|
|
<Equation>bit6({B21})</Equation>
|
|
<Format>True/False</Format>
|
|
<SetValueEquation>False</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>161</Strt>
|
|
<Len>1</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Flag_MF</Description>
|
|
<Key>sig11</Key>
|
|
<ValueType>2</ValueType>
|
|
<Equation>bit5({B21})</Equation>
|
|
<Format>True/False</Format>
|
|
<SetValueEquation>False</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>162</Strt>
|
|
<Len>1</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Fragment Offset</Description>
|
|
<Key>sig12</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,163,13</Equation>
|
|
<UpperRange>8191</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>163</Strt>
|
|
<Len>13</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Time To Live</Description>
|
|
<Key>sig13</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,176,8</Equation>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>128</SetValueEquation>
|
|
<SetValueDouble>128</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>176</Strt>
|
|
<Len>8</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Protocol</Description>
|
|
<Key>sig14</Key>
|
|
<ValueType>3</ValueType>
|
|
<Equation>~0,1,184,8</Equation>
|
|
<StateTable>
|
|
<State>
|
|
<Text>ICMPv4</Text>
|
|
<Value>1</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IGMP</Text>
|
|
<Value>2</Value>
|
|
</State>
|
|
<State>
|
|
<Text>GGP</Text>
|
|
<Value>3</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IP-in-IP</Text>
|
|
<Value>4</Value>
|
|
</State>
|
|
<State>
|
|
<Text>ST</Text>
|
|
<Value>5</Value>
|
|
</State>
|
|
<State>
|
|
<Text>TCP</Text>
|
|
<Value>6</Value>
|
|
</State>
|
|
<State>
|
|
<Text>CBT</Text>
|
|
<Value>7</Value>
|
|
</State>
|
|
<State>
|
|
<Text>EGP</Text>
|
|
<Value>8</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IGP</Text>
|
|
<Value>9</Value>
|
|
</State>
|
|
<State>
|
|
<Text>BBN-RCC-MON</Text>
|
|
<Value>10</Value>
|
|
</State>
|
|
<State>
|
|
<Text>NVP-II</Text>
|
|
<Value>11</Value>
|
|
</State>
|
|
<State>
|
|
<Text>PUP</Text>
|
|
<Value>12</Value>
|
|
</State>
|
|
<State>
|
|
<Text>ARGUS</Text>
|
|
<Value>13</Value>
|
|
</State>
|
|
<State>
|
|
<Text>EMCON</Text>
|
|
<Value>14</Value>
|
|
</State>
|
|
<State>
|
|
<Text>XNET</Text>
|
|
<Value>15</Value>
|
|
</State>
|
|
<State>
|
|
<Text>CHAOS</Text>
|
|
<Value>16</Value>
|
|
</State>
|
|
<State>
|
|
<Text>UDP</Text>
|
|
<Value>17</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv6</Text>
|
|
<Value>41</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv6-ICMP</Text>
|
|
<Value>58</Value>
|
|
</State>
|
|
<State>
|
|
<Text>Reserved</Text>
|
|
<Value>255</Value>
|
|
</State>
|
|
</StateTable>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>UDP</SetValueEquation>
|
|
<SetValueDouble>17</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>184</Strt>
|
|
<Len>8</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>IPv4 Header Checksum</Description>
|
|
<Key>sig15</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,192,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>9934</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>192</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Source IP Address</Description>
|
|
<Key>sig16</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,208,32</Equation>
|
|
<Format>IPv4 Address</Format>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>10.0.0.1</SetValueEquation>
|
|
<SetValueDouble>167772161</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>208</Strt>
|
|
<Len>32</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Destination IP Address</Description>
|
|
<Key>sig17</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,240,32</Equation>
|
|
<Format>IPv4 Address</Format>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>10.0.0.2</SetValueEquation>
|
|
<SetValueDouble>167772162</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>240</Strt>
|
|
<Len>32</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Source Port</Description>
|
|
<Key>sig18</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,272,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>60001</SetValueEquation>
|
|
<SetValueDouble>60001</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>272</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>1</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Destination Port</Description>
|
|
<Key>sig19</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,288,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>60002</SetValueEquation>
|
|
<SetValueDouble>60002</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>288</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>1</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>UDP Header + Data Length</Description>
|
|
<Key>sig20</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,304,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>9</SetValueEquation>
|
|
<SetValueDouble>9</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>304</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>1</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>UDP Checksum</Description>
|
|
<Key>sig21</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,320,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>16660</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>320</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>1</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>UDP_SigOut_SFP_01</Description>
|
|
<Key>sig22</Key>
|
|
<ValueSource>2</ValueSource>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,336,8</Equation>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<CalcSignalType>1</CalcSignalType>
|
|
<CalcMin>0</CalcMin>
|
|
<CalcMax>255</CalcMax>
|
|
<CalcFreq>0.1</CalcFreq>
|
|
<CalcPhase>0</CalcPhase>
|
|
<SetValueEquation>Ramp ...</SetValueEquation>
|
|
<SetValueDouble>125</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>336</Strt>
|
|
<Len>8</Len>
|
|
</Signal>
|
|
</MsgSignals>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out79</Key>
|
|
<Color>16711935</Color>
|
|
<AutoTxType>2</AutoTxType>
|
|
<UpdateRateMs>100</UpdateRateMs>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>SFP01_out (to MACsec)</Description>
|
|
<Key>out79</Key>
|
|
<ByteString0>IPv4</ByteString0>
|
|
<ByteString1>0,0,0,0,0,0,0</ByteString1>
|
|
<ByteString2>UDP</ByteString2>
|
|
<ByteString3>10.0.0.1</ByteString3>
|
|
<ByteString4>60001</ByteString4>
|
|
<ByteString5>10.0.0.2</ByteString5>
|
|
<ByteString6>60002</ByteString6>
|
|
<NetworkKey>net72</NetworkKey>
|
|
<DisplayColor>16711935</DisplayColor>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
<MsgSignals>
|
|
<Signal>
|
|
<Description>Destination MAC Address</Description>
|
|
<Key>sig0</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,0,48</Equation>
|
|
<Format>MAC Address</Format>
|
|
<UpperRange>1099511627775</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>00:FC:70:00:00:02</SetValueEquation>
|
|
<SetValueDouble>1084210806786</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Len>48</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Source MAC Address</Description>
|
|
<Key>sig1</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,48,48</Equation>
|
|
<Format>MAC Address</Format>
|
|
<UpperRange>1099511627775</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>00:FC:70:00:00:01</SetValueEquation>
|
|
<SetValueDouble>1084210806785</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>48</Strt>
|
|
<Len>48</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>EtherType or Length</Description>
|
|
<Key>sig2</Key>
|
|
<ValueType>3</ValueType>
|
|
<Equation>~0,1,96,16</Equation>
|
|
<StateTable>
|
|
<State>
|
|
<Text>PTP</Text>
|
|
<Value>35063</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv4</Text>
|
|
<Value>2048</Value>
|
|
</State>
|
|
<State>
|
|
<Text>ARP</Text>
|
|
<Value>2054</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IEEE1722</Text>
|
|
<Value>8944</Value>
|
|
</State>
|
|
<State>
|
|
<Text>RARP</Text>
|
|
<Value>32821</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1Q Virtual LAN</Text>
|
|
<Value>33024</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1CB R-Tag</Text>
|
|
<Value>61889</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv6</Text>
|
|
<Value>34525</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1ad Provider Bridge (Q-in-Q)</Text>
|
|
<Value>34984</Value>
|
|
</State>
|
|
<State>
|
|
<Text>MVRP</Text>
|
|
<Value>35061</Value>
|
|
</State>
|
|
<State>
|
|
<Text>MSRP</Text>
|
|
<Value>8938</Value>
|
|
</State>
|
|
</StateTable>
|
|
<UpperRange>61889</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>IPv4</SetValueEquation>
|
|
<SetValueDouble>2048</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>96</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>IP Version</Description>
|
|
<Key>sig3</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,112,4</Equation>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>4</SetValueEquation>
|
|
<SetValueDouble>4</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>112</Strt>
|
|
<Len>4</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Internet Header Length</Description>
|
|
<Key>sig4</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,116,4</Equation>
|
|
<UpperRange>15</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>5</SetValueEquation>
|
|
<SetValueDouble>5</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>116</Strt>
|
|
<Len>4</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Differentiated Services Code Point</Description>
|
|
<Key>sig5</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,120,6</Equation>
|
|
<UpperRange>63</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>120</Strt>
|
|
<Len>6</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Explicit Congestion Notification</Description>
|
|
<Key>sig6</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,126,2</Equation>
|
|
<UpperRange>3</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>126</Strt>
|
|
<Len>2</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Total Length</Description>
|
|
<Key>sig7</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,128,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>29</SetValueEquation>
|
|
<SetValueDouble>29</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>128</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Identification</Description>
|
|
<Key>sig8</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,144,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>144</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Flag_Reserved</Description>
|
|
<Key>sig9</Key>
|
|
<ValueType>2</ValueType>
|
|
<Equation>bit7({B21})</Equation>
|
|
<Format>True/False</Format>
|
|
<SetValueEquation>False</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>160</Strt>
|
|
<Len>1</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Flag_DF</Description>
|
|
<Key>sig10</Key>
|
|
<ValueType>2</ValueType>
|
|
<Equation>bit6({B21})</Equation>
|
|
<Format>True/False</Format>
|
|
<SetValueEquation>False</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>161</Strt>
|
|
<Len>1</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Flag_MF</Description>
|
|
<Key>sig11</Key>
|
|
<ValueType>2</ValueType>
|
|
<Equation>bit5({B21})</Equation>
|
|
<Format>True/False</Format>
|
|
<SetValueEquation>False</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>162</Strt>
|
|
<Len>1</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Fragment Offset</Description>
|
|
<Key>sig12</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,163,13</Equation>
|
|
<UpperRange>8191</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>163</Strt>
|
|
<Len>13</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Time To Live</Description>
|
|
<Key>sig13</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,176,8</Equation>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>128</SetValueEquation>
|
|
<SetValueDouble>128</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>176</Strt>
|
|
<Len>8</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Protocol</Description>
|
|
<Key>sig14</Key>
|
|
<ValueType>3</ValueType>
|
|
<Equation>~0,1,184,8</Equation>
|
|
<StateTable>
|
|
<State>
|
|
<Text>ICMPv4</Text>
|
|
<Value>1</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IGMP</Text>
|
|
<Value>2</Value>
|
|
</State>
|
|
<State>
|
|
<Text>GGP</Text>
|
|
<Value>3</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IP-in-IP</Text>
|
|
<Value>4</Value>
|
|
</State>
|
|
<State>
|
|
<Text>ST</Text>
|
|
<Value>5</Value>
|
|
</State>
|
|
<State>
|
|
<Text>TCP</Text>
|
|
<Value>6</Value>
|
|
</State>
|
|
<State>
|
|
<Text>CBT</Text>
|
|
<Value>7</Value>
|
|
</State>
|
|
<State>
|
|
<Text>EGP</Text>
|
|
<Value>8</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IGP</Text>
|
|
<Value>9</Value>
|
|
</State>
|
|
<State>
|
|
<Text>BBN-RCC-MON</Text>
|
|
<Value>10</Value>
|
|
</State>
|
|
<State>
|
|
<Text>NVP-II</Text>
|
|
<Value>11</Value>
|
|
</State>
|
|
<State>
|
|
<Text>PUP</Text>
|
|
<Value>12</Value>
|
|
</State>
|
|
<State>
|
|
<Text>ARGUS</Text>
|
|
<Value>13</Value>
|
|
</State>
|
|
<State>
|
|
<Text>EMCON</Text>
|
|
<Value>14</Value>
|
|
</State>
|
|
<State>
|
|
<Text>XNET</Text>
|
|
<Value>15</Value>
|
|
</State>
|
|
<State>
|
|
<Text>CHAOS</Text>
|
|
<Value>16</Value>
|
|
</State>
|
|
<State>
|
|
<Text>UDP</Text>
|
|
<Value>17</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv6</Text>
|
|
<Value>41</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv6-ICMP</Text>
|
|
<Value>58</Value>
|
|
</State>
|
|
<State>
|
|
<Text>Reserved</Text>
|
|
<Value>255</Value>
|
|
</State>
|
|
</StateTable>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>UDP</SetValueEquation>
|
|
<SetValueDouble>17</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>184</Strt>
|
|
<Len>8</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>IPv4 Header Checksum</Description>
|
|
<Key>sig15</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,192,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>192</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Source IP Address</Description>
|
|
<Key>sig16</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,208,32</Equation>
|
|
<Format>IPv4 Address</Format>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>10.0.0.1</SetValueEquation>
|
|
<SetValueDouble>167772161</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>208</Strt>
|
|
<Len>32</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Destination IP Address</Description>
|
|
<Key>sig17</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,240,32</Equation>
|
|
<Format>IPv4 Address</Format>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>10.0.0.2</SetValueEquation>
|
|
<SetValueDouble>167772162</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>240</Strt>
|
|
<Len>32</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Source Port</Description>
|
|
<Key>sig18</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,272,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>60001</SetValueEquation>
|
|
<SetValueDouble>60001</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>272</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>1</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Destination Port</Description>
|
|
<Key>sig19</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,288,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>60002</SetValueEquation>
|
|
<SetValueDouble>60002</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>288</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>1</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>UDP Header + Data Length</Description>
|
|
<Key>sig20</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,304,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>9</SetValueEquation>
|
|
<SetValueDouble>9</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>304</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>1</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>UDP Checksum</Description>
|
|
<Key>sig21</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,320,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>320</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>1</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>RAMP_0.5Hz</Description>
|
|
<Key>sig22</Key>
|
|
<ValueSource>2</ValueSource>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,336,8</Equation>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<CalcSignalType>4</CalcSignalType>
|
|
<CalcMin>0</CalcMin>
|
|
<CalcMax>255</CalcMax>
|
|
<CalcFreq>0.05</CalcFreq>
|
|
<CalcPhase>0</CalcPhase>
|
|
<CalcDuty>50</CalcDuty>
|
|
<SetValueEquation>128</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>336</Strt>
|
|
<Len>8</Len>
|
|
</Signal>
|
|
</MsgSignals>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out90</Key>
|
|
<Color>16711680</Color>
|
|
<ISO15765FCArbID>7E0</ISO15765FCArbID>
|
|
<ISO15765FCExtendedAddress>00</ISO15765FCExtendedAddress>
|
|
<AutoTxType>2</AutoTxType>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>SFP01_in (decoded by MACSec)</Description>
|
|
<Key>out90</Key>
|
|
<ByteString0>IPv4</ByteString0>
|
|
<ByteString1>0,0,0,0,0,0,0</ByteString1>
|
|
<ByteString2>UDP</ByteString2>
|
|
<ByteString3>10.0.2.1</ByteString3>
|
|
<ByteString4>60001</ByteString4>
|
|
<ByteString5>10.0.2.2</ByteString5>
|
|
<ByteString6>60002</ByteString6>
|
|
<NetworkKey>net72</NetworkKey>
|
|
<DisplayColor>16711680</DisplayColor>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
<MsgSignals>
|
|
<Signal>
|
|
<Description>Destination MAC Address</Description>
|
|
<Key>sig0</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,0,48</Equation>
|
|
<Format>MAC Address</Format>
|
|
<UpperRange>1099511627775</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>00:FC:70:00:00:02</SetValueEquation>
|
|
<SetValueDouble>1084210806786</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Len>48</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Source MAC Address</Description>
|
|
<Key>sig1</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,48,48</Equation>
|
|
<Format>MAC Address</Format>
|
|
<UpperRange>1099511627775</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>00:FC:70:00:00:01</SetValueEquation>
|
|
<SetValueDouble>1084210806785</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>48</Strt>
|
|
<Len>48</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>EtherType or Length</Description>
|
|
<Key>sig2</Key>
|
|
<ValueType>3</ValueType>
|
|
<Equation>~0,1,96,16</Equation>
|
|
<StateTable>
|
|
<State>
|
|
<Text>PTP</Text>
|
|
<Value>35063</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv4</Text>
|
|
<Value>2048</Value>
|
|
</State>
|
|
<State>
|
|
<Text>ARP</Text>
|
|
<Value>2054</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IEEE1722</Text>
|
|
<Value>8944</Value>
|
|
</State>
|
|
<State>
|
|
<Text>RARP</Text>
|
|
<Value>32821</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1Q Virtual LAN</Text>
|
|
<Value>33024</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1CB R-Tag</Text>
|
|
<Value>61889</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv6</Text>
|
|
<Value>34525</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1ad Provider Bridge (Q-in-Q)</Text>
|
|
<Value>34984</Value>
|
|
</State>
|
|
<State>
|
|
<Text>MVRP</Text>
|
|
<Value>35061</Value>
|
|
</State>
|
|
<State>
|
|
<Text>MSRP</Text>
|
|
<Value>8938</Value>
|
|
</State>
|
|
</StateTable>
|
|
<UpperRange>61889</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>IPv4</SetValueEquation>
|
|
<SetValueDouble>2048</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>96</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>IP Version</Description>
|
|
<Key>sig3</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,112,4</Equation>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>4</SetValueEquation>
|
|
<SetValueDouble>4</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>112</Strt>
|
|
<Len>4</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Internet Header Length</Description>
|
|
<Key>sig4</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,116,4</Equation>
|
|
<UpperRange>15</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>5</SetValueEquation>
|
|
<SetValueDouble>5</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>116</Strt>
|
|
<Len>4</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Differentiated Services Code Point</Description>
|
|
<Key>sig5</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,120,6</Equation>
|
|
<UpperRange>63</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>120</Strt>
|
|
<Len>6</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Explicit Congestion Notification</Description>
|
|
<Key>sig6</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,126,2</Equation>
|
|
<UpperRange>3</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>126</Strt>
|
|
<Len>2</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Total Length</Description>
|
|
<Key>sig7</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,128,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>20</SetValueEquation>
|
|
<SetValueDouble>29</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>128</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Identification</Description>
|
|
<Key>sig8</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,144,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>144</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Flag_Reserved</Description>
|
|
<Key>sig9</Key>
|
|
<ValueType>2</ValueType>
|
|
<Equation>bit7({B21})</Equation>
|
|
<Format>True/False</Format>
|
|
<SetValueEquation>False</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>160</Strt>
|
|
<Len>1</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Flag_DF</Description>
|
|
<Key>sig10</Key>
|
|
<ValueType>2</ValueType>
|
|
<Equation>bit6({B21})</Equation>
|
|
<Format>True/False</Format>
|
|
<SetValueEquation>False</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>161</Strt>
|
|
<Len>1</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Flag_MF</Description>
|
|
<Key>sig11</Key>
|
|
<ValueType>2</ValueType>
|
|
<Equation>bit5({B21})</Equation>
|
|
<Format>True/False</Format>
|
|
<SetValueEquation>False</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>162</Strt>
|
|
<Len>1</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Fragment Offset</Description>
|
|
<Key>sig12</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,163,13</Equation>
|
|
<UpperRange>8191</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>163</Strt>
|
|
<Len>13</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Time To Live</Description>
|
|
<Key>sig13</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,176,8</Equation>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>128</SetValueEquation>
|
|
<SetValueDouble>128</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>176</Strt>
|
|
<Len>8</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Protocol</Description>
|
|
<Key>sig14</Key>
|
|
<ValueType>3</ValueType>
|
|
<Equation>~0,1,184,8</Equation>
|
|
<StateTable>
|
|
<State>
|
|
<Text>ICMPv4</Text>
|
|
<Value>1</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IGMP</Text>
|
|
<Value>2</Value>
|
|
</State>
|
|
<State>
|
|
<Text>GGP</Text>
|
|
<Value>3</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IP-in-IP</Text>
|
|
<Value>4</Value>
|
|
</State>
|
|
<State>
|
|
<Text>ST</Text>
|
|
<Value>5</Value>
|
|
</State>
|
|
<State>
|
|
<Text>TCP</Text>
|
|
<Value>6</Value>
|
|
</State>
|
|
<State>
|
|
<Text>CBT</Text>
|
|
<Value>7</Value>
|
|
</State>
|
|
<State>
|
|
<Text>EGP</Text>
|
|
<Value>8</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IGP</Text>
|
|
<Value>9</Value>
|
|
</State>
|
|
<State>
|
|
<Text>BBN-RCC-MON</Text>
|
|
<Value>10</Value>
|
|
</State>
|
|
<State>
|
|
<Text>NVP-II</Text>
|
|
<Value>11</Value>
|
|
</State>
|
|
<State>
|
|
<Text>PUP</Text>
|
|
<Value>12</Value>
|
|
</State>
|
|
<State>
|
|
<Text>ARGUS</Text>
|
|
<Value>13</Value>
|
|
</State>
|
|
<State>
|
|
<Text>EMCON</Text>
|
|
<Value>14</Value>
|
|
</State>
|
|
<State>
|
|
<Text>XNET</Text>
|
|
<Value>15</Value>
|
|
</State>
|
|
<State>
|
|
<Text>CHAOS</Text>
|
|
<Value>16</Value>
|
|
</State>
|
|
<State>
|
|
<Text>UDP</Text>
|
|
<Value>17</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv6</Text>
|
|
<Value>41</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv6-ICMP</Text>
|
|
<Value>58</Value>
|
|
</State>
|
|
<State>
|
|
<Text>Reserved</Text>
|
|
<Value>255</Value>
|
|
</State>
|
|
</StateTable>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>UDP</SetValueEquation>
|
|
<SetValueDouble>17</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>184</Strt>
|
|
<Len>8</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>IPv4 Header Checksum</Description>
|
|
<Key>sig15</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,192,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>8910</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>192</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Source IP Address</Description>
|
|
<Key>sig16</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,208,32</Equation>
|
|
<Format>IPv4 Address</Format>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>10.0.2.1</SetValueEquation>
|
|
<SetValueDouble>167772673</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>208</Strt>
|
|
<Len>32</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Destination IP Address</Description>
|
|
<Key>sig17</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,240,32</Equation>
|
|
<Format>IPv4 Address</Format>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>10.0.2.2</SetValueEquation>
|
|
<SetValueDouble>167772674</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>240</Strt>
|
|
<Len>32</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Source Port</Description>
|
|
<Key>sig18</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,272,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>60001</SetValueEquation>
|
|
<SetValueDouble>60001</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>272</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>1</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Destination Port</Description>
|
|
<Key>sig19</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,288,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>60002</SetValueEquation>
|
|
<SetValueDouble>60002</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>288</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>1</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>UDP Header + Data Length</Description>
|
|
<Key>sig20</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,304,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>8</SetValueEquation>
|
|
<SetValueDouble>9</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>304</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>1</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>UDP Checksum</Description>
|
|
<Key>sig21</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,320,16</Equation>
|
|
<UpperRange>65535</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<CalcSignalType>1</CalcSignalType>
|
|
<CalcMin>0</CalcMin>
|
|
<CalcMax>65535</CalcMax>
|
|
<CalcFreq>0.1</CalcFreq>
|
|
<CalcPhase>0</CalcPhase>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>65535</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>320</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>1</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Sine_0.1_out</Description>
|
|
<Key>sig22</Key>
|
|
<ValueSource>2</ValueSource>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,336,8</Equation>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<CalcSignalType>1</CalcSignalType>
|
|
<CalcMin>0</CalcMin>
|
|
<CalcMax>255</CalcMax>
|
|
<CalcFreq>0.2</CalcFreq>
|
|
<CalcPhase>0</CalcPhase>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>336</Strt>
|
|
<Len>8</Len>
|
|
</Signal>
|
|
</MsgSignals>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out92</Key>
|
|
<Color>255</Color>
|
|
<ISO15765FCArbID>7E0</ISO15765FCArbID>
|
|
<ISO15765FCExtendedAddress>00</ISO15765FCExtendedAddress>
|
|
<AutoTxType>2</AutoTxType>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>MACsec</Description>
|
|
<Key>out92</Key>
|
|
<ByteString0>0x88E5</ByteString0>
|
|
<ByteString1>0,0,0,0,0,0,0</ByteString1>
|
|
<ByteString3>00:FC:70:00:00:01</ByteString3>
|
|
<ByteString5>00:FC:70:00:00:02</ByteString5>
|
|
<NetworkKey>net72</NetworkKey>
|
|
<DisplayColor>255</DisplayColor>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
<MsgSignals>
|
|
<Signal>
|
|
<Description>Destination MAC Address</Description>
|
|
<Key>sig0</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,0,48</Equation>
|
|
<Format>MAC Address</Format>
|
|
<UpperRange>1099511627775</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>00:FC:70:00:00:02</SetValueEquation>
|
|
<SetValueDouble>1084210806786</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Len>48</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Source MAC Address</Description>
|
|
<Key>sig1</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,48,48</Equation>
|
|
<Format>MAC Address</Format>
|
|
<UpperRange>1099511627775</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>00:FC:70:00:00:01</SetValueEquation>
|
|
<SetValueDouble>1084210806785</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>48</Strt>
|
|
<Len>48</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>EtherType or Length</Description>
|
|
<Key>sig2</Key>
|
|
<ValueType>3</ValueType>
|
|
<Equation>~0,1,96,16</Equation>
|
|
<StateTable>
|
|
<State>
|
|
<Text>PTP</Text>
|
|
<Value>35063</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv4</Text>
|
|
<Value>2048</Value>
|
|
</State>
|
|
<State>
|
|
<Text>ARP</Text>
|
|
<Value>2054</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IEEE1722</Text>
|
|
<Value>8944</Value>
|
|
</State>
|
|
<State>
|
|
<Text>RARP</Text>
|
|
<Value>32821</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1Q Virtual LAN</Text>
|
|
<Value>33024</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1CB R-Tag</Text>
|
|
<Value>61889</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv6</Text>
|
|
<Value>34525</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1ad Provider Bridge (Q-in-Q)</Text>
|
|
<Value>34984</Value>
|
|
</State>
|
|
<State>
|
|
<Text>MVRP</Text>
|
|
<Value>35061</Value>
|
|
</State>
|
|
<State>
|
|
<Text>MSRP</Text>
|
|
<Value>8938</Value>
|
|
</State>
|
|
</StateTable>
|
|
<UpperRange>61889</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>35045</SetValueEquation>
|
|
<SetValueDouble>35045</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>96</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Raw_Byte_Pos</Description>
|
|
<Key>sig3</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,336,8</Equation>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>336</Strt>
|
|
<Len>8</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
</MsgSignals>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out108</Key>
|
|
<Color>8388736</Color>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>MACsec</Description>
|
|
<Key>out108</Key>
|
|
<ByteString0>0x88E5</ByteString0>
|
|
<ByteString1>0,0,0,0,0,0,0</ByteString1>
|
|
<ByteString3>00:FC:70:00:00:01</ByteString3>
|
|
<ByteString5>00:FC:70:00:00:02</ByteString5>
|
|
<ByteString7>L,2C,00,00,04,1D,C2,AF,AF,AF,AF,AF,AF,FF,FF,C3,C3,AA,7A,85,4D,97,1F,BE,F3,9B,C7,EC,E7,45,00,00,00,88,FF,01,00,E5,FF,04,00,5C,10,00,00,00,FC,70,00,00,02,00,FC,2F,80,F1,C5,DF,8A,CF,F6,D3,00,25,00,5C,00,00,FC,70,00,00,02,00,FC,70,00,00,01</ByteString7>
|
|
<NetworkKey>net87</NetworkKey>
|
|
<DisplayColor>8388736</DisplayColor>
|
|
<BytesToReserve>29</BytesToReserve>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
<MsgSignals>
|
|
<Signal>
|
|
<Description>Destination MAC Address</Description>
|
|
<Key>sig0</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,0,48</Equation>
|
|
<Format>MAC Address</Format>
|
|
<UpperRange>1099511627775</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>00:FC:70:00:00:02</SetValueEquation>
|
|
<SetValueDouble>1084210806786</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Len>48</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Source MAC Address</Description>
|
|
<Key>sig1</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,48,48</Equation>
|
|
<Format>MAC Address</Format>
|
|
<UpperRange>1099511627775</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>00:FC:70:00:00:01</SetValueEquation>
|
|
<SetValueDouble>1084210806785</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>48</Strt>
|
|
<Len>48</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>EtherType or Length</Description>
|
|
<Key>sig2</Key>
|
|
<ValueType>3</ValueType>
|
|
<Equation>~0,1,96,16</Equation>
|
|
<StateTable>
|
|
<State>
|
|
<Text>PTP</Text>
|
|
<Value>35063</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv4</Text>
|
|
<Value>2048</Value>
|
|
</State>
|
|
<State>
|
|
<Text>ARP</Text>
|
|
<Value>2054</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IEEE1722</Text>
|
|
<Value>8944</Value>
|
|
</State>
|
|
<State>
|
|
<Text>RARP</Text>
|
|
<Value>32821</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1Q Virtual LAN</Text>
|
|
<Value>33024</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1CB R-Tag</Text>
|
|
<Value>61889</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv6</Text>
|
|
<Value>34525</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1ad Provider Bridge (Q-in-Q)</Text>
|
|
<Value>34984</Value>
|
|
</State>
|
|
<State>
|
|
<Text>MVRP</Text>
|
|
<Value>35061</Value>
|
|
</State>
|
|
<State>
|
|
<Text>MSRP</Text>
|
|
<Value>8938</Value>
|
|
</State>
|
|
</StateTable>
|
|
<UpperRange>61889</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>35045</SetValueEquation>
|
|
<SetValueDouble>35045</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>96</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Raw_Byte_Pos</Description>
|
|
<Key>sig3</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,336,8</Equation>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>126</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>336</Strt>
|
|
<Len>8</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
</MsgSignals>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out109</Key>
|
|
<Color>8388736</Color>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>MACsec</Description>
|
|
<Key>out109</Key>
|
|
<ByteString0>0x88E5</ByteString0>
|
|
<ByteString1>0,0,0,0,0,0,0</ByteString1>
|
|
<ByteString3>00:FC:70:00:00:01</ByteString3>
|
|
<ByteString5>00:FC:70:00:00:02</ByteString5>
|
|
<ByteString7>L,2C,00,00,04,2F,70,AF,AF,AF,AF,AF,AF,FF,FF,00,8B,C8,7F,09,AD,52,EC,D5,B5,3C,2E,0E,0C,8D,2D,28,38,9A,94,4C,D4,EE,F6,D0,FE,9C,94,D2,1C,89,13,57,15,A5,B1,26,9B,5D,6D,9A,B6,34,22,02,A4,7D,42,05,6B,37,0A,AA,F7,9D,28,15,79,11,F5,45,1B,9B,2C</ByteString7>
|
|
<NetworkKey>net88</NetworkKey>
|
|
<DisplayColor>8388736</DisplayColor>
|
|
<BytesToReserve>29</BytesToReserve>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
<MsgSignals>
|
|
<Signal>
|
|
<Description>Destination MAC Address</Description>
|
|
<Key>sig0</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,0,48</Equation>
|
|
<Format>MAC Address</Format>
|
|
<UpperRange>1099511627775</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>00:FC:70:00:00:02</SetValueEquation>
|
|
<SetValueDouble>1084210806786</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Len>48</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Source MAC Address</Description>
|
|
<Key>sig1</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,48,48</Equation>
|
|
<Format>MAC Address</Format>
|
|
<UpperRange>1099511627775</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>00:FC:70:00:00:01</SetValueEquation>
|
|
<SetValueDouble>1084210806785</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>48</Strt>
|
|
<Len>48</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>EtherType or Length</Description>
|
|
<Key>sig2</Key>
|
|
<ValueType>3</ValueType>
|
|
<Equation>~0,1,96,16</Equation>
|
|
<StateTable>
|
|
<State>
|
|
<Text>PTP</Text>
|
|
<Value>35063</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv4</Text>
|
|
<Value>2048</Value>
|
|
</State>
|
|
<State>
|
|
<Text>ARP</Text>
|
|
<Value>2054</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IEEE1722</Text>
|
|
<Value>8944</Value>
|
|
</State>
|
|
<State>
|
|
<Text>RARP</Text>
|
|
<Value>32821</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1Q Virtual LAN</Text>
|
|
<Value>33024</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1CB R-Tag</Text>
|
|
<Value>61889</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv6</Text>
|
|
<Value>34525</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1ad Provider Bridge (Q-in-Q)</Text>
|
|
<Value>34984</Value>
|
|
</State>
|
|
<State>
|
|
<Text>MVRP</Text>
|
|
<Value>35061</Value>
|
|
</State>
|
|
<State>
|
|
<Text>MSRP</Text>
|
|
<Value>8938</Value>
|
|
</State>
|
|
</StateTable>
|
|
<UpperRange>61889</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>35045</SetValueEquation>
|
|
<SetValueDouble>35045</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>96</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Raw_Byte_Pos</Description>
|
|
<Key>sig3</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,336,8</Equation>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>0</SetValueEquation>
|
|
<SetValueDouble>126</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>336</Strt>
|
|
<Len>8</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
</MsgSignals>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out110</Key>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>Manipulate</Description>
|
|
<Key>out110</Key>
|
|
<ByteString0>111</ByteString0>
|
|
<NetworkKey>net8</NetworkKey>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
<MsgSignals>
|
|
<Signal>
|
|
<Description>Manipulate</Description>
|
|
<Key>sig0</Key>
|
|
<ValueType>2</ValueType>
|
|
<Equation>bit7({B1})</Equation>
|
|
<Format>True/False</Format>
|
|
<SetValueEquation>False</SetValueEquation>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Len>1</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
</MsgSignals>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out111</Key>
|
|
<Color>8388608</Color>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>TX_AE1</Description>
|
|
<Key>out111</Key>
|
|
<ByteString0>0x88E5</ByteString0>
|
|
<ByteString1>0,0,0,0,0,0,0</ByteString1>
|
|
<ByteString3>00:FC:70:00:00:01</ByteString3>
|
|
<ByteString5>00:FC:70:00:00:02</ByteString5>
|
|
<NetworkKey>net87</NetworkKey>
|
|
<SourceNetworkKey>net87</SourceNetworkKey>
|
|
<DisplayColor>8388608</DisplayColor>
|
|
<BytesToReserve>29</BytesToReserve>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
<MsgSignals>
|
|
<Signal>
|
|
<Description>Destination MAC Address</Description>
|
|
<Key>sig0</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,0,48</Equation>
|
|
<Format>MAC Address</Format>
|
|
<UpperRange>1099511627775</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>00:FC:70:00:00:02</SetValueEquation>
|
|
<SetValueDouble>1084210806786</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Len>48</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Source MAC Address</Description>
|
|
<Key>sig1</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,48,48</Equation>
|
|
<Format>MAC Address</Format>
|
|
<UpperRange>1099511627775</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>00:FC:70:00:00:01</SetValueEquation>
|
|
<SetValueDouble>1084210806785</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>48</Strt>
|
|
<Len>48</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>EtherType or Length</Description>
|
|
<Key>sig2</Key>
|
|
<ValueType>3</ValueType>
|
|
<Equation>~0,1,96,16</Equation>
|
|
<StateTable>
|
|
<State>
|
|
<Text>PTP</Text>
|
|
<Value>35063</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv4</Text>
|
|
<Value>2048</Value>
|
|
</State>
|
|
<State>
|
|
<Text>ARP</Text>
|
|
<Value>2054</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IEEE1722</Text>
|
|
<Value>8944</Value>
|
|
</State>
|
|
<State>
|
|
<Text>RARP</Text>
|
|
<Value>32821</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1Q Virtual LAN</Text>
|
|
<Value>33024</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1CB R-Tag</Text>
|
|
<Value>61889</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv6</Text>
|
|
<Value>34525</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1ad Provider Bridge (Q-in-Q)</Text>
|
|
<Value>34984</Value>
|
|
</State>
|
|
<State>
|
|
<Text>MVRP</Text>
|
|
<Value>35061</Value>
|
|
</State>
|
|
<State>
|
|
<Text>MSRP</Text>
|
|
<Value>8938</Value>
|
|
</State>
|
|
</StateTable>
|
|
<UpperRange>61889</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>35045</SetValueEquation>
|
|
<SetValueDouble>35045</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>96</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>out</Description>
|
|
<Key>sig3</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,336,8</Equation>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>336</Strt>
|
|
<Len>8</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
</MsgSignals>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
<TxMsg>
|
|
<Key>out112</Key>
|
|
<Color>16776960</Color>
|
|
<TxMsgProperties>
|
|
<MsgSig>
|
|
<Description>TX_AE2</Description>
|
|
<Key>out112</Key>
|
|
<ByteString0>0x88E5</ByteString0>
|
|
<ByteString1>0,0,0,0,0,0,0</ByteString1>
|
|
<ByteString3>00:FC:70:00:00:01</ByteString3>
|
|
<ByteString5>00:FC:70:00:00:02</ByteString5>
|
|
<NetworkKey>net88</NetworkKey>
|
|
<SourceNetworkKey>net88</SourceNetworkKey>
|
|
<DisplayColor>16776960</DisplayColor>
|
|
<BytesToReserve>29</BytesToReserve>
|
|
<EnableTCPConnections>False</EnableTCPConnections>
|
|
<MsgSignals>
|
|
<Signal>
|
|
<Description>Destination MAC Address</Description>
|
|
<Key>sig0</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,0,48</Equation>
|
|
<Format>MAC Address</Format>
|
|
<UpperRange>1099511627775</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>00:FC:70:00:00:02</SetValueEquation>
|
|
<SetValueDouble>1084210806786</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Len>48</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>Source MAC Address</Description>
|
|
<Key>sig1</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,48,48</Equation>
|
|
<Format>MAC Address</Format>
|
|
<UpperRange>1099511627775</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>00:FC:70:00:00:01</SetValueEquation>
|
|
<SetValueDouble>1084210806785</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>48</Strt>
|
|
<Len>48</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>EtherType or Length</Description>
|
|
<Key>sig2</Key>
|
|
<ValueType>3</ValueType>
|
|
<Equation>~0,1,96,16</Equation>
|
|
<StateTable>
|
|
<State>
|
|
<Text>PTP</Text>
|
|
<Value>35063</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv4</Text>
|
|
<Value>2048</Value>
|
|
</State>
|
|
<State>
|
|
<Text>ARP</Text>
|
|
<Value>2054</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IEEE1722</Text>
|
|
<Value>8944</Value>
|
|
</State>
|
|
<State>
|
|
<Text>RARP</Text>
|
|
<Value>32821</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1Q Virtual LAN</Text>
|
|
<Value>33024</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1CB R-Tag</Text>
|
|
<Value>61889</Value>
|
|
</State>
|
|
<State>
|
|
<Text>IPv6</Text>
|
|
<Value>34525</Value>
|
|
</State>
|
|
<State>
|
|
<Text>802.1ad Provider Bridge (Q-in-Q)</Text>
|
|
<Value>34984</Value>
|
|
</State>
|
|
<State>
|
|
<Text>MVRP</Text>
|
|
<Value>35061</Value>
|
|
</State>
|
|
<State>
|
|
<Text>MSRP</Text>
|
|
<Value>8938</Value>
|
|
</State>
|
|
</StateTable>
|
|
<UpperRange>61889</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueEquation>35045</SetValueEquation>
|
|
<SetValueDouble>35045</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>96</Strt>
|
|
<Len>16</Len>
|
|
<EthernetPayloadType>3</EthernetPayloadType>
|
|
</Signal>
|
|
<Signal>
|
|
<Description>out</Description>
|
|
<Key>sig3</Key>
|
|
<ValueType>1</ValueType>
|
|
<Equation>{Raw Value}|0,1,336,8</Equation>
|
|
<UpperRange>255</UpperRange>
|
|
<LowerRange>0</LowerRange>
|
|
<SetValueDouble>0</SetValueDouble>
|
|
<SaveLastValue>True</SaveLastValue>
|
|
<Strt>336</Strt>
|
|
<Len>8</Len>
|
|
<EthernetPayloadType>2</EthernetPayloadType>
|
|
</Signal>
|
|
</MsgSignals>
|
|
</MsgSig>
|
|
</TxMsgProperties>
|
|
</TxMsg>
|
|
</TxMsgs>
|
|
<FBlocks>
|
|
<FBlock>
|
|
<Description>Read SFP MSA (I2C2)</Description>
|
|
<Key>tst27</Key>
|
|
<TestType>8</TestType>
|
|
<FilePath>Capture File Function Block 1</FilePath>
|
|
<StartMode>1</StartMode>
|
|
<AppendFileValueTypeInput>True</AppendFileValueTypeInput>
|
|
<LogRate>1</LogRate>
|
|
<AfterStopTime>5000</AfterStopTime>
|
|
<StopNumberOfMessages>1</StopNumberOfMessages>
|
|
<StopAfterTime>1</StopAfterTime>
|
|
<NumberOfGenerations>1</NumberOfGenerations>
|
|
<FileSaveAsBinary>True</FileSaveAsBinary>
|
|
<Notes>{\rtf1\ansi\ansicpg1252\deff0{\fonttbl{\f0\fnil\fcharset0 Tahoma;}}
|
|
\viewkind4\uc1\pard\lang1033\f0\fs16\par
|
|
}
|
|
</Notes>
|
|
<ValueReplayOutKey>out1</ValueReplayOutKey>
|
|
<PlaybackSpeed>1</PlaybackSpeed>
|
|
<Steps>
|
|
<Step>
|
|
<Key>stp0</Key>
|
|
<StepType>14</StepType>
|
|
<StepComment>TODO: Add step commands here</StepComment>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp1</Key>
|
|
<StepType>1</StepType>
|
|
<StepLongValue2>12</StepLongValue2>
|
|
<StepStringValue>out40</StepStringValue>
|
|
<StepStringValue2>Read SFP MSA (I2C2)</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp3</Key>
|
|
<StepType>8</StepType>
|
|
<StepLongValue>100</StepLongValue>
|
|
<StepLongValue2>-1</StepLongValue2>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Equation>100</Equation>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp4</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp5</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp6</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp7</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp8</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp9</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
</Steps>
|
|
</FBlock>
|
|
<FBlock>
|
|
<Description>Read SFP MSA (I2C3)</Description>
|
|
<Key>tst9</Key>
|
|
<TestType>8</TestType>
|
|
<FilePath>Capture File Function Block 1</FilePath>
|
|
<StartMode>1</StartMode>
|
|
<AppendFileValueTypeInput>True</AppendFileValueTypeInput>
|
|
<LogRate>1</LogRate>
|
|
<AfterStopTime>5000</AfterStopTime>
|
|
<StopNumberOfMessages>1</StopNumberOfMessages>
|
|
<StopAfterTime>1</StopAfterTime>
|
|
<NumberOfGenerations>1</NumberOfGenerations>
|
|
<FileSaveAsBinary>True</FileSaveAsBinary>
|
|
<Notes>{\rtf1\ansi\ansicpg1252\deff0{\fonttbl{\f0\fnil\fcharset0 Tahoma;}}
|
|
\viewkind4\uc1\pard\lang1033\f0\fs16\par
|
|
}
|
|
</Notes>
|
|
<ValueReplayOutKey>out1</ValueReplayOutKey>
|
|
<PlaybackSpeed>1</PlaybackSpeed>
|
|
<Steps>
|
|
<Step>
|
|
<Key>stp0</Key>
|
|
<StepType>14</StepType>
|
|
<StepComment>TODO: Add step commands here</StepComment>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp1</Key>
|
|
<StepType>1</StepType>
|
|
<StepLongValue2>3</StepLongValue2>
|
|
<StepStringValue>out26</StepStringValue>
|
|
<StepStringValue2>Read SFP MSA (I2C3)</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp3</Key>
|
|
<StepType>8</StepType>
|
|
<StepLongValue>100</StepLongValue>
|
|
<StepLongValue2>-1</StepLongValue2>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Equation>100</Equation>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp4</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp5</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp6</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp7</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp8</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp9</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
</Steps>
|
|
</FBlock>
|
|
<FBlock>
|
|
<Description>PHY Read ID 1 Reg (Alternate addr) (I2C3)</Description>
|
|
<Key>tst25</Key>
|
|
<TestType>8</TestType>
|
|
<FilePath>Capture File Function Block 1</FilePath>
|
|
<StartMode>1</StartMode>
|
|
<AppendFileValueTypeInput>True</AppendFileValueTypeInput>
|
|
<LogRate>1</LogRate>
|
|
<AfterStopTime>5000</AfterStopTime>
|
|
<StopNumberOfMessages>1</StopNumberOfMessages>
|
|
<StopAfterTime>1</StopAfterTime>
|
|
<NumberOfGenerations>1</NumberOfGenerations>
|
|
<FileSaveAsBinary>True</FileSaveAsBinary>
|
|
<Notes>{\rtf1\ansi\ansicpg1252\deff0{\fonttbl{\f0\fnil\fcharset0 Tahoma;}}
|
|
\viewkind4\uc1\pard\lang1033\f0\fs16\par
|
|
}
|
|
</Notes>
|
|
<ValueReplayOutKey>out1</ValueReplayOutKey>
|
|
<PlaybackSpeed>1</PlaybackSpeed>
|
|
<Steps>
|
|
<Step>
|
|
<Key>stp0</Key>
|
|
<StepType>14</StepType>
|
|
<StepComment>TODO: Add step commands here</StepComment>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp1</Key>
|
|
<StepType>1</StepType>
|
|
<StepLongValue2>23</StepLongValue2>
|
|
<StepStringValue>out38</StepStringValue>
|
|
<StepStringValue2>PHY Request ID1 Reg (Alternate addr) (I2C3)</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp10</Key>
|
|
<StepType>2</StepType>
|
|
<StepLongValue2>-1</StepLongValue2>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Equation>1</Equation>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp2</Key>
|
|
<StepType>1</StepType>
|
|
<StepLongValue2>25</StepLongValue2>
|
|
<StepStringValue>out46</StepStringValue>
|
|
<StepStringValue2>PHY Read Reg (Alternate addr) (I2C3)</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp3</Key>
|
|
<StepType>8</StepType>
|
|
<StepLongValue>100</StepLongValue>
|
|
<StepLongValue2>-1</StepLongValue2>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Equation>100</Equation>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp4</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp5</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp6</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp7</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp8</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp9</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
</Steps>
|
|
</FBlock>
|
|
<FBlock>
|
|
<Description>PHY Read ID 2 Reg (Alternate addr) (I2C3)</Description>
|
|
<Key>tst26</Key>
|
|
<TestType>8</TestType>
|
|
<FilePath>Capture File Function Block 1</FilePath>
|
|
<StartMode>1</StartMode>
|
|
<AppendFileValueTypeInput>True</AppendFileValueTypeInput>
|
|
<LogRate>1</LogRate>
|
|
<AfterStopTime>5000</AfterStopTime>
|
|
<StopNumberOfMessages>1</StopNumberOfMessages>
|
|
<StopAfterTime>1</StopAfterTime>
|
|
<NumberOfGenerations>1</NumberOfGenerations>
|
|
<FileSaveAsBinary>True</FileSaveAsBinary>
|
|
<Notes>{\rtf1\ansi\ansicpg1252\deff0{\fonttbl{\f0\fnil\fcharset0 Tahoma;}}
|
|
\viewkind4\uc1\pard\lang1033\f0\fs16\par
|
|
}
|
|
</Notes>
|
|
<ValueReplayOutKey>out1</ValueReplayOutKey>
|
|
<PlaybackSpeed>1</PlaybackSpeed>
|
|
<Steps>
|
|
<Step>
|
|
<Key>stp0</Key>
|
|
<StepType>14</StepType>
|
|
<StepComment>TODO: Add step commands here</StepComment>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp1</Key>
|
|
<StepType>1</StepType>
|
|
<StepLongValue2>24</StepLongValue2>
|
|
<StepStringValue>out42</StepStringValue>
|
|
<StepStringValue2>PHY Request ID2 Reg (Alternate addr) (I2C3)</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp10</Key>
|
|
<StepType>2</StepType>
|
|
<StepLongValue2>-1</StepLongValue2>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Equation>1</Equation>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp2</Key>
|
|
<StepType>1</StepType>
|
|
<StepLongValue2>25</StepLongValue2>
|
|
<StepStringValue>out46</StepStringValue>
|
|
<StepStringValue2>PHY Read Reg (Alternate addr) (I2C3)</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp3</Key>
|
|
<StepType>8</StepType>
|
|
<StepLongValue>100</StepLongValue>
|
|
<StepLongValue2>-1</StepLongValue2>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Equation>100</Equation>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp4</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp5</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp6</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp7</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp8</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp9</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
</Steps>
|
|
</FBlock>
|
|
<FBlock>
|
|
<Description>PHY Read ID 1 Reg (Standard addr) (I2C3)</Description>
|
|
<Key>tst0</Key>
|
|
<TestType>8</TestType>
|
|
<FilePath>Capture File Function Block 1</FilePath>
|
|
<StartMode>1</StartMode>
|
|
<AppendFileValueTypeInput>True</AppendFileValueTypeInput>
|
|
<LogRate>1</LogRate>
|
|
<AfterStopTime>5000</AfterStopTime>
|
|
<StopNumberOfMessages>1</StopNumberOfMessages>
|
|
<StopAfterTime>1</StopAfterTime>
|
|
<NumberOfGenerations>1</NumberOfGenerations>
|
|
<FileSaveAsBinary>True</FileSaveAsBinary>
|
|
<Notes>{\rtf1\ansi\ansicpg1252\deff0{\fonttbl{\f0\fnil\fcharset0 Tahoma;}}
|
|
\viewkind4\uc1\pard\lang1033\f0\fs16\par
|
|
}
|
|
</Notes>
|
|
<ValueReplayOutKey>out1</ValueReplayOutKey>
|
|
<PlaybackSpeed>1</PlaybackSpeed>
|
|
<Steps>
|
|
<Step>
|
|
<Key>stp0</Key>
|
|
<StepType>14</StepType>
|
|
<StepComment>TODO: Add step commands here</StepComment>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp1</Key>
|
|
<StepType>1</StepType>
|
|
<StepLongValue2>0</StepLongValue2>
|
|
<StepStringValue>out16</StepStringValue>
|
|
<StepStringValue2>PHY Request ID1 Reg (Standard addr) (I2C3)</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp10</Key>
|
|
<StepType>2</StepType>
|
|
<StepLongValue2>-1</StepLongValue2>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Equation>1</Equation>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp2</Key>
|
|
<StepType>1</StepType>
|
|
<StepLongValue2>2</StepLongValue2>
|
|
<StepStringValue>out18</StepStringValue>
|
|
<StepStringValue2>PHY Read Reg (Standard addr) (I2C3)</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp3</Key>
|
|
<StepType>8</StepType>
|
|
<StepLongValue>100</StepLongValue>
|
|
<StepLongValue2>-1</StepLongValue2>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Equation>100</Equation>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp4</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp5</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp6</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp7</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp8</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp9</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
</Steps>
|
|
</FBlock>
|
|
<FBlock>
|
|
<Description>PHY Read ID 2 Reg (Standard addr) (I2C3)</Description>
|
|
<Key>tst2</Key>
|
|
<TestType>8</TestType>
|
|
<FilePath>Capture File Function Block 1</FilePath>
|
|
<StartMode>1</StartMode>
|
|
<AppendFileValueTypeInput>True</AppendFileValueTypeInput>
|
|
<LogRate>1</LogRate>
|
|
<AfterStopTime>5000</AfterStopTime>
|
|
<StopNumberOfMessages>1</StopNumberOfMessages>
|
|
<StopAfterTime>1</StopAfterTime>
|
|
<NumberOfGenerations>1</NumberOfGenerations>
|
|
<FileSaveAsBinary>True</FileSaveAsBinary>
|
|
<Notes>{\rtf1\ansi\ansicpg1252\deff0{\fonttbl{\f0\fnil\fcharset0 Tahoma;}}
|
|
\viewkind4\uc1\pard\lang1033\f0\fs16\par
|
|
}
|
|
</Notes>
|
|
<ValueReplayOutKey>out1</ValueReplayOutKey>
|
|
<PlaybackSpeed>1</PlaybackSpeed>
|
|
<Steps>
|
|
<Step>
|
|
<Key>stp0</Key>
|
|
<StepType>14</StepType>
|
|
<StepComment>TODO: Add step commands here</StepComment>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp1</Key>
|
|
<StepType>1</StepType>
|
|
<StepStringValue>out7</StepStringValue>
|
|
<StepStringValue2>PHY Request ID2 Reg (Standard addr) (I2C3)</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp10</Key>
|
|
<StepType>2</StepType>
|
|
<StepLongValue2>-1</StepLongValue2>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Equation>1</Equation>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp2</Key>
|
|
<StepType>1</StepType>
|
|
<StepLongValue2>2</StepLongValue2>
|
|
<StepStringValue>out18</StepStringValue>
|
|
<StepStringValue2>PHY Read Reg (Standard addr) (I2C3)</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp3</Key>
|
|
<StepType>8</StepType>
|
|
<StepLongValue>100</StepLongValue>
|
|
<StepLongValue2>-1</StepLongValue2>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Equation>100</Equation>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp4</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp5</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp6</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp7</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp8</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp9</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
</Steps>
|
|
</FBlock>
|
|
<FBlock>
|
|
<Description>PHY Read ID 1 Reg (Alternate addr) (I2C2)</Description>
|
|
<Key>tst28</Key>
|
|
<TestType>8</TestType>
|
|
<FilePath>Capture File Function Block 1</FilePath>
|
|
<StartMode>1</StartMode>
|
|
<AppendFileValueTypeInput>True</AppendFileValueTypeInput>
|
|
<LogRate>1</LogRate>
|
|
<AfterStopTime>5000</AfterStopTime>
|
|
<StopNumberOfMessages>1</StopNumberOfMessages>
|
|
<StopAfterTime>1</StopAfterTime>
|
|
<NumberOfGenerations>1</NumberOfGenerations>
|
|
<FileSaveAsBinary>True</FileSaveAsBinary>
|
|
<Notes>{\rtf1\ansi\ansicpg1252\deff0{\fonttbl{\f0\fnil\fcharset0 Tahoma;}}
|
|
\viewkind4\uc1\pard\lang1033\f0\fs16\par
|
|
}
|
|
</Notes>
|
|
<ValueReplayOutKey>out1</ValueReplayOutKey>
|
|
<PlaybackSpeed>1</PlaybackSpeed>
|
|
<Steps>
|
|
<Step>
|
|
<Key>stp0</Key>
|
|
<StepType>14</StepType>
|
|
<StepComment>TODO: Add step commands here</StepComment>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp1</Key>
|
|
<StepType>1</StepType>
|
|
<StepLongValue2>13</StepLongValue2>
|
|
<StepStringValue>out48</StepStringValue>
|
|
<StepStringValue2>PHY Request ID1 Reg (Alternate addr) (I2C2)</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp10</Key>
|
|
<StepType>2</StepType>
|
|
<StepLongValue2>-1</StepLongValue2>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Equation>1</Equation>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp2</Key>
|
|
<StepType>1</StepType>
|
|
<StepLongValue2>31</StepLongValue2>
|
|
<StepStringValue>out53</StepStringValue>
|
|
<StepStringValue2>PHY Read Reg (2 Bytes) (Alternate addr) (I2C2) **</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp3</Key>
|
|
<StepType>8</StepType>
|
|
<StepLongValue>100</StepLongValue>
|
|
<StepLongValue2>-1</StepLongValue2>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Equation>100</Equation>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp4</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp5</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp6</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp7</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp8</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp9</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
</Steps>
|
|
</FBlock>
|
|
<FBlock>
|
|
<Description>PHY Read ID 2 Reg (Alternate addr) (I2C2)</Description>
|
|
<Key>tst29</Key>
|
|
<TestType>8</TestType>
|
|
<FilePath>Capture File Function Block 1</FilePath>
|
|
<StartMode>1</StartMode>
|
|
<AppendFileValueTypeInput>True</AppendFileValueTypeInput>
|
|
<LogRate>1</LogRate>
|
|
<AfterStopTime>5000</AfterStopTime>
|
|
<StopNumberOfMessages>1</StopNumberOfMessages>
|
|
<StopAfterTime>1</StopAfterTime>
|
|
<NumberOfGenerations>1</NumberOfGenerations>
|
|
<FileSaveAsBinary>True</FileSaveAsBinary>
|
|
<Notes>{\rtf1\ansi\ansicpg1252\deff0{\fonttbl{\f0\fnil\fcharset0 Tahoma;}}
|
|
\viewkind4\uc1\pard\lang1033\f0\fs16\par
|
|
}
|
|
</Notes>
|
|
<ValueReplayOutKey>out1</ValueReplayOutKey>
|
|
<PlaybackSpeed>1</PlaybackSpeed>
|
|
<Steps>
|
|
<Step>
|
|
<Key>stp0</Key>
|
|
<StepType>14</StepType>
|
|
<StepComment>TODO: Add step commands here</StepComment>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp1</Key>
|
|
<StepType>1</StepType>
|
|
<StepLongValue2>14</StepLongValue2>
|
|
<StepStringValue>out51</StepStringValue>
|
|
<StepStringValue2>PHY Request ID2 Reg (Alternate addr) (I2C2)</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp10</Key>
|
|
<StepType>2</StepType>
|
|
<StepLongValue2>-1</StepLongValue2>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Equation>1</Equation>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp2</Key>
|
|
<StepType>1</StepType>
|
|
<StepLongValue2>31</StepLongValue2>
|
|
<StepStringValue>out53</StepStringValue>
|
|
<StepStringValue2>PHY Read Reg (2 Bytes) (Alternate addr) (I2C2) **</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp3</Key>
|
|
<StepType>8</StepType>
|
|
<StepLongValue>100</StepLongValue>
|
|
<StepLongValue2>-1</StepLongValue2>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Equation>100</Equation>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp4</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp5</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp6</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp7</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp8</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp9</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
</Steps>
|
|
</FBlock>
|
|
<FBlock>
|
|
<Description>GP Read Register (I2c2)</Description>
|
|
<Key>tst12</Key>
|
|
<TestType>8</TestType>
|
|
<FilePath>Capture File Function Block 13</FilePath>
|
|
<StartMode>1</StartMode>
|
|
<AppendFileValueTypeInput>True</AppendFileValueTypeInput>
|
|
<LogRate>1</LogRate>
|
|
<AfterStopTime>5000</AfterStopTime>
|
|
<StopNumberOfMessages>1</StopNumberOfMessages>
|
|
<StopAfterTime>1</StopAfterTime>
|
|
<NumberOfGenerations>1</NumberOfGenerations>
|
|
<FileSaveAsBinary>True</FileSaveAsBinary>
|
|
<ValueReplayOutKey>out1</ValueReplayOutKey>
|
|
<PlaybackSpeed>1</PlaybackSpeed>
|
|
<Steps>
|
|
<Step>
|
|
<Key>stp0</Key>
|
|
<StepType>1</StepType>
|
|
<StepLongValue2>38</StepLongValue2>
|
|
<StepStringValue>out45</StepStringValue>
|
|
<StepComment>TODO: Add step commands here</StepComment>
|
|
<StepStringValue2>Write Address (GP)</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp1</Key>
|
|
<StepType>2</StepType>
|
|
<StepLongValue>10</StepLongValue>
|
|
<StepLongValue2>-1</StepLongValue2>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Equation>10</Equation>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp2</Key>
|
|
<StepType>1</StepType>
|
|
<StepLongValue2>31</StepLongValue2>
|
|
<StepStringValue>out53</StepStringValue>
|
|
<StepStringValue2>PHY Read Reg (2 Bytes) (Alternate addr) (I2C2) **</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp3</Key>
|
|
<StepType>8</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp4</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp5</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp6</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp7</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp8</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp9</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
</Steps>
|
|
</FBlock>
|
|
<FBlock>
|
|
<Description>Set Control Bytes (I2C2)</Description>
|
|
<Key>tst13</Key>
|
|
<TestType>8</TestType>
|
|
<FilePath>Capture File Function Block 9</FilePath>
|
|
<StartMode>1</StartMode>
|
|
<AppendFileValueTypeInput>True</AppendFileValueTypeInput>
|
|
<LogRate>1</LogRate>
|
|
<AfterStopTime>5000</AfterStopTime>
|
|
<StopNumberOfMessages>1</StopNumberOfMessages>
|
|
<StopAfterTime>1</StopAfterTime>
|
|
<NumberOfGenerations>1</NumberOfGenerations>
|
|
<FileSaveAsBinary>True</FileSaveAsBinary>
|
|
<ValueReplayOutKey>out1</ValueReplayOutKey>
|
|
<PlaybackSpeed>1</PlaybackSpeed>
|
|
<Steps>
|
|
<Step>
|
|
<Key>stp2</Key>
|
|
<StepType>3</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Description>Stored Values to Trigger Byte Update [0]</Description>
|
|
<Equation>({Stored Values to Trigger Byte Update :sig4-index(0)}<>{Device (Value) :sig0-0}) OR
|
|
({Stored Values to Trigger Byte Update :sig4-index(1)}<>{Register (Value) :sig1-0})</Equation>
|
|
<Format>XXXX hex</Format>
|
|
<Min>0</Min>
|
|
<Max>415029</Max>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp20</Key>
|
|
<StepType>6</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Description>{Register Byte 1 (Value) :sig3-0}</Description>
|
|
<Equation>{Register (Value) :sig1-0}>>8</Equation>
|
|
<Format>XXXX hex</Format>
|
|
<Min>0</Min>
|
|
<Max>415029</Max>
|
|
<SetValueDescription>{Register Byte 1 (Value) :sig5-0}</SetValueDescription>
|
|
<SetValueKey>{Register Byte 1 (Value) :sig5-0}</SetValueKey>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp21</Key>
|
|
<StepType>6</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Description>{Register Byte 2 (Value) :sig6-0}</Description>
|
|
<Equation>{Register (Value) :sig1-0} mod 256</Equation>
|
|
<Format>XXXX hex</Format>
|
|
<Min>0</Min>
|
|
<Max>415029</Max>
|
|
<SetValueDescription>{Register Byte 2 (Value) :sig6-0}</SetValueDescription>
|
|
<SetValueKey>{Register Byte 2 (Value) :sig6-0}</SetValueKey>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp12</Key>
|
|
<StepType>6</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Description>{Write Address (GP) (Control Bytes) :out45-116}</Description>
|
|
<Equation>{Device+Register (Value) :sig2-0}</Equation>
|
|
<SetValueDescription>{Write Address (GP) (Control Bytes) :out45-116}</SetValueDescription>
|
|
<SetValueKey>{Write Address (GP) (Control Bytes) :out45-116}</SetValueKey>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp23</Key>
|
|
<StepType>6</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Description>{Device+Register (Value) :sig2-0}</Description>
|
|
<Equation>L,{Device (Value) :sig0-0},{Register Byte 1 (Value) :sig5-0},{Register Byte 2 (Value) :sig6-0}</Equation>
|
|
<Format>0</Format>
|
|
<Min>0</Min>
|
|
<Max>597</Max>
|
|
<EvaluateAsText>True</EvaluateAsText>
|
|
<SetValueDescription>{Device+Register (Value) :sig2-0}</SetValueDescription>
|
|
<SetValueKey>{Device+Register (Value) :sig2-0}</SetValueKey>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp22</Key>
|
|
<StepType>13</StepType>
|
|
<StepLongValue>-1</StepLongValue>
|
|
<StepLongValue2>-1</StepLongValue2>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Description>Device+Register (Value)</Description>
|
|
<Equation>tx(out45).ByteString1 {Device+Register (Value) :sig2-0}</Equation>
|
|
<Format>0</Format>
|
|
<EvaluateAsText>True</EvaluateAsText>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp19</Key>
|
|
<StepType>13</StepType>
|
|
<StepLongValue>-1</StepLongValue>
|
|
<StepLongValue2>-1</StepLongValue2>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Equation>tx.refresh</Equation>
|
|
<EvaluateAsText>True</EvaluateAsText>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp0</Key>
|
|
<StepType>6</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Description>{Stored Values to Trigger Byte Update :sig7-index(0)}</Description>
|
|
<Equation>{Device (Value) :sig0-0}</Equation>
|
|
<Format>XX hex</Format>
|
|
<Min>0</Min>
|
|
<Max>597</Max>
|
|
<SetValueDescription>{Stored Values to Trigger Byte Update :sig4-index(0)}</SetValueDescription>
|
|
<SetValueKey>{Stored Values to Trigger Byte Update :sig4-index(0)}</SetValueKey>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp1</Key>
|
|
<StepType>6</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Description>{Stored Values to Trigger Byte Update :sig7-index(1)}</Description>
|
|
<Equation>{Register (Value) :sig1-0}</Equation>
|
|
<Min>0</Min>
|
|
<Max>415029</Max>
|
|
<SetValueDescription>{Stored Values to Trigger Byte Update :sig4-index(1)}</SetValueDescription>
|
|
<SetValueKey>{Stored Values to Trigger Byte Update :sig4-index(1)}</SetValueKey>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp24</Key>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp11</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp10</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp2</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp3</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp4</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp5</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp6</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp7</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp8</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp9</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
</Steps>
|
|
</FBlock>
|
|
<FBlock>
|
|
<Description>PHY 88Q2221M - Initiate TC10 Sleep (100M) (Alternate addr) (I2C3)</Description>
|
|
<Key>tst11</Key>
|
|
<TestType>8</TestType>
|
|
<FilePath>Capture File Function Block 2</FilePath>
|
|
<StartMode>1</StartMode>
|
|
<AppendFileValueTypeInput>True</AppendFileValueTypeInput>
|
|
<LogRate>1</LogRate>
|
|
<AfterStopTime>5000</AfterStopTime>
|
|
<StopNumberOfMessages>1</StopNumberOfMessages>
|
|
<StopAfterTime>1</StopAfterTime>
|
|
<NumberOfGenerations>1</NumberOfGenerations>
|
|
<FileSaveAsBinary>True</FileSaveAsBinary>
|
|
<ValueReplayOutKey>out1</ValueReplayOutKey>
|
|
<PlaybackSpeed>1</PlaybackSpeed>
|
|
<Steps>
|
|
<Step>
|
|
<Key>stp0</Key>
|
|
<StepType>14</StepType>
|
|
<StepComment>TODO: Add step commands here</StepComment>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp1</Key>
|
|
<StepType>1</StepType>
|
|
<StepLongValue2>33</StepLongValue2>
|
|
<StepStringValue>out62</StepStringValue>
|
|
<StepStringValue2>PHY 88Q2221M - Initiate TC10 Sleep (100M) (Alternate addr) (I2C3)</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp3</Key>
|
|
<StepType>8</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp4</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp5</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp6</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp7</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp8</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp9</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
</Steps>
|
|
</FBlock>
|
|
<FBlock>
|
|
<Description>PHY 88Q2221M - Initiate TC10 Sleep (1000M) (Alternate addr) (I2C3)</Description>
|
|
<Key>tst14</Key>
|
|
<TestType>8</TestType>
|
|
<FilePath>Capture File Function Block 2</FilePath>
|
|
<StartMode>1</StartMode>
|
|
<AppendFileValueTypeInput>True</AppendFileValueTypeInput>
|
|
<LogRate>1</LogRate>
|
|
<AfterStopTime>5000</AfterStopTime>
|
|
<StopNumberOfMessages>1</StopNumberOfMessages>
|
|
<StopAfterTime>1</StopAfterTime>
|
|
<NumberOfGenerations>1</NumberOfGenerations>
|
|
<FileSaveAsBinary>True</FileSaveAsBinary>
|
|
<ValueReplayOutKey>out1</ValueReplayOutKey>
|
|
<PlaybackSpeed>1</PlaybackSpeed>
|
|
<Steps>
|
|
<Step>
|
|
<Key>stp0</Key>
|
|
<StepType>14</StepType>
|
|
<StepComment>TODO: Add step commands here</StepComment>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp1</Key>
|
|
<StepType>1</StepType>
|
|
<StepLongValue2>34</StepLongValue2>
|
|
<StepStringValue>out64</StepStringValue>
|
|
<StepStringValue2>PHY 88Q2221M - Initiate TC10 Sleep (1000M) (Alternate addr) (I2C3)</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp3</Key>
|
|
<StepType>8</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp4</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp5</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp6</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp7</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp8</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp9</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
</Steps>
|
|
</FBlock>
|
|
<FBlock>
|
|
<Description>Set SFP Module ICS TC10 Wakeup pin (I2C3)</Description>
|
|
<Key>tst15</Key>
|
|
<TestType>8</TestType>
|
|
<FilePath>Capture File Function Block 2</FilePath>
|
|
<StartMode>1</StartMode>
|
|
<AppendFileValueTypeInput>True</AppendFileValueTypeInput>
|
|
<LogRate>1</LogRate>
|
|
<AfterStopTime>5000</AfterStopTime>
|
|
<StopNumberOfMessages>1</StopNumberOfMessages>
|
|
<StopAfterTime>1</StopAfterTime>
|
|
<NumberOfGenerations>1</NumberOfGenerations>
|
|
<FileSaveAsBinary>True</FileSaveAsBinary>
|
|
<ValueReplayOutKey>out1</ValueReplayOutKey>
|
|
<PlaybackSpeed>1</PlaybackSpeed>
|
|
<Steps>
|
|
<Step>
|
|
<Key>stp0</Key>
|
|
<StepType>14</StepType>
|
|
<StepComment>TODO: Add step commands here</StepComment>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp1</Key>
|
|
<StepType>1</StepType>
|
|
<StepLongValue2>32</StepLongValue2>
|
|
<StepStringValue>out50</StepStringValue>
|
|
<StepStringValue2>Set SFP Module ICS TC10 Wakeup (I2C3)</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp3</Key>
|
|
<StepType>8</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp4</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp5</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp6</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp7</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp8</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp9</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
</Steps>
|
|
</FBlock>
|
|
<FBlock>
|
|
<Description>PHY 88Q2221M - Initiate TC10 Wakeup (100M) (Alternate addr) (I2C3)</Description>
|
|
<Key>tst17</Key>
|
|
<TestType>8</TestType>
|
|
<FilePath>Capture File Function Block 2</FilePath>
|
|
<StartMode>1</StartMode>
|
|
<AppendFileValueTypeInput>True</AppendFileValueTypeInput>
|
|
<LogRate>1</LogRate>
|
|
<AfterStopTime>5000</AfterStopTime>
|
|
<StopNumberOfMessages>1</StopNumberOfMessages>
|
|
<StopAfterTime>1</StopAfterTime>
|
|
<NumberOfGenerations>1</NumberOfGenerations>
|
|
<FileSaveAsBinary>True</FileSaveAsBinary>
|
|
<ValueReplayOutKey>out1</ValueReplayOutKey>
|
|
<PlaybackSpeed>1</PlaybackSpeed>
|
|
<Steps>
|
|
<Step>
|
|
<Key>stp0</Key>
|
|
<StepType>14</StepType>
|
|
<StepComment>TODO: Add step commands here</StepComment>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp1</Key>
|
|
<StepType>1</StepType>
|
|
<StepLongValue2>35</StepLongValue2>
|
|
<StepStringValue>out66</StepStringValue>
|
|
<StepStringValue2>PHY 88Q2221M - Initiate TC10 Wakeup (100M) (Alternate addr) (I2C3)</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp3</Key>
|
|
<StepType>8</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp4</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp5</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp6</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp7</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp8</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp9</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
</Steps>
|
|
</FBlock>
|
|
<FBlock>
|
|
<Description>PHY 88Q2221M - Initiate TC10 Wakeup (1000M) (Alternate addr) (I2C3)</Description>
|
|
<Key>tst18</Key>
|
|
<TestType>8</TestType>
|
|
<FilePath>Capture File Function Block 2</FilePath>
|
|
<StartMode>1</StartMode>
|
|
<AppendFileValueTypeInput>True</AppendFileValueTypeInput>
|
|
<LogRate>1</LogRate>
|
|
<AfterStopTime>5000</AfterStopTime>
|
|
<StopNumberOfMessages>1</StopNumberOfMessages>
|
|
<StopAfterTime>1</StopAfterTime>
|
|
<NumberOfGenerations>1</NumberOfGenerations>
|
|
<FileSaveAsBinary>True</FileSaveAsBinary>
|
|
<ValueReplayOutKey>out1</ValueReplayOutKey>
|
|
<PlaybackSpeed>1</PlaybackSpeed>
|
|
<Steps>
|
|
<Step>
|
|
<Key>stp0</Key>
|
|
<StepType>14</StepType>
|
|
<StepComment>TODO: Add step commands here</StepComment>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp1</Key>
|
|
<StepType>1</StepType>
|
|
<StepLongValue2>36</StepLongValue2>
|
|
<StepStringValue>out68</StepStringValue>
|
|
<StepStringValue2>PHY 88Q2221M - Initiate TC10 Wakeup (1000M) (Alternate addr) (I2C3)</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp3</Key>
|
|
<StepType>8</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp4</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp5</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp6</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp7</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp8</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp9</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
</Steps>
|
|
</FBlock>
|
|
<FBlock>
|
|
<Description>Set SFP Module ICS TC10 Wakeup pin (I2C2)</Description>
|
|
<Key>tst19</Key>
|
|
<TestType>8</TestType>
|
|
<FilePath>Capture File Function Block 2</FilePath>
|
|
<StartMode>1</StartMode>
|
|
<AppendFileValueTypeInput>True</AppendFileValueTypeInput>
|
|
<LogRate>1</LogRate>
|
|
<AfterStopTime>5000</AfterStopTime>
|
|
<StopNumberOfMessages>1</StopNumberOfMessages>
|
|
<StopAfterTime>1</StopAfterTime>
|
|
<NumberOfGenerations>1</NumberOfGenerations>
|
|
<FileSaveAsBinary>True</FileSaveAsBinary>
|
|
<ValueReplayOutKey>out1</ValueReplayOutKey>
|
|
<PlaybackSpeed>1</PlaybackSpeed>
|
|
<Steps>
|
|
<Step>
|
|
<Key>stp0</Key>
|
|
<StepType>14</StepType>
|
|
<StepComment>TODO: Add step commands here</StepComment>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp1</Key>
|
|
<StepType>1</StepType>
|
|
<StepLongValue2>26</StepLongValue2>
|
|
<StepStringValue>out47</StepStringValue>
|
|
<StepStringValue2>Set SFP Module ICS TC10 Wakeup (I2C2)</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp3</Key>
|
|
<StepType>8</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp4</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp5</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp6</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp7</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp8</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp9</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
</Steps>
|
|
</FBlock>
|
|
<FBlock>
|
|
<Description>PHY 88Q2221M - Initiate TC10 Sleep (100M) (Alternate addr) (I2C2)</Description>
|
|
<Key>tst20</Key>
|
|
<TestType>8</TestType>
|
|
<FilePath>Capture File Function Block 2</FilePath>
|
|
<StartMode>1</StartMode>
|
|
<AppendFileValueTypeInput>True</AppendFileValueTypeInput>
|
|
<LogRate>1</LogRate>
|
|
<AfterStopTime>5000</AfterStopTime>
|
|
<StopNumberOfMessages>1</StopNumberOfMessages>
|
|
<StopAfterTime>1</StopAfterTime>
|
|
<NumberOfGenerations>1</NumberOfGenerations>
|
|
<FileSaveAsBinary>True</FileSaveAsBinary>
|
|
<ValueReplayOutKey>out1</ValueReplayOutKey>
|
|
<PlaybackSpeed>1</PlaybackSpeed>
|
|
<Steps>
|
|
<Step>
|
|
<Key>stp0</Key>
|
|
<StepType>14</StepType>
|
|
<StepComment>TODO: Add step commands here</StepComment>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp1</Key>
|
|
<StepType>1</StepType>
|
|
<StepLongValue2>27</StepLongValue2>
|
|
<StepStringValue>out49</StepStringValue>
|
|
<StepStringValue2>PHY 88Q2221M - Initiate TC10 Sleep (100M) (Alternate addr) (I2C2)</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp3</Key>
|
|
<StepType>8</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp4</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp5</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp6</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp7</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp8</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp9</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
</Steps>
|
|
</FBlock>
|
|
<FBlock>
|
|
<Description>PHY 88Q2221M - Initiate TC10 Sleep (1000M) (Alternate addr) (I2C2)</Description>
|
|
<Key>tst21</Key>
|
|
<TestType>8</TestType>
|
|
<FilePath>Capture File Function Block 2</FilePath>
|
|
<StartMode>1</StartMode>
|
|
<AppendFileValueTypeInput>True</AppendFileValueTypeInput>
|
|
<LogRate>1</LogRate>
|
|
<AfterStopTime>5000</AfterStopTime>
|
|
<StopNumberOfMessages>1</StopNumberOfMessages>
|
|
<StopAfterTime>1</StopAfterTime>
|
|
<NumberOfGenerations>1</NumberOfGenerations>
|
|
<FileSaveAsBinary>True</FileSaveAsBinary>
|
|
<ValueReplayOutKey>out1</ValueReplayOutKey>
|
|
<PlaybackSpeed>1</PlaybackSpeed>
|
|
<Steps>
|
|
<Step>
|
|
<Key>stp0</Key>
|
|
<StepType>14</StepType>
|
|
<StepComment>TODO: Add step commands here</StepComment>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp1</Key>
|
|
<StepType>1</StepType>
|
|
<StepLongValue2>28</StepLongValue2>
|
|
<StepStringValue>out54</StepStringValue>
|
|
<StepStringValue2>PHY 88Q2221M - Initiate TC10 Sleep (1000M) (Alternate addr) (I2C2)</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp3</Key>
|
|
<StepType>8</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp4</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp5</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp6</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp7</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp8</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp9</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
</Steps>
|
|
</FBlock>
|
|
<FBlock>
|
|
<Description>PHY 88Q2221M - Initiate TC10 Wakeup (100M) (Alternate addr) (I2C2)</Description>
|
|
<Key>tst22</Key>
|
|
<TestType>8</TestType>
|
|
<FilePath>Capture File Function Block 2</FilePath>
|
|
<StartMode>1</StartMode>
|
|
<AppendFileValueTypeInput>True</AppendFileValueTypeInput>
|
|
<LogRate>1</LogRate>
|
|
<AfterStopTime>5000</AfterStopTime>
|
|
<StopNumberOfMessages>1</StopNumberOfMessages>
|
|
<StopAfterTime>1</StopAfterTime>
|
|
<NumberOfGenerations>1</NumberOfGenerations>
|
|
<FileSaveAsBinary>True</FileSaveAsBinary>
|
|
<ValueReplayOutKey>out1</ValueReplayOutKey>
|
|
<PlaybackSpeed>1</PlaybackSpeed>
|
|
<Steps>
|
|
<Step>
|
|
<Key>stp0</Key>
|
|
<StepType>14</StepType>
|
|
<StepComment>TODO: Add step commands here</StepComment>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp1</Key>
|
|
<StepType>1</StepType>
|
|
<StepLongValue2>29</StepLongValue2>
|
|
<StepStringValue>out56</StepStringValue>
|
|
<StepStringValue2>PHY 88Q2221M - Initiate TC10 Wakeup (100M) (Alternate addr) (I2C2)</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp3</Key>
|
|
<StepType>8</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp4</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp5</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp6</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp7</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp8</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp9</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
</Steps>
|
|
</FBlock>
|
|
<FBlock>
|
|
<Description>PHY 88Q2221M - Initiate TC10 Wakeup (1000M) (Alternate addr) (I2C2)</Description>
|
|
<Key>tst23</Key>
|
|
<TestType>8</TestType>
|
|
<FilePath>Capture File Function Block 2</FilePath>
|
|
<StartMode>1</StartMode>
|
|
<AppendFileValueTypeInput>True</AppendFileValueTypeInput>
|
|
<LogRate>1</LogRate>
|
|
<AfterStopTime>5000</AfterStopTime>
|
|
<StopNumberOfMessages>1</StopNumberOfMessages>
|
|
<StopAfterTime>1</StopAfterTime>
|
|
<NumberOfGenerations>1</NumberOfGenerations>
|
|
<FileSaveAsBinary>True</FileSaveAsBinary>
|
|
<ValueReplayOutKey>out1</ValueReplayOutKey>
|
|
<PlaybackSpeed>1</PlaybackSpeed>
|
|
<Steps>
|
|
<Step>
|
|
<Key>stp0</Key>
|
|
<StepType>14</StepType>
|
|
<StepComment>TODO: Add step commands here</StepComment>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp1</Key>
|
|
<StepType>1</StepType>
|
|
<StepLongValue2>30</StepLongValue2>
|
|
<StepStringValue>out58</StepStringValue>
|
|
<StepStringValue2>PHY 88Q2221M - Initiate TC10 Wakeup (1000M) (Alternate addr) (I2C2)</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp3</Key>
|
|
<StepType>8</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp4</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp5</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp6</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp7</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp8</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp9</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
</Steps>
|
|
</FBlock>
|
|
<FBlock>
|
|
<Description>Get Info</Description>
|
|
<Key>tst38</Key>
|
|
<TestType>8</TestType>
|
|
<FilePath>Capture File Function Block 1</FilePath>
|
|
<StartMode>1</StartMode>
|
|
<AppendFileValueTypeInput>True</AppendFileValueTypeInput>
|
|
<LogRate>1</LogRate>
|
|
<AfterStopTime>5000</AfterStopTime>
|
|
<StopNumberOfMessages>1</StopNumberOfMessages>
|
|
<StopAfterTime>1</StopAfterTime>
|
|
<NumberOfGenerations>1</NumberOfGenerations>
|
|
<FileSaveAsBinary>True</FileSaveAsBinary>
|
|
<ValueReplayOutKey>out1</ValueReplayOutKey>
|
|
<PlaybackSpeed>1</PlaybackSpeed>
|
|
<Steps>
|
|
<Step>
|
|
<Key>stp0</Key>
|
|
<StepType>14</StepType>
|
|
<StepComment>TODO: Add step commands here</StepComment>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp10</Key>
|
|
<StepType>2</StepType>
|
|
<StepLongValue>10</StepLongValue>
|
|
<StepLongValue2>-1</StepLongValue2>
|
|
<SignalSpec>
|
|
<Equation>10</Equation>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp1</Key>
|
|
<StepType>4</StepType>
|
|
<StepLongValue>0</StepLongValue>
|
|
<StepLongValue2>21</StepLongValue2>
|
|
<StepStringValue>tst24</StepStringValue>
|
|
<StepStringValue2>Get Auto Neg Status (Speed)</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp2</Key>
|
|
<StepType>4</StepType>
|
|
<StepLongValue>0</StepLongValue>
|
|
<StepLongValue2>22</StepLongValue2>
|
|
<StepStringValue>tst30</StepStringValue>
|
|
<StepStringValue2>Get Link Speed</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp3</Key>
|
|
<StepType>4</StepType>
|
|
<StepLongValue>0</StepLongValue>
|
|
<StepLongValue2>23</StepLongValue2>
|
|
<StepStringValue>tst31</StepStringValue>
|
|
<StepStringValue2>Get Link SQI</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp4</Key>
|
|
<StepType>4</StepType>
|
|
<StepLongValue>0</StepLongValue>
|
|
<StepLongValue2>24</StepLongValue2>
|
|
<StepStringValue>tst32</StepStringValue>
|
|
<StepStringValue2>Get Link Status</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp5</Key>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp6</Key>
|
|
<StepType>14</StepType>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp7</Key>
|
|
<StepType>14</StepType>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp8</Key>
|
|
<StepType>14</StepType>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp9</Key>
|
|
<StepType>14</StepType>
|
|
</Step>
|
|
</Steps>
|
|
</FBlock>
|
|
<FBlock>
|
|
<Description>Get Auto Neg Status (Speed)</Description>
|
|
<Key>tst24</Key>
|
|
<TestType>8</TestType>
|
|
<FilePath>Capture File Function Block 25</FilePath>
|
|
<StartMode>1</StartMode>
|
|
<AppendFileValueTypeInput>True</AppendFileValueTypeInput>
|
|
<LogRate>1</LogRate>
|
|
<AfterStopTime>5000</AfterStopTime>
|
|
<StopNumberOfMessages>1</StopNumberOfMessages>
|
|
<StopAfterTime>1</StopAfterTime>
|
|
<NumberOfGenerations>1</NumberOfGenerations>
|
|
<FileSaveAsBinary>True</FileSaveAsBinary>
|
|
<Notes>{\rtf1\ansi\ansicpg1252\deff0{\fonttbl{\f0\fnil\fcharset0 Tahoma;}}
|
|
\viewkind4\uc1\pard\lang1031\f0\fs16\par
|
|
}
|
|
</Notes>
|
|
<ValueReplayOutKey>out1</ValueReplayOutKey>
|
|
<PlaybackSpeed>1</PlaybackSpeed>
|
|
<Steps>
|
|
<Step>
|
|
<Key>stp0</Key>
|
|
<StepType>2</StepType>
|
|
<StepLongValue>0</StepLongValue>
|
|
<StepLongValue2>-1</StepLongValue2>
|
|
<StepComment>TODO: Add step commands here</StepComment>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Description>.1</Description>
|
|
<Equation>.1</Equation>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp10</Key>
|
|
<StepType>1</StepType>
|
|
<StepLongValue2>53</StepLongValue2>
|
|
<StepStringValue>out71</StepStringValue>
|
|
<StepStringValue2>I2C2 - 7.0x0200</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp3</Key>
|
|
<StepType>6</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Description>{SFP1 Autoneg Enabled (Value) :sig13-0}</Description>
|
|
<Equation>{SFP1 Autoneg Status (Value) :out71-sig0-0}</Equation>
|
|
<Format>True=1/False=0</Format>
|
|
<Min>0</Min>
|
|
<Max>1</Max>
|
|
<IsDiscreteValue>True</IsDiscreteValue>
|
|
<SetValueDescription>{SFP1 Autoneg Enabled (Value) :sig13-0}</SetValueDescription>
|
|
<SetValueKey>{SFP1 Autoneg Enabled (Value) :sig13-0}</SetValueKey>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp10</Key>
|
|
<StepType>1</StepType>
|
|
<StepLongValue2>66</StepLongValue2>
|
|
<StepStringValue>out97</StepStringValue>
|
|
<StepStringValue2>I2C3 - 7.0x0200</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp3</Key>
|
|
<StepType>6</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Description>{SFP2 Autoneg Enabled (Value) :sig14-0}</Description>
|
|
<Equation>{SFP2 Autoneg Status (Value) :out97-sig0-0}</Equation>
|
|
<Min>0</Min>
|
|
<Max>1</Max>
|
|
<SetValueDescription>{SFP2 Autoneg Enabled (Value) :sig14-0}</SetValueDescription>
|
|
<SetValueKey>{SFP2 Autoneg Enabled (Value) :sig14-0}</SetValueKey>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp16</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp15</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp14</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp13</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp12</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp11</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp17</Key>
|
|
<StepType>8</StepType>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp4</Key>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp5</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp6</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp7</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp8</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp9</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
</Steps>
|
|
</FBlock>
|
|
<FBlock>
|
|
<Description>Get Link Speed</Description>
|
|
<Key>tst30</Key>
|
|
<TestType>8</TestType>
|
|
<FilePath>Capture File Function Block 31</FilePath>
|
|
<StartMode>1</StartMode>
|
|
<AppendFileValueTypeInput>True</AppendFileValueTypeInput>
|
|
<LogRate>1</LogRate>
|
|
<AfterStopTime>5000</AfterStopTime>
|
|
<StopNumberOfMessages>1</StopNumberOfMessages>
|
|
<StopAfterTime>1</StopAfterTime>
|
|
<NumberOfGenerations>1</NumberOfGenerations>
|
|
<FileSaveAsBinary>True</FileSaveAsBinary>
|
|
<ValueReplayOutKey>out1</ValueReplayOutKey>
|
|
<PlaybackSpeed>1</PlaybackSpeed>
|
|
<Steps>
|
|
<Step>
|
|
<Key>stp0</Key>
|
|
<StepType>2</StepType>
|
|
<StepLongValue>50</StepLongValue>
|
|
<StepLongValue2>-1</StepLongValue2>
|
|
<StepComment>TODO: Add step commands here</StepComment>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Equation>50</Equation>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp2</Key>
|
|
<StepType>15</StepType>
|
|
<StepLongValue>9</StepLongValue>
|
|
<StepLongValue2>16</StepLongValue2>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Description>SFP1 Autoneg Enabled (Value)</Description>
|
|
<Equation>{SFP1 Autoneg Enabled (Value) :sig13-0}</Equation>
|
|
<Format>True=1/False=0</Format>
|
|
<Min>0</Min>
|
|
<Max>1</Max>
|
|
<IsDiscreteValue>True</IsDiscreteValue>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp3</Key>
|
|
<StepType>1</StepType>
|
|
<StepLongValue2>54</StepLongValue2>
|
|
<StepStringValue>out74</StepStringValue>
|
|
<StepStringValue2>I2C2 - 7.801a</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp16</Key>
|
|
<StepType>15</StepType>
|
|
<StepLongValue>6</StepLongValue>
|
|
<StepLongValue2>8</StepLongValue2>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Description>Speed if Autoneg (Value)</Description>
|
|
<Equation>{Speed if Autoneg (Value) :out74-sig0-0}=1</Equation>
|
|
<Min>0</Min>
|
|
<Max>1</Max>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp13</Key>
|
|
<StepType>6</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Description>{SFP1 Link Speed (Value) :sig11-0}</Description>
|
|
<Equation>1000</Equation>
|
|
<Format>0</Format>
|
|
<SetValueDescription>{SFP1 Link Speed (Value) :sig11-0}</SetValueDescription>
|
|
<SetValueKey>{SFP1 Link Speed (Value) :sig11-0}</SetValueKey>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp12</Key>
|
|
<StepType>17</StepType>
|
|
<StepLongValue2>8</StepLongValue2>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp15</Key>
|
|
<StepType>6</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Description>{SFP1 Link Speed (Value) :sig11-0}</Description>
|
|
<Equation>100</Equation>
|
|
<Format>0</Format>
|
|
<SetValueDescription>{SFP1 Link Speed (Value) :sig11-0}</SetValueDescription>
|
|
<SetValueKey>{SFP1 Link Speed (Value) :sig11-0}</SetValueKey>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp14</Key>
|
|
<StepType>18</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp5</Key>
|
|
<StepType>17</StepType>
|
|
<StepLongValue2>16</StepLongValue2>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp6</Key>
|
|
<StepType>1</StepType>
|
|
<StepLongValue2>39</StepLongValue2>
|
|
<StepStringValue>out43</StepStringValue>
|
|
<StepStringValue2>I2C2 - 1.0834</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp7</Key>
|
|
<StepType>15</StepType>
|
|
<StepLongValue>13</StepLongValue>
|
|
<StepLongValue2>15</StepLongValue2>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Description>Speed if forced (Value)</Description>
|
|
<Equation>{Speed if forced (Value) :out43-sig0-0}=1</Equation>
|
|
<Min>0</Min>
|
|
<Max>1</Max>
|
|
<SetValueDescription>{SFP1 Link Speed (Value) :sig11-0}</SetValueDescription>
|
|
<SetValueKey>{SFP1 Link Speed (Value) :sig11-0}</SetValueKey>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp13</Key>
|
|
<StepType>6</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Description>{SFP1 Link Speed (Value) :sig11-0}</Description>
|
|
<Equation>1000</Equation>
|
|
<Format>0</Format>
|
|
<SetValueDescription>{SFP1 Link Speed (Value) :sig11-0}</SetValueDescription>
|
|
<SetValueKey>{SFP1 Link Speed (Value) :sig11-0}</SetValueKey>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp12</Key>
|
|
<StepType>17</StepType>
|
|
<StepLongValue2>15</StepLongValue2>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp15</Key>
|
|
<StepType>6</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Description>{SFP1 Link Speed (Value) :sig11-0}</Description>
|
|
<Equation>100</Equation>
|
|
<Format>0</Format>
|
|
<SetValueDescription>{SFP1 Link Speed (Value) :sig11-0}</SetValueDescription>
|
|
<SetValueKey>{SFP1 Link Speed (Value) :sig11-0}</SetValueKey>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp14</Key>
|
|
<StepType>18</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp11</Key>
|
|
<StepType>18</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp40</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp39</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp2</Key>
|
|
<StepType>15</StepType>
|
|
<StepLongValue>26</StepLongValue>
|
|
<StepLongValue2>33</StepLongValue2>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Description>SFP2 Autoneg Enabled (Value)</Description>
|
|
<Equation>{SFP2 Autoneg Enabled (Value) :sig14-0}</Equation>
|
|
<Format>True=1/False=0</Format>
|
|
<Min>0</Min>
|
|
<Max>1</Max>
|
|
<IsDiscreteValue>True</IsDiscreteValue>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp3</Key>
|
|
<StepType>1</StepType>
|
|
<StepLongValue2>67</StepLongValue2>
|
|
<StepStringValue>out99</StepStringValue>
|
|
<StepStringValue2>I2C3 - 7.801a</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp16</Key>
|
|
<StepType>15</StepType>
|
|
<StepLongValue>23</StepLongValue>
|
|
<StepLongValue2>25</StepLongValue2>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Description>SFP 2 Speed if Autoneg (Value)</Description>
|
|
<Equation>{SFP 2 Speed if Autoneg (Value) :out99-sig0-0}=1</Equation>
|
|
<Min>0</Min>
|
|
<Max>1</Max>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp13</Key>
|
|
<StepType>6</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Description>{SFP2 Link Speed (Value) :sig12-0}</Description>
|
|
<Equation>1000</Equation>
|
|
<Format>0</Format>
|
|
<SetValueDescription>{SFP2 Link Speed (Value) :sig12-0}</SetValueDescription>
|
|
<SetValueKey>{SFP2 Link Speed (Value) :sig12-0}</SetValueKey>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp12</Key>
|
|
<StepType>17</StepType>
|
|
<StepLongValue2>25</StepLongValue2>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp15</Key>
|
|
<StepType>6</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Description>{SFP2 Link Speed (Value) :sig12-0}</Description>
|
|
<Equation>100</Equation>
|
|
<Format>0</Format>
|
|
<SetValueDescription>{SFP2 Link Speed (Value) :sig12-0}</SetValueDescription>
|
|
<SetValueKey>{SFP2 Link Speed (Value) :sig12-0}</SetValueKey>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp14</Key>
|
|
<StepType>18</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp5</Key>
|
|
<StepType>17</StepType>
|
|
<StepLongValue2>33</StepLongValue2>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp6</Key>
|
|
<StepType>1</StepType>
|
|
<StepLongValue2>59</StepLongValue2>
|
|
<StepStringValue>out83</StepStringValue>
|
|
<StepStringValue2>I2C3 - 1.0834</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp7</Key>
|
|
<StepType>15</StepType>
|
|
<StepLongValue>30</StepLongValue>
|
|
<StepLongValue2>32</StepLongValue2>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Description>Speed if forced (Value)</Description>
|
|
<Equation>{Speed if forced (Value) :out83-sig0-0}=1</Equation>
|
|
<Min>0</Min>
|
|
<Max>1</Max>
|
|
<SetValueDescription>{SFP1 Link Speed (Value) :sig11-0}</SetValueDescription>
|
|
<SetValueKey>{SFP1 Link Speed (Value) :sig11-0}</SetValueKey>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp13</Key>
|
|
<StepType>6</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Description>{SFP2 Link Speed (Value) :sig12-0}</Description>
|
|
<Equation>1000</Equation>
|
|
<Format>0</Format>
|
|
<SetValueDescription>{SFP2 Link Speed (Value) :sig12-0}</SetValueDescription>
|
|
<SetValueKey>{SFP2 Link Speed (Value) :sig12-0}</SetValueKey>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp12</Key>
|
|
<StepType>17</StepType>
|
|
<StepLongValue2>32</StepLongValue2>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp15</Key>
|
|
<StepType>6</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Description>{SFP2 Link Speed (Value) :sig12-0}</Description>
|
|
<Equation>100</Equation>
|
|
<Format>0</Format>
|
|
<SetValueDescription>{SFP2 Link Speed (Value) :sig12-0}</SetValueDescription>
|
|
<SetValueKey>{SFP2 Link Speed (Value) :sig12-0}</SetValueKey>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp14</Key>
|
|
<StepType>18</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp11</Key>
|
|
<StepType>18</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp41</Key>
|
|
<StepType>8</StepType>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp8</Key>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
</Steps>
|
|
</FBlock>
|
|
<FBlock>
|
|
<Description>Get Link SQI</Description>
|
|
<Key>tst31</Key>
|
|
<TestType>8</TestType>
|
|
<FilePath>Capture File Function Block 32</FilePath>
|
|
<StartMode>1</StartMode>
|
|
<AppendFileValueTypeInput>True</AppendFileValueTypeInput>
|
|
<LogRate>1</LogRate>
|
|
<AfterStopTime>5000</AfterStopTime>
|
|
<StopNumberOfMessages>1</StopNumberOfMessages>
|
|
<StopAfterTime>1</StopAfterTime>
|
|
<NumberOfGenerations>1</NumberOfGenerations>
|
|
<FileSaveAsBinary>True</FileSaveAsBinary>
|
|
<ValueReplayOutKey>out1</ValueReplayOutKey>
|
|
<PlaybackSpeed>1</PlaybackSpeed>
|
|
<Steps>
|
|
<Step>
|
|
<Key>stp0</Key>
|
|
<StepType>2</StepType>
|
|
<StepLongValue>50</StepLongValue>
|
|
<StepLongValue2>-1</StepLongValue2>
|
|
<StepComment>TODO: Add step commands here</StepComment>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Equation>50</Equation>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp1</Key>
|
|
<StepType>15</StepType>
|
|
<StepLongValue>5</StepLongValue>
|
|
<StepLongValue2>8</StepLongValue2>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Description>SFP1 Link Speed (Value)</Description>
|
|
<Equation>{SFP1 Link Speed (Value) :sig11-0}=1000</Equation>
|
|
<Format>0</Format>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp2</Key>
|
|
<StepType>1</StepType>
|
|
<StepLongValue2>52</StepLongValue2>
|
|
<StepStringValue>out69</StepStringValue>
|
|
<StepStringValue2>I2C2 - 3.FCD8</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp3</Key>
|
|
<StepType>6</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Description>{SFP1 SQI (Value) :sig9-0}</Description>
|
|
<Equation>{1G SQI (Value) :out69-sig0-0}</Equation>
|
|
<Min>0</Min>
|
|
<Max>7</Max>
|
|
<SetValueDescription>{SFP1 SQI (Value) :sig9-0}</SetValueDescription>
|
|
<SetValueKey>{SFP1 SQI (Value) :sig9-0}</SetValueKey>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp4</Key>
|
|
<StepType>16</StepType>
|
|
<StepLongValue>8</StepLongValue>
|
|
<StepLongValue2>8</StepLongValue2>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Description>SFP1 Link Speed (Value)</Description>
|
|
<Equation>{SFP1 Link Speed (Value) :sig11-0}=100</Equation>
|
|
<Format>0</Format>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp5</Key>
|
|
<StepType>1</StepType>
|
|
<StepLongValue2>55</StepLongValue2>
|
|
<StepStringValue>out73</StepStringValue>
|
|
<StepStringValue2>I2C2 - 3.8230</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp6</Key>
|
|
<StepType>6</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Description>{SFP1 SQI (Value) :sig9-0}</Description>
|
|
<Equation>{100M SQI (Value) :out73-sig0-0}</Equation>
|
|
<Format>XX hex</Format>
|
|
<Min>0</Min>
|
|
<Max>7</Max>
|
|
<SetValueDescription>{SFP1 SQI (Value) :sig9-0}</SetValueDescription>
|
|
<SetValueKey>{SFP1 SQI (Value) :sig9-0}</SetValueKey>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp7</Key>
|
|
<StepType>18</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp17</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp1</Key>
|
|
<StepType>15</StepType>
|
|
<StepLongValue>13</StepLongValue>
|
|
<StepLongValue2>16</StepLongValue2>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Description>SFP2 Link Speed (Value)</Description>
|
|
<Equation>{SFP2 Link Speed (Value) :sig12-0}=1000</Equation>
|
|
<Format>0</Format>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp2</Key>
|
|
<StepType>1</StepType>
|
|
<StepLongValue2>65</StepLongValue2>
|
|
<StepStringValue>out95</StepStringValue>
|
|
<StepStringValue2>I2C3 - 3.FCD8</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp3</Key>
|
|
<StepType>6</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Description>{SFP2 SQI (Value) :sig10-0}</Description>
|
|
<Equation>{SFP 2 1G SQI (Value) :out95-sig0-0}</Equation>
|
|
<Min>0</Min>
|
|
<Max>7</Max>
|
|
<SetValueDescription>{SFP2 SQI (Value) :sig10-0}</SetValueDescription>
|
|
<SetValueKey>{SFP2 SQI (Value) :sig10-0}</SetValueKey>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp4</Key>
|
|
<StepType>16</StepType>
|
|
<StepLongValue>16</StepLongValue>
|
|
<StepLongValue2>16</StepLongValue2>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Description>SFP2 Link Speed (Value)</Description>
|
|
<Equation>{SFP2 Link Speed (Value) :sig12-0}=100</Equation>
|
|
<Format>0</Format>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp5</Key>
|
|
<StepType>1</StepType>
|
|
<StepLongValue2>71</StepLongValue2>
|
|
<StepStringValue>out107</StepStringValue>
|
|
<StepStringValue2>I2C3 - 3.8230</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp6</Key>
|
|
<StepType>6</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Description>{SFP2 SQI (Value) :sig10-0}</Description>
|
|
<Equation>{SFP2 100M SQI (Value) :out107-sig0-0}</Equation>
|
|
<Min>0</Min>
|
|
<Max>7</Max>
|
|
<SetValueDescription>{SFP2 SQI (Value) :sig10-0}</SetValueDescription>
|
|
<SetValueKey>{SFP2 SQI (Value) :sig10-0}</SetValueKey>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp7</Key>
|
|
<StepType>18</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp18</Key>
|
|
<StepType>8</StepType>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp8</Key>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
</Steps>
|
|
</FBlock>
|
|
<FBlock>
|
|
<Description>Get Link Status</Description>
|
|
<Key>tst32</Key>
|
|
<TestType>8</TestType>
|
|
<FilePath>Capture File Function Block 33</FilePath>
|
|
<StartMode>1</StartMode>
|
|
<AppendFileValueTypeInput>True</AppendFileValueTypeInput>
|
|
<LogRate>1</LogRate>
|
|
<AfterStopTime>5000</AfterStopTime>
|
|
<StopNumberOfMessages>1</StopNumberOfMessages>
|
|
<StopAfterTime>1</StopAfterTime>
|
|
<NumberOfGenerations>1</NumberOfGenerations>
|
|
<FileSaveAsBinary>True</FileSaveAsBinary>
|
|
<ValueReplayOutKey>out1</ValueReplayOutKey>
|
|
<PlaybackSpeed>1</PlaybackSpeed>
|
|
<Steps>
|
|
<Step>
|
|
<Key>stp0</Key>
|
|
<StepType>2</StepType>
|
|
<StepLongValue>50</StepLongValue>
|
|
<StepLongValue2>-1</StepLongValue2>
|
|
<StepComment>TODO: Add step commands here</StepComment>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Equation>50</Equation>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp1</Key>
|
|
<StepType>15</StepType>
|
|
<StepLongValue>7</StepLongValue>
|
|
<StepLongValue2>12</StepLongValue2>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Description>SFP1 Link Speed (Value)</Description>
|
|
<Equation>{SFP1 Link Speed (Value) :sig11-0}=1000</Equation>
|
|
<Format>0</Format>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp2</Key>
|
|
<StepType>1</StepType>
|
|
<StepLongValue2>46</StepLongValue2>
|
|
<StepStringValue>out60</StepStringValue>
|
|
<StepStringValue2>I2C2 - 3.0901</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp3</Key>
|
|
<StepType>1</StepType>
|
|
<StepLongValue2>47</StepLongValue2>
|
|
<StepStringValue>out67</StepStringValue>
|
|
<StepStringValue2>I2C2 - 7.8001 (M/S Auto Neg Enabled)</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp4</Key>
|
|
<StepType>1</StepType>
|
|
<StepLongValue2>48</StepLongValue2>
|
|
<StepStringValue>out70</StepStringValue>
|
|
<StepStringValue2>I2C2 - 3.FD9D</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp5</Key>
|
|
<StepType>6</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Description>{SFP1 Link Status (Value) :sig7-0}</Description>
|
|
<Equation>{Local Receiver OK (Value) :out67-sig1-0} and {Remote Receiver OK (Value) :out67-sig0-0} and {Secret Link Status Bit (Value) :out70-sig0-0}</Equation>
|
|
<Format>Up=1/Down=0</Format>
|
|
<Min>0</Min>
|
|
<Max>1</Max>
|
|
<IsDiscreteValue>True</IsDiscreteValue>
|
|
<SetValueDescription>{SFP1 Link Status (Value) :sig7-0}</SetValueDescription>
|
|
<SetValueKey>{SFP1 Link Status (Value) :sig7-0}</SetValueKey>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp6</Key>
|
|
<StepType>17</StepType>
|
|
<StepLongValue2>12</StepLongValue2>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp7</Key>
|
|
<StepType>1</StepType>
|
|
<StepLongValue2>56</StepLongValue2>
|
|
<StepStringValue>out75</StepStringValue>
|
|
<StepStringValue2>I2C2 - 3.8109</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp8</Key>
|
|
<StepType>1</StepType>
|
|
<StepLongValue2>57</StepLongValue2>
|
|
<StepStringValue>out78</StepStringValue>
|
|
<StepStringValue2>I2C2 - 3.8108</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp9</Key>
|
|
<StepType>1</StepType>
|
|
<StepLongValue2>55</StepLongValue2>
|
|
<StepStringValue>out73</StepStringValue>
|
|
<StepStringValue2>I2C2 - 3.8230</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp5</Key>
|
|
<StepType>6</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Description>{SFP1 Link Status (Value) :sig7-0}</Description>
|
|
<Equation>{Local Receiver OK (Value) :out78-sig0-0} and {Remote Receiver OK (Value) :out78-sig1-0} and {Link Up 8109 (Value) :out75-sig0-0}</Equation>
|
|
<Min>0</Min>
|
|
<Max>1</Max>
|
|
<SetValueDescription>{SFP1 Link Status (Value) :sig7-0}</SetValueDescription>
|
|
<SetValueKey>{SFP1 Link Status (Value) :sig7-0}</SetValueKey>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp12</Key>
|
|
<StepType>18</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp25</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp1</Key>
|
|
<StepType>15</StepType>
|
|
<StepLongValue>19</StepLongValue>
|
|
<StepLongValue2>24</StepLongValue2>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Description>SFP2 Link Speed (Value)</Description>
|
|
<Equation>{SFP2 Link Speed (Value) :sig12-0}=1000</Equation>
|
|
<Format>0</Format>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp2</Key>
|
|
<StepType>1</StepType>
|
|
<StepLongValue2>61</StepLongValue2>
|
|
<StepStringValue>out87</StepStringValue>
|
|
<StepStringValue2>I2C3 - 3.0901</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp3</Key>
|
|
<StepType>1</StepType>
|
|
<StepLongValue2>62</StepLongValue2>
|
|
<StepStringValue>out89</StepStringValue>
|
|
<StepStringValue2>I2C3 - 7.8001 (M/S Auto Neg Enabled)</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp4</Key>
|
|
<StepType>1</StepType>
|
|
<StepLongValue2>63</StepLongValue2>
|
|
<StepStringValue>out91</StepStringValue>
|
|
<StepStringValue2>I2C3 - 3.FD9D</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp5</Key>
|
|
<StepType>6</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Description>{SFP2 Link Status (Value) :sig8-0}</Description>
|
|
<Equation>{SFP 2 Local Receiver OK (Value) :out89-sig1-0} and {SFP 2 Remote Receiver OK (Value) :out89-sig0-0} and {SFP 2 Secret Link Status Bit (Value) :out91-sig0-0}</Equation>
|
|
<Format>Up=1/Down=0</Format>
|
|
<Min>0</Min>
|
|
<Max>1</Max>
|
|
<IsDiscreteValue>True</IsDiscreteValue>
|
|
<SetValueDescription>{SFP2 Link Status (Value) :sig8-0}</SetValueDescription>
|
|
<SetValueKey>{SFP2 Link Status (Value) :sig8-0}</SetValueKey>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp6</Key>
|
|
<StepType>17</StepType>
|
|
<StepLongValue2>24</StepLongValue2>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp7</Key>
|
|
<StepType>1</StepType>
|
|
<StepLongValue2>69</StepLongValue2>
|
|
<StepStringValue>out103</StepStringValue>
|
|
<StepStringValue2>I2C3 - 3.8109</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp8</Key>
|
|
<StepType>1</StepType>
|
|
<StepLongValue2>70</StepLongValue2>
|
|
<StepStringValue>out105</StepStringValue>
|
|
<StepStringValue2>I2C3 - 3.8108</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp9</Key>
|
|
<StepType>1</StepType>
|
|
<StepLongValue2>71</StepLongValue2>
|
|
<StepStringValue>out107</StepStringValue>
|
|
<StepStringValue2>I2C3 - 3.8230</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp5</Key>
|
|
<StepType>6</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Description>{SFP2 Link Status (Value) :sig8-0}</Description>
|
|
<Equation>{SFP 2 Local Receiver OK (Value) :out105-sig0-0} and {SFP 2 Remote Receiver OK (Value) :out105-sig1-0} and {SFP 2 Link Up 8109 (Value) :out103-sig0-0}</Equation>
|
|
<Format>Up=1/Down=0</Format>
|
|
<Min>0</Min>
|
|
<Max>1</Max>
|
|
<IsDiscreteValue>True</IsDiscreteValue>
|
|
<SetValueDescription>{SFP2 Link Status (Value) :sig8-0}</SetValueDescription>
|
|
<SetValueKey>{SFP2 Link Status (Value) :sig8-0}</SetValueKey>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp12</Key>
|
|
<StepType>18</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp27</Key>
|
|
<StepType>8</StepType>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp11</Key>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
</Steps>
|
|
</FBlock>
|
|
<FBlock>
|
|
<Description>Signal Generator</Description>
|
|
<Key>tst36</Key>
|
|
<TestType>8</TestType>
|
|
<FilePath>Capture File Function Block 1</FilePath>
|
|
<AppendFileValueTypeInput>True</AppendFileValueTypeInput>
|
|
<LogRate>1</LogRate>
|
|
<AfterStopTime>5000</AfterStopTime>
|
|
<StopNumberOfMessages>1</StopNumberOfMessages>
|
|
<StopAfterTime>1</StopAfterTime>
|
|
<NumberOfGenerations>1</NumberOfGenerations>
|
|
<FileSaveAsBinary>True</FileSaveAsBinary>
|
|
<ValueReplayOutKey>out1</ValueReplayOutKey>
|
|
<PlaybackSpeed>1</PlaybackSpeed>
|
|
<Steps>
|
|
<Step>
|
|
<Key>stp0</Key>
|
|
<StepType>14</StepType>
|
|
<StepComment>TODO: Add step commands here</StepComment>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp1</Key>
|
|
<StepType>6</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Description>{Sig_out (Value) :sig15-0}</Description>
|
|
<Equation>0</Equation>
|
|
<Min>0</Min>
|
|
<Max>255</Max>
|
|
<SetValueDescription>{Sig_out (Value) :sig15-0}</SetValueDescription>
|
|
<SetValueKey>{Sig_out (Value) :sig15-0}</SetValueKey>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp10</Key>
|
|
<StepType>2</StepType>
|
|
<StepLongValue>10</StepLongValue>
|
|
<StepLongValue2>-1</StepLongValue2>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Equation>10</Equation>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp1</Key>
|
|
<StepType>6</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Description>{Sig_out (Value) :sig15-0}</Description>
|
|
<Equation>({Sig_out (Value) :sig15-0}+1)mod(255)</Equation>
|
|
<Min>0</Min>
|
|
<Max>255</Max>
|
|
<SetValueDescription>{Sig_out (Value) :sig15-0}</SetValueDescription>
|
|
<SetValueKey>{Sig_out (Value) :sig15-0}</SetValueKey>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp2</Key>
|
|
<StepLongValue>3</StepLongValue>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp3</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp4</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp5</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp6</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp7</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp8</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp9</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
</Steps>
|
|
</FBlock>
|
|
<FBlock>
|
|
<Description>SignalGenerator_SFP01</Description>
|
|
<Key>tst34</Key>
|
|
<TestType>8</TestType>
|
|
<FilePath>Capture File Function Block 1</FilePath>
|
|
<StartMode>3</StartMode>
|
|
<AppendFileValueTypeInput>True</AppendFileValueTypeInput>
|
|
<LogRate>1</LogRate>
|
|
<AfterStopTime>5000</AfterStopTime>
|
|
<StopNumberOfMessages>1</StopNumberOfMessages>
|
|
<StopAfterTime>1</StopAfterTime>
|
|
<NumberOfGenerations>1</NumberOfGenerations>
|
|
<FileSaveAsBinary>True</FileSaveAsBinary>
|
|
<ValueReplayOutKey>out1</ValueReplayOutKey>
|
|
<PlaybackSpeed>1</PlaybackSpeed>
|
|
<Steps>
|
|
<Step>
|
|
<Key>stp0</Key>
|
|
<StepType>14</StepType>
|
|
<StepComment>TODO: Add step commands here</StepComment>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp18</Key>
|
|
<StepLongValue>4</StepLongValue>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp14</Key>
|
|
<StepType>15</StepType>
|
|
<StepLongValue>6</StepLongValue>
|
|
<StepLongValue2>6</StepLongValue2>
|
|
<SignalSpec>
|
|
<Description>Ethernet - SFP01_out (Ethernet TC10 Available)</Description>
|
|
<Equation>({Ethernet - SFP01_out (Ethernet TC10 Available) :net72-145} and {Ethernet - SFP01_out (Ethernet TC10 Wake Status) :net72-146}) or
|
|
(not({Ethernet - SFP01_out (Ethernet TC10 Available) :net72-145})) or
|
|
(not({Ethernet - SFP01_out (Ethernet TC10 Sleep Status) :net72-147}))</Equation>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp13</Key>
|
|
<StepType>6</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Description>{UDP_SigOut_SFP_01 (Value) :out76-sig22-0}</Description>
|
|
<Equation>{Sig_out (Value) :sig15-0}</Equation>
|
|
<Min>0</Min>
|
|
<Max>255</Max>
|
|
<SetValueDescription>{UDP_SigOut_SFP_01 (Value) :out76-sig22-0}</SetValueDescription>
|
|
<SetValueKey>{UDP_SigOut_SFP_01 (Value) :out76-sig22-0}</SetValueKey>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp12</Key>
|
|
<StepType>1</StepType>
|
|
<StepLongValue2>72</StepLongValue2>
|
|
<StepStringValue>out76</StepStringValue>
|
|
<StepStringValue2>UDP_out_on_SFP1</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp15</Key>
|
|
<StepType>18</StepType>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp10</Key>
|
|
<StepType>2</StepType>
|
|
<StepLongValue>10</StepLongValue>
|
|
<StepLongValue2>-1</StepLongValue2>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Equation>10</Equation>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp2</Key>
|
|
<StepLongValue>4</StepLongValue>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp4</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp5</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp6</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp7</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp8</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp9</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
</Steps>
|
|
</FBlock>
|
|
<FBlock>
|
|
<Description>SignalGenerator_SFP02</Description>
|
|
<Key>tst35</Key>
|
|
<TestType>8</TestType>
|
|
<FilePath>Capture File Function Block 1</FilePath>
|
|
<StartMode>1</StartMode>
|
|
<AppendFileValueTypeInput>True</AppendFileValueTypeInput>
|
|
<LogRate>1</LogRate>
|
|
<AfterStopTime>5000</AfterStopTime>
|
|
<StopNumberOfMessages>1</StopNumberOfMessages>
|
|
<StopAfterTime>1</StopAfterTime>
|
|
<NumberOfGenerations>1</NumberOfGenerations>
|
|
<FileSaveAsBinary>True</FileSaveAsBinary>
|
|
<ValueReplayOutKey>out1</ValueReplayOutKey>
|
|
<PlaybackSpeed>1</PlaybackSpeed>
|
|
<Steps>
|
|
<Step>
|
|
<Key>stp0</Key>
|
|
<StepType>14</StepType>
|
|
<StepComment>TODO: Add step commands here</StepComment>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp1</Key>
|
|
<StepType>6</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Description>{UDP_SigOut_SFP_02 (Value) :out82-sig22-0}</Description>
|
|
<Equation>0</Equation>
|
|
<Min>0</Min>
|
|
<Max>255</Max>
|
|
<SetValueDescription>{UDP_SigOut_SFP_02 (Value) :out82-sig22-0}</SetValueDescription>
|
|
<SetValueKey>{UDP_SigOut_SFP_02 (Value) :out82-sig22-0}</SetValueKey>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp10</Key>
|
|
<StepType>2</StepType>
|
|
<StepLongValue>0</StepLongValue>
|
|
<StepLongValue2>-1</StepLongValue2>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Equation>10</Equation>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp1</Key>
|
|
<StepType>6</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
<SignalSpec>
|
|
<Description>{UDP_SigOut_SFP_02 (Value) :out82-sig22-0}</Description>
|
|
<Equation>({UDP_SigOut_SFP_02 (Value) :out82-sig22-0}+1)mod(255)</Equation>
|
|
<Min>0</Min>
|
|
<Max>255</Max>
|
|
<SetValueDescription>{UDP_SigOut_SFP_02 (Value) :out82-sig22-0}</SetValueDescription>
|
|
<SetValueKey>{UDP_SigOut_SFP_02 (Value) :out82-sig22-0}</SetValueKey>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp12</Key>
|
|
<StepType>1</StepType>
|
|
<StepLongValue2>17</StepLongValue2>
|
|
<StepStringValue>out82</StepStringValue>
|
|
<StepStringValue2>UDP_out_on_SFP2</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp2</Key>
|
|
<StepLongValue>3</StepLongValue>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp3</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp4</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp5</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp6</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp7</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp8</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp9</Key>
|
|
<StepType>14</StepType>
|
|
<StepStringValue2>txt</StepStringValue2>
|
|
</Step>
|
|
</Steps>
|
|
</FBlock>
|
|
<FBlock>
|
|
<Description>Manipulate</Description>
|
|
<Key>tst39</Key>
|
|
<TestType>8</TestType>
|
|
<FilePath>Capture File Function Block 1</FilePath>
|
|
<AppendFileValueTypeInput>True</AppendFileValueTypeInput>
|
|
<LogRate>1</LogRate>
|
|
<AfterStopTime>5000</AfterStopTime>
|
|
<StopNumberOfMessages>1</StopNumberOfMessages>
|
|
<StopAfterTime>1</StopAfterTime>
|
|
<NumberOfGenerations>1</NumberOfGenerations>
|
|
<FileSaveAsBinary>True</FileSaveAsBinary>
|
|
<ValueReplayOutKey>out1</ValueReplayOutKey>
|
|
<PlaybackSpeed>1</PlaybackSpeed>
|
|
<Steps>
|
|
<Step>
|
|
<Key>stp0</Key>
|
|
<StepType>14</StepType>
|
|
<StepComment>TODO: Add step commands here</StepComment>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp10</Key>
|
|
<StepType>6</StepType>
|
|
<SignalSpec>
|
|
<Description>{MACsec (Present) :in23-0}</Description>
|
|
<Equation>0</Equation>
|
|
<SetValueDescription>{MACsec (Present) :in23-0}</SetValueDescription>
|
|
<SetValueKey>{MACsec (Present) :in23-0}</SetValueKey>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp11</Key>
|
|
<StepType>6</StepType>
|
|
<SignalSpec>
|
|
<Description>{MACsec (Present) :in24-0}</Description>
|
|
<Equation>0</Equation>
|
|
<SetValueDescription>{MACsec (Present) :in24-0}</SetValueDescription>
|
|
<SetValueKey>{MACsec (Present) :in24-0}</SetValueKey>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp1</Key>
|
|
<StepType>3</StepType>
|
|
<StepLongValue>10</StepLongValue>
|
|
<StepLongValue2>-1</StepLongValue2>
|
|
<SignalSpec>
|
|
<Description>Manipulate (Value)</Description>
|
|
<Equation>({MACsec (Present) :in23-0})or({MACsec (Present) :in24-0})</Equation>
|
|
<Format>True=1/False=0</Format>
|
|
<Min>0</Min>
|
|
<Max>1</Max>
|
|
<IsDiscreteValue>True</IsDiscreteValue>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp2</Key>
|
|
<StepType>6</StepType>
|
|
<SignalSpec>
|
|
<Description>{Manipulate (Value) :out110-sig0-0}</Description>
|
|
<Equation>{Manipulate (Value) :sig16-0}</Equation>
|
|
<Format>True=1/False=0</Format>
|
|
<Min>0</Min>
|
|
<Max>1</Max>
|
|
<IsDiscreteValue>True</IsDiscreteValue>
|
|
<SetValueDescription>{Manipulate (Value) :out110-sig0-0}</SetValueDescription>
|
|
<SetValueKey>{Manipulate (Value) :out110-sig0-0}</SetValueKey>
|
|
</SignalSpec>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp3</Key>
|
|
<StepType>1</StepType>
|
|
<StepLongValue2>78</StepLongValue2>
|
|
<StepStringValue>out110</StepStringValue>
|
|
<StepStringValue2>Manipulate</StepStringValue2>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp4</Key>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp5</Key>
|
|
<StepType>14</StepType>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp6</Key>
|
|
<StepType>14</StepType>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp7</Key>
|
|
<StepType>14</StepType>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp8</Key>
|
|
<StepType>14</StepType>
|
|
</Step>
|
|
<Step>
|
|
<Key>stp9</Key>
|
|
<StepType>14</StepType>
|
|
</Step>
|
|
</Steps>
|
|
</FBlock>
|
|
</FBlocks>
|
|
<SignalGroups>
|
|
<SignalGroup>
|
|
<Description>Default</Description>
|
|
<Key>sgr0</Key>
|
|
<PlotSettings>
|
|
<PlotSelected>2</PlotSelected>
|
|
<PlotSettingsYAxes>
|
|
<PlotSettingsYAxe>
|
|
<Key>1</Key>
|
|
<Description>ETH1_RAMP_0.5Hz</Description>
|
|
<Min>-13.30643158182407</Min>
|
|
<Span>278.7951020989439</Span>
|
|
<Color>32768</Color>
|
|
</PlotSettingsYAxe>
|
|
<PlotSettingsYAxe>
|
|
<Key>4</Key>
|
|
<Description>Tapping_AE1 (Value)</Description>
|
|
<Span>256.8429181340626</Span>
|
|
<Color>32896</Color>
|
|
</PlotSettingsYAxe>
|
|
<PlotSettingsYAxe>
|
|
<Key>6</Key>
|
|
<Description>Sine_0.1 (Value)</Description>
|
|
<Min>32.03892944038929</Min>
|
|
<Span>205</Span>
|
|
<Color>65280</Color>
|
|
</PlotSettingsYAxe>
|
|
<PlotSettingsYAxe>
|
|
<Key>7</Key>
|
|
<Description>RAMP_0.5 (Value)</Description>
|
|
<Min>-13.33941605839417</Min>
|
|
<Span>267.3394160583942</Span>
|
|
<Color>3355443</Color>
|
|
</PlotSettingsYAxe>
|
|
<PlotSettingsYAxe>
|
|
<Key>9</Key>
|
|
<Description>Sine_0.1 (Value)</Description>
|
|
<Min>30.4014598540146</Min>
|
|
<Span>255</Span>
|
|
</PlotSettingsYAxe>
|
|
</PlotSettingsYAxes>
|
|
</PlotSettings>
|
|
<LogAllData>False</LogAllData>
|
|
<LogRateMs>10</LogRateMs>
|
|
<LogPath>icsSpyLogFile</LogPath>
|
|
<LogPathExpression>icsSpyLogFile</LogPathExpression>
|
|
<EvaluatedLogPath></EvaluatedLogPath>
|
|
<StartMode>0</StartMode>
|
|
<LogPathSpec>
|
|
<Equation>icsSpyLogFile</Equation>
|
|
<EvaluateAsText>True</EvaluateAsText>
|
|
</LogPathSpec>
|
|
<SignalSpecs>
|
|
<SignalSpec>
|
|
<Description>ETH1_RAMP_0.5Hz</Description>
|
|
<Key>spc1</Key>
|
|
<Equation>{RAMP_0.5Hz (Value) :out79-sig22-0}</Equation>
|
|
<Min>0</Min>
|
|
<Max>255</Max>
|
|
<PlotColor>32768</PlotColor>
|
|
<PlotYAxis>1</PlotYAxis>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>Tapping_AE1 (Value)</Description>
|
|
<Key>spc4</Key>
|
|
<Equation>{Tapping_AE1 (Value) :in9-sig3-0}</Equation>
|
|
<Min>0</Min>
|
|
<Max>255</Max>
|
|
<PlotColor>32896</PlotColor>
|
|
<PlotYAxis>4</PlotYAxis>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>Sine_0.1 (Value)</Description>
|
|
<Key>spc5</Key>
|
|
<Equation>{Sine_0.1 (Value) :in11-sig22-0}</Equation>
|
|
<Min>0</Min>
|
|
<Max>255</Max>
|
|
<PlotColor>65280</PlotColor>
|
|
<PlotYAxis>6</PlotYAxis>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>RAMP_0.5 (Value)</Description>
|
|
<Key>spc6</Key>
|
|
<Equation>{RAMP_0.5 (Value) :in3-sig22-0}</Equation>
|
|
<Min>0</Min>
|
|
<Max>255</Max>
|
|
<PlotColor>3355443</PlotColor>
|
|
<PlotYAxis>7</PlotYAxis>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>Sine_0.1 (Value)</Description>
|
|
<Key>spc8</Key>
|
|
<Equation>{Sine_0.1 (Value) :in11-sig22-0}</Equation>
|
|
<Min>0</Min>
|
|
<Max>255</Max>
|
|
<PlotColor>0</PlotColor>
|
|
<PlotYAxis>9</PlotYAxis>
|
|
</SignalSpec>
|
|
</SignalSpecs>
|
|
</SignalGroup>
|
|
<SignalGroup>
|
|
<Description>SFP1_out</Description>
|
|
<Key>sgr3</Key>
|
|
<PlotSettings>
|
|
<XAxisKey>spc0</XAxisKey>
|
|
<PlotSettingsYAxes>
|
|
<PlotSettingsYAxe>
|
|
<Key>0</Key>
|
|
<Description>UDP_SigOut_SFP_02 (Value)</Description>
|
|
<Span>255</Span>
|
|
<Color>8388608</Color>
|
|
</PlotSettingsYAxe>
|
|
</PlotSettingsYAxes>
|
|
</PlotSettings>
|
|
<LogAllData>False</LogAllData>
|
|
<LogRateMs>10</LogRateMs>
|
|
<LogPath>icsSpyLogFile</LogPath>
|
|
<LogPathExpression>icsSpyLogFile</LogPathExpression>
|
|
<EvaluatedLogPath></EvaluatedLogPath>
|
|
<StartMode>0</StartMode>
|
|
<LogPathSpec>
|
|
<Equation>icsSpyLogFile</Equation>
|
|
<EvaluateAsText>True</EvaluateAsText>
|
|
</LogPathSpec>
|
|
<SignalSpecs>
|
|
<SignalSpec>
|
|
<Description>Original_out</Description>
|
|
<Key>spc0</Key>
|
|
<Equation>{UDP_SigOut_SFP_01 (Value) :out76-sig22-0}</Equation>
|
|
<Min>0</Min>
|
|
<Max>255</Max>
|
|
<PlotColor>8388608</PlotColor>
|
|
<PlotYAxis>0</PlotYAxis>
|
|
</SignalSpec>
|
|
</SignalSpecs>
|
|
</SignalGroup>
|
|
<SignalGroup>
|
|
<Description>Ethernet</Description>
|
|
<Key>sgr4</Key>
|
|
<PlotSettings>
|
|
<StackYAxes>True</StackYAxes>
|
|
<XAxisKey>spc0</XAxisKey>
|
|
<PlotSettingsYAxes>
|
|
<PlotSettingsYAxe>
|
|
<Key>0</Key>
|
|
<Description>Tapping_AE1 (Value)</Description>
|
|
<Span>255</Span>
|
|
<Color>8388608</Color>
|
|
</PlotSettingsYAxe>
|
|
<PlotSettingsYAxe>
|
|
<Key>3</Key>
|
|
<Description>Tapping_AE2 (Value)</Description>
|
|
<Span>255</Span>
|
|
<Color>32768</Color>
|
|
</PlotSettingsYAxe>
|
|
</PlotSettingsYAxes>
|
|
</PlotSettings>
|
|
<LogAllData>False</LogAllData>
|
|
<LogRateMs>10</LogRateMs>
|
|
<LogPath>icsSpyLogFile</LogPath>
|
|
<LogPathExpression>icsSpyLogFile</LogPathExpression>
|
|
<EvaluatedLogPath></EvaluatedLogPath>
|
|
<StartMode>0</StartMode>
|
|
<LogPathSpec>
|
|
<Equation>icsSpyLogFile</Equation>
|
|
<EvaluateAsText>True</EvaluateAsText>
|
|
</LogPathSpec>
|
|
<SignalSpecs>
|
|
<SignalSpec>
|
|
<Description>Tapping_AE1 (Value)</Description>
|
|
<Key>spc0</Key>
|
|
<Equation>{Tapping_AE1 (Value) :in9-sig3-0}</Equation>
|
|
<Min>0</Min>
|
|
<Max>255</Max>
|
|
<PlotColor>8388608</PlotColor>
|
|
<PlotYAxis>0</PlotYAxis>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>Tapping_AE2 (Value)</Description>
|
|
<Key>spc2</Key>
|
|
<Equation>{Tapping_AE2 (Value) :in22-sig3-0}</Equation>
|
|
<Min>0</Min>
|
|
<Max>255</Max>
|
|
<PlotColor>32768</PlotColor>
|
|
<PlotYAxis>3</PlotYAxis>
|
|
</SignalSpec>
|
|
</SignalSpecs>
|
|
</SignalGroup>
|
|
<SignalGroup>
|
|
<Description>TAPPING</Description>
|
|
<Key>sgr5</Key>
|
|
<PlotSettings>
|
|
<StackYAxes>True</StackYAxes>
|
|
<XAxisKey>spc0</XAxisKey>
|
|
<PlotSettingsYAxes>
|
|
<PlotSettingsYAxe>
|
|
<Key>0</Key>
|
|
<Description>Tapping_AE1</Description>
|
|
<Span>255</Span>
|
|
<Color>8388608</Color>
|
|
</PlotSettingsYAxe>
|
|
<PlotSettingsYAxe>
|
|
<Key>1</Key>
|
|
<Description>Tapping_AE2</Description>
|
|
<Span>255</Span>
|
|
<Color>32768</Color>
|
|
</PlotSettingsYAxe>
|
|
</PlotSettingsYAxes>
|
|
</PlotSettings>
|
|
<LogAllData>False</LogAllData>
|
|
<LogRateMs>10</LogRateMs>
|
|
<LogPath>icsSpyLogFile</LogPath>
|
|
<LogPathExpression>icsSpyLogFile</LogPathExpression>
|
|
<EvaluatedLogPath></EvaluatedLogPath>
|
|
<StartMode>0</StartMode>
|
|
<LogPathSpec>
|
|
<Equation>icsSpyLogFile</Equation>
|
|
<EvaluateAsText>True</EvaluateAsText>
|
|
</LogPathSpec>
|
|
<SignalSpecs>
|
|
<SignalSpec>
|
|
<Description>Tapping_AE1</Description>
|
|
<Key>spc0</Key>
|
|
<Equation>{Tapping_AE1 (Value) :in9-sig3-0}</Equation>
|
|
<Min>0</Min>
|
|
<Max>255</Max>
|
|
<PlotColor>8388608</PlotColor>
|
|
<PlotYAxis>0</PlotYAxis>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>Tapping_AE2</Description>
|
|
<Key>spc2</Key>
|
|
<Equation>{Tapping_AE2 (Value) :in22-sig3-0}</Equation>
|
|
<PlotColor>32768</PlotColor>
|
|
<PlotYAxis>1</PlotYAxis>
|
|
</SignalSpec>
|
|
</SignalSpecs>
|
|
</SignalGroup>
|
|
<SignalGroup>
|
|
<Description>SFP2_in</Description>
|
|
<Key>sgr6</Key>
|
|
<PlotSettings>
|
|
<StackYAxes>True</StackYAxes>
|
|
<XAxisKey>spc1</XAxisKey>
|
|
<PlotSettingsYAxes>
|
|
<PlotSettingsYAxe>
|
|
<Key>2</Key>
|
|
<Description>Status</Description>
|
|
<Span>1</Span>
|
|
<Color>255</Color>
|
|
<TrackingEnabled>0</TrackingEnabled>
|
|
</PlotSettingsYAxe>
|
|
<PlotSettingsYAxe>
|
|
<Key>3</Key>
|
|
<Description>Decoded</Description>
|
|
<Span>255</Span>
|
|
<Color>8388736</Color>
|
|
</PlotSettingsYAxe>
|
|
</PlotSettingsYAxes>
|
|
</PlotSettings>
|
|
<LogAllData>False</LogAllData>
|
|
<LogRateMs>10</LogRateMs>
|
|
<LogPath>icsSpyLogFile</LogPath>
|
|
<LogPathExpression>icsSpyLogFile</LogPathExpression>
|
|
<EvaluatedLogPath></EvaluatedLogPath>
|
|
<StartMode>0</StartMode>
|
|
<LogPathSpec>
|
|
<Equation>icsSpyLogFile</Equation>
|
|
<EvaluateAsText>True</EvaluateAsText>
|
|
</LogPathSpec>
|
|
<SignalSpecs>
|
|
<SignalSpec>
|
|
<Description>Message Status</Description>
|
|
<Key>spc1</Key>
|
|
<Equation>{RX_SFP2 (Message Status) :in5-11}<>67108864</Equation>
|
|
<PlotColor>255</PlotColor>
|
|
<PlotYAxis>2</PlotYAxis>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>RX_Signal_SFP2 (Value)</Description>
|
|
<Key>spc2</Key>
|
|
<Equation>{RX_Signal_SFP2 (Value) :in5-sig3-0}</Equation>
|
|
<Min>0</Min>
|
|
<Max>255</Max>
|
|
<PlotColor>8388736</PlotColor>
|
|
<PlotYAxis>3</PlotYAxis>
|
|
</SignalSpec>
|
|
</SignalSpecs>
|
|
</SignalGroup>
|
|
<SignalGroup>
|
|
<Description>UDP_SigOut_SFP_01</Description>
|
|
<Key>sgr7</Key>
|
|
<PlotSettings>
|
|
<PlotSettingsYAxes>
|
|
<PlotSettingsYAxe>
|
|
<Key>0</Key>
|
|
<Description>UDP_SigOut_SFP_01</Description>
|
|
<Span>255</Span>
|
|
<Color>8388608</Color>
|
|
</PlotSettingsYAxe>
|
|
</PlotSettingsYAxes>
|
|
</PlotSettings>
|
|
<LogAllData>False</LogAllData>
|
|
<LogRateMs>10</LogRateMs>
|
|
<LogPath>icsSpyLogFile</LogPath>
|
|
<LogPathExpression>icsSpyLogFile</LogPathExpression>
|
|
<EvaluatedLogPath></EvaluatedLogPath>
|
|
<StartMode>0</StartMode>
|
|
<LogPathSpec>
|
|
<Equation>icsSpyLogFile</Equation>
|
|
<EvaluateAsText>True</EvaluateAsText>
|
|
</LogPathSpec>
|
|
<SignalSpecs>
|
|
<SignalSpec>
|
|
<Description>UDP_SigOut_SFP_01</Description>
|
|
<Key>spc0</Key>
|
|
<Equation>{UDP_SigOut_SFP_01 (value) :out76-sig22-0}</Equation>
|
|
<Min>0</Min>
|
|
<Max>255</Max>
|
|
<UseCustomFormatting>True</UseCustomFormatting>
|
|
<PlotColor>8388608</PlotColor>
|
|
<PlotYAxis>0</PlotYAxis>
|
|
</SignalSpec>
|
|
</SignalSpecs>
|
|
</SignalGroup>
|
|
<SignalGroup>
|
|
<Description>UDP_SigOut_SFP_01</Description>
|
|
<Key>sgr8</Key>
|
|
<PlotSettings>
|
|
<XAxisKey>spc1</XAxisKey>
|
|
<PlotSettingsYAxes>
|
|
<PlotSettingsYAxe>
|
|
<Key>0</Key>
|
|
<Description>UDP_SigOut_SFP_01</Description>
|
|
<Span>255</Span>
|
|
<Color>8388608</Color>
|
|
</PlotSettingsYAxe>
|
|
</PlotSettingsYAxes>
|
|
</PlotSettings>
|
|
<LogAllData>False</LogAllData>
|
|
<LogRateMs>10</LogRateMs>
|
|
<LogPath>icsSpyLogFile</LogPath>
|
|
<LogPathExpression>icsSpyLogFile</LogPathExpression>
|
|
<EvaluatedLogPath></EvaluatedLogPath>
|
|
<StartMode>0</StartMode>
|
|
<LogPathSpec>
|
|
<Equation>icsSpyLogFile</Equation>
|
|
<EvaluateAsText>True</EvaluateAsText>
|
|
</LogPathSpec>
|
|
<SignalSpecs>
|
|
<SignalSpec>
|
|
<Description>UDP_SigOut_SFP_01</Description>
|
|
<Key>spc0</Key>
|
|
<Equation>{UDP_SigOut_SFP_01 (value) :out76-sig22-0}</Equation>
|
|
<Min>0</Min>
|
|
<Max>255</Max>
|
|
<UseCustomFormatting>True</UseCustomFormatting>
|
|
<PlotColor>8388608</PlotColor>
|
|
<PlotYAxis>0</PlotYAxis>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>Sig_out (Value)</Description>
|
|
<Key>spc1</Key>
|
|
<Equation>{Sig_out (Value) :sig15-0}</Equation>
|
|
<PlotColor>32768</PlotColor>
|
|
<PlotYAxis>0</PlotYAxis>
|
|
</SignalSpec>
|
|
</SignalSpecs>
|
|
</SignalGroup>
|
|
<SignalGroup>
|
|
<Description>Signal_out (SFP1)</Description>
|
|
<Key>sgr9</Key>
|
|
<PlotSettings>
|
|
<XAxisKey>spc1</XAxisKey>
|
|
<PlotSettingsYAxes>
|
|
<PlotSettingsYAxe>
|
|
<Key>0</Key>
|
|
<Description>Signal(s)_out</Description>
|
|
<Span>255</Span>
|
|
<Color>8388608</Color>
|
|
</PlotSettingsYAxe>
|
|
</PlotSettingsYAxes>
|
|
</PlotSettings>
|
|
<LogAllData>False</LogAllData>
|
|
<LogRateMs>10</LogRateMs>
|
|
<LogPath>icsSpyLogFile</LogPath>
|
|
<LogPathExpression>icsSpyLogFile</LogPathExpression>
|
|
<EvaluatedLogPath></EvaluatedLogPath>
|
|
<StartMode>0</StartMode>
|
|
<LogPathSpec>
|
|
<Equation>icsSpyLogFile</Equation>
|
|
<EvaluateAsText>True</EvaluateAsText>
|
|
</LogPathSpec>
|
|
<SignalSpecs>
|
|
<SignalSpec>
|
|
<Description>Signal_out</Description>
|
|
<Key>spc0</Key>
|
|
<Equation>{Sig_out (Value) :sig15-0}</Equation>
|
|
<PlotColor>8388608</PlotColor>
|
|
<PlotYAxis>0</PlotYAxis>
|
|
</SignalSpec>
|
|
</SignalSpecs>
|
|
</SignalGroup>
|
|
<SignalGroup>
|
|
<Description>New Group 9</Description>
|
|
<Key>sgr10</Key>
|
|
<PlotSettings>
|
|
<PlotSettingsYAxes>
|
|
<PlotSettingsYAxe>
|
|
<Key>0</Key>
|
|
<Description>RX_SFP2 (Count)</Description>
|
|
<Color>8388608</Color>
|
|
</PlotSettingsYAxe>
|
|
</PlotSettingsYAxes>
|
|
</PlotSettings>
|
|
<LogAllData>False</LogAllData>
|
|
<LogRateMs>10</LogRateMs>
|
|
<LogPath>icsSpyLogFile</LogPath>
|
|
<LogPathExpression>icsSpyLogFile</LogPathExpression>
|
|
<EvaluatedLogPath></EvaluatedLogPath>
|
|
<StartMode>0</StartMode>
|
|
<LogPathSpec>
|
|
<Equation>icsSpyLogFile</Equation>
|
|
<EvaluateAsText>True</EvaluateAsText>
|
|
</LogPathSpec>
|
|
<SignalSpecs>
|
|
<SignalSpec>
|
|
<Description>RX_SFP2 (Count)</Description>
|
|
<Key>spc1</Key>
|
|
<Equation>{RX_SFP2 (Count) :in5-5}mod(6)</Equation>
|
|
<PlotColor>8388608</PlotColor>
|
|
<PlotYAxis>0</PlotYAxis>
|
|
</SignalSpec>
|
|
</SignalSpecs>
|
|
</SignalGroup>
|
|
<SignalGroup>
|
|
<Description>MACsec_Tap</Description>
|
|
<Key>sgr11</Key>
|
|
<PlotSettings>
|
|
<StackYAxes>True</StackYAxes>
|
|
<XAxisKey>spc1</XAxisKey>
|
|
<PlotSettingsYAxes>
|
|
<PlotSettingsYAxe>
|
|
<Key>0</Key>
|
|
<Description>IN</Description>
|
|
<Span>255</Span>
|
|
<Color>8388608</Color>
|
|
</PlotSettingsYAxe>
|
|
<PlotSettingsYAxe>
|
|
<Key>2</Key>
|
|
<Description>MANIPULATED</Description>
|
|
<Span>255</Span>
|
|
<Color>8388736</Color>
|
|
</PlotSettingsYAxe>
|
|
</PlotSettingsYAxes>
|
|
</PlotSettings>
|
|
<LogAllData>False</LogAllData>
|
|
<LogRateMs>10</LogRateMs>
|
|
<LogPath>icsSpyLogFile</LogPath>
|
|
<LogPathExpression>icsSpyLogFile</LogPathExpression>
|
|
<EvaluatedLogPath></EvaluatedLogPath>
|
|
<StartMode>0</StartMode>
|
|
<LogPathSpec>
|
|
<Equation>icsSpyLogFile</Equation>
|
|
<EvaluateAsText>True</EvaluateAsText>
|
|
</LogPathSpec>
|
|
<SignalSpecs>
|
|
<SignalSpec>
|
|
<Description>AE01_in</Description>
|
|
<Key>spc0</Key>
|
|
<Equation>{Raw_Byte_Pos (Value) :in23-sig3-0}</Equation>
|
|
<Min>0</Min>
|
|
<Max>255</Max>
|
|
<PlotColor>8388608</PlotColor>
|
|
<PlotYAxis>0</PlotYAxis>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>AE02_in</Description>
|
|
<Key>spc1</Key>
|
|
<Equation>{Raw_Byte_Pos (Value) :in24-sig3-0}</Equation>
|
|
<Min>0</Min>
|
|
<Max>255</Max>
|
|
<PlotColor>32768</PlotColor>
|
|
<PlotYAxis>0</PlotYAxis>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>AE01_out</Description>
|
|
<Key>spc2</Key>
|
|
<Equation>{Raw_Byte_Pos (Value) :out108-sig3-0}</Equation>
|
|
<Min>0</Min>
|
|
<Max>255</Max>
|
|
<PlotColor>8388736</PlotColor>
|
|
<PlotYAxis>2</PlotYAxis>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>AE02_out</Description>
|
|
<Key>spc3</Key>
|
|
<Equation>{Raw_Byte_Pos (Value) :out109-sig3-0}</Equation>
|
|
<Min>0</Min>
|
|
<Max>255</Max>
|
|
<PlotColor>13209</PlotColor>
|
|
<PlotYAxis>2</PlotYAxis>
|
|
</SignalSpec>
|
|
</SignalSpecs>
|
|
</SignalGroup>
|
|
</SignalGroups>
|
|
<Dialogs>
|
|
<Dialog>
|
|
<Caption>Encrypted Description</Caption>
|
|
<Key>dia9</Key>
|
|
<TextDisplay>
|
|
<Key>txt0</Key>
|
|
<Width>1250</Width>
|
|
<Height>264</Height>
|
|
<Top>56</Top>
|
|
<Left>90</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<ForeColor>16711680</ForeColor>
|
|
<Caption>1. Connect SFP_01 to AE01 and AE02 to SFP_02.
|
|
(Shouldn´t matter any more since AEC_2025_BOSCH)
|
|
|
|
Either of the two options:
|
|
2.1 Set up GigaStar for tapping AE01-AE02 (TAPPING)
|
|
2.2 Use individual ports (embedded Gateway)
|
|
|
|
3. Set SFP01 - slave, SFP02 - Master, AE_01 and AE_02 - Auto
|
|
|
|
Signal generation should run on teh hardware to prevent timing issues
|
|
4.1 In case of TAPPING disable the embedded Gateway and download to CoreMini
|
|
4.2 If embedded Gateway and signal manipulation is shown, enable embedded Gateway and download to CoreMini.
|
|
|
|
5. In any case make sure that the embedded Gateway is disabled if going online with VehicleSpy
|
|
</Caption>
|
|
<Alignment>0</Alignment>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<TextDisplay>
|
|
<Key>txt2</Key>
|
|
<Width>1415</Width>
|
|
<Height>41</Height>
|
|
<Top>327</Top>
|
|
<Left>92</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<FontBold>True</FontBold>
|
|
<ForeColor>32768</ForeColor>
|
|
<Caption>Programming:</Caption>
|
|
<Alignment>0</Alignment>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<TextDisplay>
|
|
<Key>txt3</Key>
|
|
<Width>1415</Width>
|
|
<Height>41</Height>
|
|
<Top>442</Top>
|
|
<Left>147</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<ForeColor>32768</ForeColor>
|
|
<Caption>python test_sfp_macsec_util.py GS0728 --sfp --config_netid NETID_I2C3 --yaml test_sfp_macsec_Rule_wildcard_SecY_256_strip_noEncrypt_onlyCheck_sci_SA_sak0.yml</Caption>
|
|
<Alignment>0</Alignment>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<TextDisplay>
|
|
<Key>txt5</Key>
|
|
<Width>1416</Width>
|
|
<Height>25</Height>
|
|
<Top>488</Top>
|
|
<Left>147</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<FontItalic>True</FontItalic>
|
|
<ForeColor>32768</ForeColor>
|
|
<Caption>python test_sfp_macsec_util.py GS0728 --sfp --config_netid NETID_I2C3 --yaml test_sfp_macsec_Rule_wildcard_SecY_256_strip_noEncrypt_onlyCheck_sci_SA_sak0.yml --reset</Caption>
|
|
<Alignment>0</Alignment>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<TextDisplay>
|
|
<Key>txt6</Key>
|
|
<Width>1415</Width>
|
|
<Height>25</Height>
|
|
<Top>358</Top>
|
|
<Left>118</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<FontBold>True</FontBold>
|
|
<ForeColor>32768</ForeColor>
|
|
<Caption>Setting the configuration for SFP01 of GS0728:</Caption>
|
|
<Alignment>0</Alignment>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<TextDisplay>
|
|
<Key>txt7</Key>
|
|
<Width>1414</Width>
|
|
<Height>25</Height>
|
|
<Top>466</Top>
|
|
<Left>118</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<FontBold>True</FontBold>
|
|
<ForeColor>32768</ForeColor>
|
|
<Caption>Clearing the configuration on SFP02 of GS0728:</Caption>
|
|
<Alignment>0</Alignment>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<TextDisplay>
|
|
<Key>txt8</Key>
|
|
<Width>1415</Width>
|
|
<Height>41</Height>
|
|
<Top>514</Top>
|
|
<Left>118</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<ForeColor>32768</ForeColor>
|
|
<Caption>or just</Caption>
|
|
<Alignment>0</Alignment>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<TextDisplay>
|
|
<Key>txt9</Key>
|
|
<Width>1416</Width>
|
|
<Height>25</Height>
|
|
<Top>538</Top>
|
|
<Left>147</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<FontItalic>True</FontItalic>
|
|
<ForeColor>32768</ForeColor>
|
|
<Caption>python test_sfp_macsec_util.py GS0728 --sfp --config_netid NETID_I2C3 --reset</Caption>
|
|
<Alignment>0</Alignment>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<TextDisplay>
|
|
<Key>txt10</Key>
|
|
<Width>285</Width>
|
|
<Height>27</Height>
|
|
<Top>32</Top>
|
|
<Left>92</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<FontBold>True</FontBold>
|
|
<ForeColor>16711680</ForeColor>
|
|
<Caption>Requirements:</Caption>
|
|
<Alignment>0</Alignment>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<TextDisplay>
|
|
<Key>txt11</Key>
|
|
<Width>1415</Width>
|
|
<Height>41</Height>
|
|
<Top>581</Top>
|
|
<Left>92</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<FontBold>True</FontBold>
|
|
<ForeColor>128</ForeColor>
|
|
<Caption>Showcase:</Caption>
|
|
<Alignment>0</Alignment>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<TextDisplay>
|
|
<Key>txt12</Key>
|
|
<Width>1398</Width>
|
|
<Height>229</Height>
|
|
<Top>604</Top>
|
|
<Left>90</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<ForeColor>128</ForeColor>
|
|
<Caption>GigaStar will send out data thru SFP_01 -> AE_01.
|
|
In this setup RAD-GigaStar is using embedded Gateway insted of Tapping between AE_01 <-> AE_02.
|
|
SFP_01 and SFP_02 may configured to use MACsec "encryption"/"authentication"
|
|
The embedded Gateway between AE_01 and AE_02 may be used to manipulate the "encrypted" data.
|
|
|
|
In the lower right plot of the "Encrypetd" panel you will see the internally generated raw signal.
|
|
This signal may be "encrypted"/"authentication added" within the SFP_01 Module and then received on AE_01.
|
|
The signal will then be gatewayed/tapped thru AE01<->AE02 and is shown in the left plot. In the messages view you can see that there is an IEEE802.11AE security tag added.
|
|
By pressing the manipulate button on the left side of RAD-GigaStar image, the signal will be manipulated (divided by 2 + offset). The manipulted signal will be transmittetd from AE_02 to SFP_02.
|
|
Within SFP_02 the signal may be decrypted/verified again. The result will be shown on the upper top right plot.
|
|
In case of manipulation the status of received message will indicate the missmatch - this is shown in the lower part of the upper right plot.
|
|
|
|
</Caption>
|
|
<Alignment>0</Alignment>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<TextDisplay>
|
|
<Key>txt15</Key>
|
|
<Width>1415</Width>
|
|
<Height>25</Height>
|
|
<Top>418</Top>
|
|
<Left>118</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<FontBold>True</FontBold>
|
|
<ForeColor>32768</ForeColor>
|
|
<Caption>Setting the configuration for SFP02 of GS0728:</Caption>
|
|
<Alignment>0</Alignment>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<TextDisplay>
|
|
<Key>txt16</Key>
|
|
<Width>1415</Width>
|
|
<Height>41</Height>
|
|
<Top>382</Top>
|
|
<Left>147</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<ForeColor>32768</ForeColor>
|
|
<Caption>python test_sfp_macsec_util.py GS0728 --sfp --config_netid NETID_I2C2 --yaml test_sfp_macsec_Rule_wildcard_SecY_256_strip_noEncrypt_onlyCheck_sci_SA_sak0.yml</Caption>
|
|
<Alignment>0</Alignment>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
</Dialog>
|
|
<Dialog>
|
|
<Caption>Encrypted</Caption>
|
|
<Key>dia6</Key>
|
|
<BackColor>16777215</BackColor>
|
|
<Graph>
|
|
<Key>grh3</Key>
|
|
<Width>400</Width>
|
|
<Height>220</Height>
|
|
<Top>211</Top>
|
|
<Left>1303</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<DataKey>sgr6</DataKey>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<Timespan>15</Timespan>
|
|
<XSpan>10</XSpan>
|
|
<GraphParameters>
|
|
<GraphParameter>
|
|
<Color>255</Color>
|
|
<Autoscale>1</Autoscale>
|
|
<YHigh>100</YHigh>
|
|
<YLow>0</YLow>
|
|
<DataSignalIndex>-1</DataSignalIndex>
|
|
<Type>0</Type>
|
|
<DataFile></DataFile>
|
|
<SignalSpec>
|
|
</SignalSpec>
|
|
</GraphParameter>
|
|
</GraphParameters>
|
|
</Graph>
|
|
<Graph>
|
|
<Key>grh1</Key>
|
|
<Width>400</Width>
|
|
<Height>196</Height>
|
|
<Top>445</Top>
|
|
<Left>1298</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<DataKey>sgr9</DataKey>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<Timespan>15</Timespan>
|
|
<XSpan>10</XSpan>
|
|
<GraphParameters>
|
|
<GraphParameter>
|
|
<Color>255</Color>
|
|
<Autoscale>1</Autoscale>
|
|
<YHigh>100</YHigh>
|
|
<YLow>0</YLow>
|
|
<DataSignalIndex>-1</DataSignalIndex>
|
|
<Type>0</Type>
|
|
<DataFile></DataFile>
|
|
<SignalSpec>
|
|
</SignalSpec>
|
|
</GraphParameter>
|
|
</GraphParameters>
|
|
</Graph>
|
|
<GraphicalDisplay>
|
|
<Key>gdp1</Key>
|
|
<Width>970</Width>
|
|
<Height>560</Height>
|
|
<Top>234</Top>
|
|
<Left>380</Left>
|
|
<BackColor>16777215</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<Stretch>1</Stretch>
|
|
<TransparentColor>16777215</TransparentColor>
|
|
<BitmapList>
|
|
<Bitmap>
|
|
<Filename>(embedded)</Filename>
|
|
<Name>New Image #0</Name>
|
|
<Index>0</Index>
|
|
<Width>750</Width>
|
|
<Height>427</Height>
|
|
<BPP>32</BPP>
|
|
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</Bitmap>
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</BitmapList>
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<SignalSpec>
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<Description>Ethernet - SFP01_out (Local))</Description>
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<Equation>0</Equation>
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</SignalSpec>
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</GraphicalDisplay>
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<OnOffButton>
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<Key>ofb1</Key>
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<Width>330</Width>
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<Height>60</Height>
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<Top>554</Top>
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<Left>690</Left>
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<BackColor>0</BackColor>
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<Transparent>0</Transparent>
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<BorderStyle>0</BorderStyle>
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<FontSize>16</FontSize>
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<FontName>Arial</FontName>
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<ForeColor>12632256</ForeColor>
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<Enabled>False</Enabled>
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<ShowCaption>0</ShowCaption>
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<OnText>stop sending</OnText>
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<OffText>Send data</OffText>
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<ActionStyle>1</ActionStyle>
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<OnOffType>1</OnOffType>
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<Value>1</Value>
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<SignalSpec>
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<Description>{UDP_out_on_SFP1 (Tx Msg Periodic On-Off) :out76-30}</Description>
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<Equation>{UDP_out_on_SFP1 (Tx Msg Periodic On-Off) :out76-30}</Equation>
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<SetValueDescription>{UDP_out_on_SFP1 (Tx Msg Periodic On-Off) :out76-30}</SetValueDescription>
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<SetValueKey>{UDP_out_on_SFP1 (Tx Msg Periodic On-Off) :out76-30}</SetValueKey>
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</SignalSpec>
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</OnOffButton>
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<GraphicalDisplay>
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<Key>gdp2</Key>
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<Width>240</Width>
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<Height>230</Height>
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<Top>617</Top>
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<Left>1603</Left>
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<BackColor>12632256</BackColor>
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<Transparent>1</Transparent>
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<BorderStyle>0</BorderStyle>
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<FontName>Arial</FontName>
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<TransparentColor>16777215</TransparentColor>
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<BitmapList>
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<Bitmap>
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<Filename>(embedded)</Filename>
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<Name>New Image #0</Name>
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<Index>0</Index>
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<Width>228</Width>
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<Height>221</Height>
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<BPP>32</BPP>
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</Data>
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</Bitmap>
|
|
</BitmapList>
|
|
<SignalSpec>
|
|
<Description>{RX_AE1 (Count)</Description>
|
|
<Equation>(({AE 01 - tapping_in (Count) :net87-0}+{AE 02 - tapping_out (Count) :net88-0})/8)mod(6)</Equation>
|
|
</SignalSpec>
|
|
</GraphicalDisplay>
|
|
<LED>
|
|
<Key>led0</Key>
|
|
<Width>20</Width>
|
|
<Height>20</Height>
|
|
<Top>374</Top>
|
|
<Left>920</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<Caption></Caption>
|
|
<ShowCaption>0</ShowCaption>
|
|
<LEDOnColor>65280</LEDOnColor>
|
|
<LEDOffColor>64</LEDOffColor>
|
|
<SignalSpec>
|
|
<Description>UDP_out_on_SFP1 (Count)</Description>
|
|
<Equation>{UDP_out_on_SFP1 (Count) :out76-5}mod(2)and({Ethernet - SFP01_out (Rate) :net72-1}>5)</Equation>
|
|
</SignalSpec>
|
|
</LED>
|
|
<LED>
|
|
<Key>led1</Key>
|
|
<Width>20</Width>
|
|
<Height>20</Height>
|
|
<Top>374</Top>
|
|
<Left>1003</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<Caption></Caption>
|
|
<ShowCaption>0</ShowCaption>
|
|
<LEDOnColor>16744448</LEDOnColor>
|
|
<LEDOffColor>64</LEDOffColor>
|
|
<SignalSpec>
|
|
<Description>RX_SFP2 (Present Toggle)</Description>
|
|
<Equation>{RX_SFP2 (Present Toggle) :in5-1}and({Ethernet 02 - SFP02_in (Rate) :net117-1}>5)</Equation>
|
|
</SignalSpec>
|
|
</LED>
|
|
<LED>
|
|
<Key>led2</Key>
|
|
<Width>20</Width>
|
|
<Height>20</Height>
|
|
<Top>374</Top>
|
|
<Left>757</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<Caption></Caption>
|
|
<ShowCaption>0</ShowCaption>
|
|
<LEDOnColor>16744448</LEDOnColor>
|
|
<LEDOffColor>64</LEDOffColor>
|
|
<SignalSpec>
|
|
<Description>RX_AE1 (Present Toggle)</Description>
|
|
<Equation>{RX_AE1 (Present Toggle) :in9-1}and({AE 01 - tapping_in (Rate) :net87-1}>5)</Equation>
|
|
</SignalSpec>
|
|
</LED>
|
|
<LED>
|
|
<Key>led3</Key>
|
|
<Width>20</Width>
|
|
<Height>20</Height>
|
|
<Top>374</Top>
|
|
<Left>840</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<Caption></Caption>
|
|
<ShowCaption>0</ShowCaption>
|
|
<LEDOnColor>16744448</LEDOnColor>
|
|
<LEDOffColor>64</LEDOffColor>
|
|
<SignalSpec>
|
|
<Description>AE 02 - tapping_out (Count)</Description>
|
|
<Equation>{AE 02 - tapping_out (Count) :net88-0}mod(2)and({AE 02 - tapping_out (Rate) :net88-1}>5)</Equation>
|
|
</SignalSpec>
|
|
</LED>
|
|
<LED>
|
|
<Key>led4</Key>
|
|
<Width>20</Width>
|
|
<Height>20</Height>
|
|
<Top>374</Top>
|
|
<Left>670</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<Caption></Caption>
|
|
<ShowCaption>0</ShowCaption>
|
|
<LEDOnColor>16744448</LEDOnColor>
|
|
<LEDOffColor>64</LEDOffColor>
|
|
<SignalSpec>
|
|
<Description>Time (ms)</Description>
|
|
<Equation>{TIME (MS)}mod(200)>100</Equation>
|
|
</SignalSpec>
|
|
</LED>
|
|
<TextDisplay>
|
|
<Key>txt4</Key>
|
|
<Width>360</Width>
|
|
<Height>50</Height>
|
|
<Top>648</Top>
|
|
<Left>1255</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>16</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<FontBold>True</FontBold>
|
|
<ForeColor>16711680</ForeColor>
|
|
<Caption>MACsec
|
|
Encryption / Authentication</Caption>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<TextDisplay>
|
|
<Key>txt5</Key>
|
|
<Width>360</Width>
|
|
<Height>50</Height>
|
|
<Top>159</Top>
|
|
<Left>1260</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>16</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<FontBold>True</FontBold>
|
|
<ForeColor>16711680</ForeColor>
|
|
<Caption>MACsec
|
|
Decryption / Authentication</Caption>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<GraphicalDisplay>
|
|
<Key>gdp7</Key>
|
|
<Width>209</Width>
|
|
<Height>80</Height>
|
|
<Top>511</Top>
|
|
<Left>1674</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<Stretch>1</Stretch>
|
|
<TransparentColor>16711935</TransparentColor>
|
|
<BitmapList>
|
|
<Bitmap>
|
|
<Filename>(embedded)</Filename>
|
|
<Name>New Image #0</Name>
|
|
<Index>0</Index>
|
|
<Width>999</Width>
|
|
<Height>413</Height>
|
|
<BPP>32</BPP>
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</Bitmap>
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</BitmapList>
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<SignalSpec>
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<Description>{RX_AE1 (Count)</Description>
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<Equation>(({RX_AE1 (Count) :in9-5} + {RX_AE2 (Count) :in22-5})\8)mod(6)</Equation>
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</SignalSpec>
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</GraphicalDisplay>
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<GraphicalDisplay>
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<Key>gdp10</Key>
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<Left>1278</Left>
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<Filename>(embedded)</Filename>
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<Name>New Image #0</Name>
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</Bitmap>
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</BitmapList>
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<SignalSpec>
|
|
<Description>{RX_AE1 (Count)</Description>
|
|
<Equation>(({RX_AE1 (Count) :in9-5} + {RX_AE2 (Count) :in22-5})\8)mod(6)</Equation>
|
|
</SignalSpec>
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|
</GraphicalDisplay>
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<TextDisplay>
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<Key>txt6</Key>
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<Width>180</Width>
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<Height>80</Height>
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<Top>687</Top>
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<Left>164</Left>
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<BackColor>12632256</BackColor>
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<Transparent>1</Transparent>
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<BorderStyle>0</BorderStyle>
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<FontSize>16</FontSize>
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<FontName>Arial Narrow</FontName>
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<FontBold>True</FontBold>
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|
<ForeColor>16711680</ForeColor>
|
|
<Caption>316</Caption>
|
|
<ShowCaption>1</ShowCaption>
|
|
<SignalSpec>
|
|
<Description>Tapping_AE1 (Value)</Description>
|
|
<Equation>({Tapping_AE1 (Value) :in9-sig3-0})+({Tapping_AE2 (Value) :in22-sig3-0})</Equation>
|
|
<Min>0</Min>
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|
<Max>255</Max>
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|
</SignalSpec>
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|
<NumDigits>3</NumDigits>
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|
</TextDisplay>
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|
<TextDisplay>
|
|
<Key>txt7</Key>
|
|
<Width>150</Width>
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|
<Height>60</Height>
|
|
<Top>221</Top>
|
|
<Left>1717</Left>
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<BackColor>12632256</BackColor>
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<Transparent>1</Transparent>
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<BorderStyle>0</BorderStyle>
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<FontSize>16</FontSize>
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<FontName>Arial Narrow</FontName>
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<FontBold>True</FontBold>
|
|
<ForeColor>16711680</ForeColor>
|
|
<Caption>125</Caption>
|
|
<ShowCaption>1</ShowCaption>
|
|
<SignalSpec>
|
|
<Description>RX_Signal_SFP2 (Value)</Description>
|
|
<Equation>{RX_Signal_SFP2 (Value) :in5-sig3-0}</Equation>
|
|
<Format>0</Format>
|
|
<Min>0</Min>
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|
<Max>255</Max>
|
|
<UseCustomFormatting>True</UseCustomFormatting>
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|
</SignalSpec>
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|
<NumDigits>3</NumDigits>
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|
</TextDisplay>
|
|
<TextDisplay>
|
|
<Key>txt8</Key>
|
|
<Width>150</Width>
|
|
<Height>60</Height>
|
|
<Top>465</Top>
|
|
<Left>1718</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
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|
<FontSize>16</FontSize>
|
|
<FontName>Arial Narrow</FontName>
|
|
<FontBold>True</FontBold>
|
|
<ForeColor>16711680</ForeColor>
|
|
<Caption>26</Caption>
|
|
<ShowCaption>1</ShowCaption>
|
|
<SignalSpec>
|
|
<Description>Sig_out (Value)</Description>
|
|
<Equation>{Sig_out (Value) :sig15-0}</Equation>
|
|
</SignalSpec>
|
|
<NumDigits>3</NumDigits>
|
|
</TextDisplay>
|
|
<GraphicalDisplay>
|
|
<Key>gdp3</Key>
|
|
<Width>310</Width>
|
|
<Height>230</Height>
|
|
<Left>1571</Left>
|
|
<BackColor>12632256</BackColor>
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|
<Transparent>1</Transparent>
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<BorderStyle>0</BorderStyle>
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<FontName>Arial</FontName>
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<TransparentColor>16777215</TransparentColor>
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<BitmapList>
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<Bitmap>
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<Filename>(embedded)</Filename>
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<Name>New Image #0</Name>
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<Index>0</Index>
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<Width>317</Width>
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<Height>317</Height>
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<BPP>32</BPP>
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</Bitmap>
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</BitmapList>
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<SignalSpec>
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<Description>Eth02_in (Count)</Description>
|
|
<Equation>({Ethernet 02 - SFP02_in (Count) :net117-0}/8)mod(6)</Equation>
|
|
</SignalSpec>
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</GraphicalDisplay>
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<OnOffButton>
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<Key>ofb2</Key>
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<Width>140</Width>
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<Height>26</Height>
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<Top>557</Top>
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<Left>1090</Left>
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<BackColor>16744448</BackColor>
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<Transparent>0</Transparent>
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<BorderStyle>0</BorderStyle>
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<FontSize>12</FontSize>
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<FontName>Arial</FontName>
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<FontBold>True</FontBold>
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<Enabled>False</Enabled>
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<ShowCaption>0</ShowCaption>
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<OnText>sending SLEEP</OnText>
|
|
<OffText>TC10 - SLEEP</OffText>
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<ActionStyle>1</ActionStyle>
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<Value>1</Value>
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<SignalSpec>
|
|
<Description>{Ethernet - SFP01_out (Ethernet TC10 Send Sleep) :net72-149}</Description>
|
|
<Equation>{Ethernet - SFP01_out (Ethernet TC10 Send Sleep) :net72-149}</Equation>
|
|
<SetValueDescription>{Ethernet - SFP01_out (Ethernet TC10 Send Sleep) :net72-149}</SetValueDescription>
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<SetValueKey>{Ethernet - SFP01_out (Ethernet TC10 Send Sleep) :net72-149}</SetValueKey>
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</SignalSpec>
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</OnOffButton>
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<OnOffButton>
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<Key>ofb4</Key>
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<Width>140</Width>
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<Height>26</Height>
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<Top>316</Top>
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<Left>1090</Left>
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<BackColor>16744448</BackColor>
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<Transparent>0</Transparent>
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<BorderStyle>0</BorderStyle>
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<FontSize>12</FontSize>
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<FontName>Arial</FontName>
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<FontBold>True</FontBold>
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<Enabled>False</Enabled>
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<ShowCaption>0</ShowCaption>
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<OnText>sending SLEEP</OnText>
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<OffText>TC10 - SLEEP</OffText>
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<ActionStyle>1</ActionStyle>
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<Value>1</Value>
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<SignalSpec>
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<Description>{Ethernet 02 - SFP02_in (Ethernet TC10 Send Sleep) :net117-149}</Description>
|
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<Equation>{Ethernet 02 - SFP02_in (Ethernet TC10 Send Sleep) :net117-149}</Equation>
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<SetValueDescription>{Ethernet 02 - SFP02_in (Ethernet TC10 Send Sleep) :net117-149}</SetValueDescription>
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<SetValueKey>{Ethernet 02 - SFP02_in (Ethernet TC10 Send Sleep) :net117-149}</SetValueKey>
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</SignalSpec>
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</OnOffButton>
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<TextDisplay>
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<Key>txt9</Key>
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<Width>100</Width>
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<Height>30</Height>
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<Top>282</Top>
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<Left>1110</Left>
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<BackColor>12632256</BackColor>
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<Transparent>1</Transparent>
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<BorderStyle>0</BorderStyle>
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<FontSize>24</FontSize>
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<FontName>Arial</FontName>
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<Caption>SFP2 (TC10)</Caption>
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<ShowCaption>1</ShowCaption>
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</TextDisplay>
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<TextDisplay>
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<Key>txt10</Key>
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<Width>100</Width>
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<Height>30</Height>
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<Top>522</Top>
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<Left>1110</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>24</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<Caption>SFP1</Caption>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<Grid>
|
|
<Key>grd0</Key>
|
|
<Width>140</Width>
|
|
<Height>128</Height>
|
|
<Top>587</Top>
|
|
<Left>1090</Left>
|
|
<BackColor>8421504</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<Caption></Caption>
|
|
<ShowCaption>0</ShowCaption>
|
|
<Col1Pct>83</Col1Pct>
|
|
<SignalGroup>
|
|
<Description>Grid: </Description>
|
|
<LogAllData>False</LogAllData>
|
|
<LogRateMs>10</LogRateMs>
|
|
<LogPath>icsSpyLogFile</LogPath>
|
|
<LogPathExpression>icsSpyLogFile</LogPathExpression>
|
|
<EvaluatedLogPath></EvaluatedLogPath>
|
|
<StartMode>0</StartMode>
|
|
<LogPathSpec>
|
|
<Equation>icsSpyLogFile</Equation>
|
|
<EvaluateAsText>True</EvaluateAsText>
|
|
</LogPathSpec>
|
|
<SignalSpecs>
|
|
<SignalSpec>
|
|
<Description> Sleep (Local)</Description>
|
|
<Key>spc0</Key>
|
|
<Equation>{Ethernet - SFP01_out (Local)) :net72-152}</Equation>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>Sleep (Remote)</Description>
|
|
<Key>spc1</Key>
|
|
<Equation>{Ethernet - SFP01_out (Remote)) :net72-153}</Equation>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>Wake (Local)</Description>
|
|
<Key>spc2</Key>
|
|
<Equation>{Ethernet - SFP01_out (Local)) :net72-150}</Equation>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>Wake (Remote)</Description>
|
|
<Key>spc3</Key>
|
|
<Equation>{Ethernet - SFP01_out (Remote)) :net72-151}</Equation>
|
|
</SignalSpec>
|
|
</SignalSpecs>
|
|
</SignalGroup>
|
|
</Grid>
|
|
<Grid>
|
|
<Key>grd1</Key>
|
|
<Width>140</Width>
|
|
<Height>123</Height>
|
|
<Top>349</Top>
|
|
<Left>1090</Left>
|
|
<BackColor>8421504</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<Caption></Caption>
|
|
<ShowCaption>0</ShowCaption>
|
|
<Col1Pct>85</Col1Pct>
|
|
<SignalGroup>
|
|
<Description>Grid: </Description>
|
|
<LogAllData>False</LogAllData>
|
|
<LogRateMs>10</LogRateMs>
|
|
<LogPath>icsSpyLogFile</LogPath>
|
|
<LogPathExpression>icsSpyLogFile</LogPathExpression>
|
|
<EvaluatedLogPath></EvaluatedLogPath>
|
|
<StartMode>0</StartMode>
|
|
<LogPathSpec>
|
|
<Equation>icsSpyLogFile</Equation>
|
|
<EvaluateAsText>True</EvaluateAsText>
|
|
</LogPathSpec>
|
|
<SignalSpecs>
|
|
<SignalSpec>
|
|
<Description>Sleep (Local)</Description>
|
|
<Key>spc4</Key>
|
|
<Equation>{Ethernet 02 - SFP02_in (Local)) :net117-152}</Equation>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>Sleep (Remote)</Description>
|
|
<Key>spc5</Key>
|
|
<Equation>{Ethernet 02 - SFP02_in (Remote)) :net117-153}</Equation>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>Wake (Local)</Description>
|
|
<Key>spc6</Key>
|
|
<Equation>{Ethernet 02 - SFP02_in (Local)) :net117-150}</Equation>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>Wake (Remote)</Description>
|
|
<Key>spc7</Key>
|
|
<Equation>{Ethernet 02 - SFP02_in (Remote)) :net117-151}</Equation>
|
|
</SignalSpec>
|
|
</SignalSpecs>
|
|
</SignalGroup>
|
|
</Grid>
|
|
<OnOffButton>
|
|
<Key>ofb5</Key>
|
|
<Width>140</Width>
|
|
<Height>28</Height>
|
|
<Top>345</Top>
|
|
<Left>1090</Left>
|
|
<BackColor>16744448</BackColor>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<FontBold>True</FontBold>
|
|
<Enabled>False</Enabled>
|
|
<ShowCaption>0</ShowCaption>
|
|
<OnText>True</OnText>
|
|
<OffText>TC10 - WAKEUP</OffText>
|
|
<ActionStyle>1</ActionStyle>
|
|
<Value>1</Value>
|
|
<SignalSpec>
|
|
<Description>{Ethernet 02 - SFP02_in (Ethernet TC10 Send Wake) :net117-148}</Description>
|
|
<Equation>{Ethernet 02 - SFP02_in (Ethernet TC10 Send Wake) :net117-148}</Equation>
|
|
<SetValueDescription>{Ethernet 02 - SFP02_in (Ethernet TC10 Send Wake) :net117-148}</SetValueDescription>
|
|
<SetValueKey>{Ethernet 02 - SFP02_in (Ethernet TC10 Send Wake) :net117-148}</SetValueKey>
|
|
</SignalSpec>
|
|
</OnOffButton>
|
|
<OnOffButton>
|
|
<Key>ofb3</Key>
|
|
<Width>140</Width>
|
|
<Height>25</Height>
|
|
<Top>586</Top>
|
|
<Left>1090</Left>
|
|
<BackColor>16744448</BackColor>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<FontBold>True</FontBold>
|
|
<Enabled>False</Enabled>
|
|
<ShowCaption>0</ShowCaption>
|
|
<OnText>True</OnText>
|
|
<OffText>TC10 - WAKEUP</OffText>
|
|
<ActionStyle>1</ActionStyle>
|
|
<Value>1</Value>
|
|
<SignalSpec>
|
|
<Description>{Ethernet - SFP01_out (Ethernet TC10 Send Wake) :net72-148}</Description>
|
|
<Equation>{Ethernet - SFP01_out (Ethernet TC10 Send Wake) :net72-148}</Equation>
|
|
<SetValueDescription>{Ethernet - SFP01_out (Ethernet TC10 Send Wake) :net72-148}</SetValueDescription>
|
|
<SetValueKey>{Ethernet - SFP01_out (Ethernet TC10 Send Wake) :net72-148}</SetValueKey>
|
|
</SignalSpec>
|
|
</OnOffButton>
|
|
<TextDisplay>
|
|
<Key>txt11</Key>
|
|
<Width>1238</Width>
|
|
<Height>114</Height>
|
|
<Top>10</Top>
|
|
<Left>12</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>36</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<FontBold>True</FontBold>
|
|
<FontItalic>True</FontItalic>
|
|
<ForeColor>16711680</ForeColor>
|
|
<Caption>RAD-GigaStar
|
|
SFP / MACsec / TC10 / embedded Gateway</Caption>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<Graph>
|
|
<Key>grh4</Key>
|
|
<Width>350</Width>
|
|
<Height>431</Height>
|
|
<Top>234</Top>
|
|
<Left>10</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<DataKey>sgr11</DataKey>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<Timespan>15</Timespan>
|
|
<XSpan>10</XSpan>
|
|
<GraphParameters>
|
|
<GraphParameter>
|
|
<Color>255</Color>
|
|
<Autoscale>1</Autoscale>
|
|
<YHigh>100</YHigh>
|
|
<YLow>0</YLow>
|
|
<DataSignalIndex>-1</DataSignalIndex>
|
|
<Type>0</Type>
|
|
<DataFile></DataFile>
|
|
<SignalSpec>
|
|
</SignalSpec>
|
|
</GraphParameter>
|
|
</GraphParameters>
|
|
</Graph>
|
|
<OnOffButton>
|
|
<Key>ofb6</Key>
|
|
<Width>110</Width>
|
|
<Height>50</Height>
|
|
<Top>502</Top>
|
|
<Left>480</Left>
|
|
<BackColor>16744448</BackColor>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<ShowCaption>0</ShowCaption>
|
|
<OnText>Manipulating date (/2)</OnText>
|
|
<OffText>Manipulate data</OffText>
|
|
<ActionStyle>1</ActionStyle>
|
|
<OnOffType>1</OnOffType>
|
|
<Value>1</Value>
|
|
<SignalSpec>
|
|
<Description>{Manipulate (Value) :sig16-0}</Description>
|
|
<Equation>{Manipulate (Value) :sig16-0}</Equation>
|
|
<Format>True=1/False=0</Format>
|
|
<Min>0</Min>
|
|
<Max>1</Max>
|
|
<IsDiscreteValue>True</IsDiscreteValue>
|
|
<SetValueDescription>{Manipulate (Value) :sig16-0}</SetValueDescription>
|
|
<SetValueKey>{Manipulate (Value) :sig16-0}</SetValueKey>
|
|
</SignalSpec>
|
|
</OnOffButton>
|
|
<LED>
|
|
<Key>led6</Key>
|
|
<Width>38</Width>
|
|
<Height>33</Height>
|
|
<Top>111</Top>
|
|
<Left>1279</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<Caption></Caption>
|
|
<ShowCaption>0</ShowCaption>
|
|
<LEDOffColor>65280</LEDOffColor>
|
|
<SignalSpec>
|
|
<Description>RX_SFP2 (Message Status)</Description>
|
|
<Equation>{RX_SFP2 (Message Status) :in5-11}</Equation>
|
|
</SignalSpec>
|
|
</LED>
|
|
<UIMonitor>
|
|
<Key>uim1</Key>
|
|
<Width>800</Width>
|
|
<Height>42</Height>
|
|
<Top>203</Top>
|
|
<Left>470</Left>
|
|
<BackColor>16777215</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<Scrolling>True</Scrolling>
|
|
<UIMonitorData>
|
|
<ExpandMessageEnabled>False</ExpandMessageEnabled>
|
|
<UseFilters>True</UseFilters>
|
|
<NumberOfMessagesHistory>255</NumberOfMessagesHistory>
|
|
<CurrentMonitorHeader>9</CurrentMonitorHeader>
|
|
<FontSize>8</FontSize>
|
|
<FontName>Tahoma</FontName>
|
|
<SpeedCustomIn0>True</SpeedCustomIn0>
|
|
<MonitorColumnSets>
|
|
<MonitorColumnSet>
|
|
<Description>CAN/CAN FD</Description>
|
|
<Key>0</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>8</ColType>
|
|
<Position>6</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>7</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>8</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>9</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>10</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>105</ColType>
|
|
<Position>11</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>80</ColType>
|
|
<Position>12</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>81</ColType>
|
|
<Position>13</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>82</ColType>
|
|
<Position>14</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>15</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>16</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>17</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>J1939</Description>
|
|
<Key>1</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>27</ColType>
|
|
<Position>6</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>21</ColType>
|
|
<Position>7</Position>
|
|
<Width>43</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>25</ColType>
|
|
<Position>8</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>24</ColType>
|
|
<Position>9</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>10</Position>
|
|
<Width>137</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>11</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>12</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>13</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>14</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>15</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>Class 2</Description>
|
|
<Key>2</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>19</ColType>
|
|
<Position>6</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>8</ColType>
|
|
<Position>7</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>8</Position>
|
|
<Width>137</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>17</ColType>
|
|
<Position>9</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>Ford SCP</Description>
|
|
<Key>3</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>16</ColType>
|
|
<Position>6</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>8</ColType>
|
|
<Position>7</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>8</Position>
|
|
<Width>137</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>15</ColType>
|
|
<Position>9</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>GMLAN</Description>
|
|
<Key>4</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>8</ColType>
|
|
<Position>6</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>20</ColType>
|
|
<Position>7</Position>
|
|
<Width>43</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>28</ColType>
|
|
<Position>8</Position>
|
|
<Width>43</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>29</ColType>
|
|
<Position>9</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>30</ColType>
|
|
<Position>10</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>11</Position>
|
|
<Width>137</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>12</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>13</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>LIN</Description>
|
|
<Key>5</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>32</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>33</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>5</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>6</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>8</ColType>
|
|
<Position>7</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>8</Position>
|
|
<Width>187</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>34</ColType>
|
|
<Position>9</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>35</ColType>
|
|
<Position>10</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>36</ColType>
|
|
<Position>11</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>12</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>CGI</Description>
|
|
<Key>6</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>6</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>8</ColType>
|
|
<Position>7</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>8</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>38</ColType>
|
|
<Position>9</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>10</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>11</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>FlexRay</Description>
|
|
<Key>7</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>54</ColType>
|
|
<Position>6</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>106</ColType>
|
|
<Position>7</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>51</ColType>
|
|
<Position>8</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>103</ColType>
|
|
<Position>9</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>10</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>11</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>12</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>13</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>104</ColType>
|
|
<Position>14</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>60</ColType>
|
|
<Position>15</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>57</ColType>
|
|
<Position>16</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>58</ColType>
|
|
<Position>17</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>59</ColType>
|
|
<Position>18</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>56</ColType>
|
|
<Position>19</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>55</ColType>
|
|
<Position>20</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>50</ColType>
|
|
<Position>21</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>52</ColType>
|
|
<Position>22</Position>
|
|
<Width>75</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>53</ColType>
|
|
<Position>23</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>35</ColType>
|
|
<Position>24</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>25</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>26</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>27</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>ARINC 825</Description>
|
|
<Key>8</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>41</ColType>
|
|
<Position>6</Position>
|
|
<Width>43</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>42</ColType>
|
|
<Position>7</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>43</ColType>
|
|
<Position>8</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>44</ColType>
|
|
<Position>9</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>45</ColType>
|
|
<Position>10</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>46</ColType>
|
|
<Position>11</Position>
|
|
<Width>37</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>47</ColType>
|
|
<Position>12</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>48</ColType>
|
|
<Position>13</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>49</ColType>
|
|
<Position>14</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>15</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>16</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>17</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>18</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>19</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>Ethernet</Description>
|
|
<Key>9</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>92</ColType>
|
|
<Position>6</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>100</ColType>
|
|
<Position>7</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>77</ColType>
|
|
<Position>8</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>101</ColType>
|
|
<Position>9</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>102</ColType>
|
|
<Position>10</Position>
|
|
<Width>56</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>78</ColType>
|
|
<Position>11</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>79</ColType>
|
|
<Position>12</Position>
|
|
<Width>37</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>13</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>14</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>15</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>16</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>17</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>18</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>19</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>PTP (802.1as)</Description>
|
|
<Key>10</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>92</ColType>
|
|
<Position>6</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>77</ColType>
|
|
<Position>7</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>102</ColType>
|
|
<Position>8</Position>
|
|
<Width>56</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>78</ColType>
|
|
<Position>9</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>79</ColType>
|
|
<Position>10</Position>
|
|
<Width>37</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>11</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>85</ColType>
|
|
<Position>12</Position>
|
|
<Width>125</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>83</ColType>
|
|
<Position>13</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>84</ColType>
|
|
<Position>14</Position>
|
|
<Width>37</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>86</ColType>
|
|
<Position>15</Position>
|
|
<Width>125</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>16</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>17</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>18</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>19</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>20</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>TCP</Description>
|
|
<Key>11</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>92</ColType>
|
|
<Position>6</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>100</ColType>
|
|
<Position>7</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>77</ColType>
|
|
<Position>8</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>101</ColType>
|
|
<Position>9</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>102</ColType>
|
|
<Position>10</Position>
|
|
<Width>56</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>78</ColType>
|
|
<Position>11</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>79</ColType>
|
|
<Position>12</Position>
|
|
<Width>37</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>13</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>88</ColType>
|
|
<Position>14</Position>
|
|
<Width>68</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>89</ColType>
|
|
<Position>15</Position>
|
|
<Width>68</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>90</ColType>
|
|
<Position>16</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>91</ColType>
|
|
<Position>17</Position>
|
|
<Width>93</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>18</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>19</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>20</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>21</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>22</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>UDP</Description>
|
|
<Key>12</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>92</ColType>
|
|
<Position>6</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>100</ColType>
|
|
<Position>7</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>77</ColType>
|
|
<Position>8</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>101</ColType>
|
|
<Position>9</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>102</ColType>
|
|
<Position>10</Position>
|
|
<Width>56</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>78</ColType>
|
|
<Position>11</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>79</ColType>
|
|
<Position>12</Position>
|
|
<Width>37</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>13</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>14</Position>
|
|
<Width>212</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>15</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>120</ColType>
|
|
<Position>16</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>17</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>18</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>19</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>FSA</Description>
|
|
<Key>13</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>93</ColType>
|
|
<Position>6</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>94</ColType>
|
|
<Position>7</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>95</ColType>
|
|
<Position>8</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>96</ColType>
|
|
<Position>9</Position>
|
|
<Width>50</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>97</ColType>
|
|
<Position>10</Position>
|
|
<Width>68</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>11</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>98</ColType>
|
|
<Position>12</Position>
|
|
<Width>68</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>99</ColType>
|
|
<Position>13</Position>
|
|
<Width>68</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>14</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>15</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>16</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>Statistics</Description>
|
|
<Key>14</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>8</ColType>
|
|
<Position>6</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>7</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>8</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>9</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>10</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>11</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>12</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>13</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>107</ColType>
|
|
<Position>14</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>108</ColType>
|
|
<Position>15</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>109</ColType>
|
|
<Position>16</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>110</ColType>
|
|
<Position>17</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>I2C</Description>
|
|
<Key>15</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>8</ColType>
|
|
<Position>6</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>121</ColType>
|
|
<Position>7</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>122</ColType>
|
|
<Position>8</Position>
|
|
<Width>81</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>9</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>10</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>11</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>12</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>13</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>14</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>15</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>A2B</Description>
|
|
<Key>16</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>144</ColType>
|
|
<Position>6</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>124</ColType>
|
|
<Position>7</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>125</ColType>
|
|
<Position>8</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>126</ColType>
|
|
<Position>9</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>127</ColType>
|
|
<Position>10</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>128</ColType>
|
|
<Position>11</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>129</ColType>
|
|
<Position>12</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>130</ColType>
|
|
<Position>13</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>14</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>15</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>131</ColType>
|
|
<Position>16</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>17</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>18</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>19</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>wBMS</Description>
|
|
<Key>17</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>133</ColType>
|
|
<Position>6</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>135</ColType>
|
|
<Position>7</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>132</ColType>
|
|
<Position>8</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>136</ColType>
|
|
<Position>9</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>137</ColType>
|
|
<Position>10</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>11</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>12</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>13</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>14</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>15</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>16</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>17</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>MDIO</Description>
|
|
<Key>18</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>138</ColType>
|
|
<Position>6</Position>
|
|
<Width>68</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>139</ColType>
|
|
<Position>7</Position>
|
|
<Width>43</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>140</ColType>
|
|
<Position>8</Position>
|
|
<Width>68</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>142</ColType>
|
|
<Position>9</Position>
|
|
<Width>81</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>141</ColType>
|
|
<Position>10</Position>
|
|
<Width>87</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>11</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>12</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>13</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>14</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>15</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>16</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>17</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>DoIP</Description>
|
|
<Key>19</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>201</ColType>
|
|
<Position>5</Position>
|
|
<Width>80</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>202</ColType>
|
|
<Position>6</Position>
|
|
<Width>80</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>203</ColType>
|
|
<Position>7</Position>
|
|
<Width>40</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>204</ColType>
|
|
<Position>8</Position>
|
|
<Width>300</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>92</ColType>
|
|
<Position>9</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>77</ColType>
|
|
<Position>10</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>100</ColType>
|
|
<Position>11</Position>
|
|
<Width>55</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>101</ColType>
|
|
<Position>12</Position>
|
|
<Width>55</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>205</ColType>
|
|
<Position>13</Position>
|
|
<Width>140</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>78</ColType>
|
|
<Position>14</Position>
|
|
<Width>60</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>143</ColType>
|
|
<Position>15</Position>
|
|
<Width>70</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>91</ColType>
|
|
<Position>16</Position>
|
|
<Width>60</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>17</Position>
|
|
<Width>70</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>18</Position>
|
|
<Width>60</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>79</ColType>
|
|
<Position>19</Position>
|
|
<Width>60</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
<MonitorColumnSet>
|
|
<Description>10BASE-T1S</Description>
|
|
<Key>20</Key>
|
|
<MonitorColumns>
|
|
<MonitorColumn>
|
|
<Position>1</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>1</ColType>
|
|
<Position>2</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>5</ColType>
|
|
<Position>3</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>6</ColType>
|
|
<Position>4</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>7</ColType>
|
|
<Position>5</Position>
|
|
<Width>152</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>145</ColType>
|
|
<Position>6</Position>
|
|
<Width>87</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>146</ColType>
|
|
<Position>7</Position>
|
|
<Width>37</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>12</ColType>
|
|
<Position>8</Position>
|
|
<Width>31</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>37</ColType>
|
|
<Position>9</Position>
|
|
<Width>25</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>9</ColType>
|
|
<Position>10</Position>
|
|
<Width>162</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>11</ColType>
|
|
<Position>11</Position>
|
|
<Width>90</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>40</ColType>
|
|
<Position>12</Position>
|
|
<Width>62</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>39</ColType>
|
|
<Position>13</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
<MonitorColumn>
|
|
<ColType>87</ColType>
|
|
<Position>14</Position>
|
|
<Width>175</Width>
|
|
</MonitorColumn>
|
|
</MonitorColumns>
|
|
</MonitorColumnSet>
|
|
</MonitorColumnSets>
|
|
<Filters0>
|
|
<Description>txtFilterName</Description>
|
|
<Included>
|
|
<Key>in5</Key>
|
|
</Included>
|
|
</Filters0>
|
|
<Filters1>
|
|
<Description>Custom 2</Description>
|
|
</Filters1>
|
|
<Filters2>
|
|
<Description>Custom 3</Description>
|
|
</Filters2>
|
|
<Filters3>
|
|
<Description>Custom 4</Description>
|
|
</Filters3>
|
|
<Filters4>
|
|
<Description>Custom 5</Description>
|
|
</Filters4>
|
|
<Filters5>
|
|
<Description>Custom 6</Description>
|
|
</Filters5>
|
|
</UIMonitorData>
|
|
</UIMonitor>
|
|
<TextDisplay>
|
|
<Key>txt12</Key>
|
|
<Width>180</Width>
|
|
<Height>80</Height>
|
|
<Top>136</Top>
|
|
<Left>164</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>16</FontSize>
|
|
<FontName>Arial Narrow</FontName>
|
|
<FontBold>True</FontBold>
|
|
<ForeColor>16711680</ForeColor>
|
|
<Caption>0</Caption>
|
|
<ShowCaption>1</ShowCaption>
|
|
<SignalSpec>
|
|
<Description>Raw_Byte_Pos (Value)</Description>
|
|
<Equation>{Raw_Byte_Pos (Value) :out109-sig3-0}*{Manipulate (Value) :sig16-0}</Equation>
|
|
<Format>True=1/False=0</Format>
|
|
<Min>0</Min>
|
|
<Max>1</Max>
|
|
<IsDiscreteValue>True</IsDiscreteValue>
|
|
</SignalSpec>
|
|
<NumDigits>3</NumDigits>
|
|
</TextDisplay>
|
|
</Dialog>
|
|
<Dialog>
|
|
<Caption>TC10</Caption>
|
|
<Key>dia8</Key>
|
|
<BackColor>0</BackColor>
|
|
<GraphicalDisplay>
|
|
<Key>gdp0</Key>
|
|
<Width>330</Width>
|
|
<Height>200</Height>
|
|
<Top>10</Top>
|
|
<Left>10</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<Stretch>1</Stretch>
|
|
<TransparentColor>16711935</TransparentColor>
|
|
<BitmapList>
|
|
<Bitmap>
|
|
<Filename>(embedded)</Filename>
|
|
<Name>New Image #0</Name>
|
|
<Index>0</Index>
|
|
<Width>400</Width>
|
|
<Height>400</Height>
|
|
<BPP>32</BPP>
|
|
<Data>UEsDBBQAAgAIANSKe1tsK/XfbQMAAADECQAEABEAZGF0YVVUDQAH0ogoadKIKGnSiChp7dWBDYQwDARBGqD/bj/QQoxyOM/ImgYuUnYco/X9jhPgk3r/znoBoCd6AaAnugGAjugGgI7oBoCO6AaAjugGALt3xHsBaIh2AGiIbgCgHQDs3BDvAKAh2gGgIdoBQLeG2BtAQ7QDgNUNsS+AhmgHAKsbYk8A/dAPABINsSOAhmgHAImG2A5AP7QDgNUNsRcA+gFAoiF2AkA/AEg1xEYAzPbDPgBUGmIbAGb7YRcAKg2xCQD6AUCiH/YAQD8ASDXEFgDoBwD6AUDXftgBAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAeNu4zw4AzLZDPwDQDwD0AwD9AODf2qEhAOgHAPoBwA790BAAKu3QDwCq/dAQACrt0A8A9AOAVDs0BAD9ACDZDg0B4Ek/NASAUTzbAeiHhgCQaoeGAGiHfgCQbIeGAOiHhgCQboeGAGiHhgCQboeGAGiHhgBox1tnfwDt0BAA7dAQALq3Q0MAtENHAHRDQwDYqR06AqAbGgKgHToCoBtaAsBXmqEjALqhJQCaoSkAWjF7F1BLAQIXCxQAAgAIANSKe1tsK/XfbQMAAADECQAEAAkAAAAAAAAAAAAAgAAAAABkYXRhVVQFAAfSiChpUEsFBgAAAAABAAEAOwAAAKADAAAAAA==</Data>
|
|
</Bitmap>
|
|
</BitmapList>
|
|
</GraphicalDisplay>
|
|
<Grid>
|
|
<Key>grd0</Key>
|
|
<Width>290</Width>
|
|
<Height>100</Height>
|
|
<Top>50</Top>
|
|
<Left>30</Left>
|
|
<BackColor>8421504</BackColor>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>1</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<Caption></Caption>
|
|
<ShowCaption>0</ShowCaption>
|
|
<SignalGroup>
|
|
<Description>Grid: </Description>
|
|
<LogAllData>False</LogAllData>
|
|
<LogRateMs>10</LogRateMs>
|
|
<LogPath>icsSpyLogFile</LogPath>
|
|
<LogPathExpression>icsSpyLogFile</LogPathExpression>
|
|
<EvaluatedLogPath></EvaluatedLogPath>
|
|
<StartMode>0</StartMode>
|
|
<LogPathSpec>
|
|
<Equation>icsSpyLogFile</Equation>
|
|
<EvaluateAsText>True</EvaluateAsText>
|
|
</LogPathSpec>
|
|
<SignalSpecs>
|
|
<SignalSpec>
|
|
<Description>Channel</Description>
|
|
<Key>spc0</Key>
|
|
<Equation>AE01</Equation>
|
|
<EvaluateAsText>True</EvaluateAsText>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>TC10 Available</Description>
|
|
<Key>spc1</Key>
|
|
<Equation>{AE 01 - tapping_in (Ethernet TC10 Available) :net87-145}</Equation>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>TC10 Wake Status</Description>
|
|
<Key>spc2</Key>
|
|
<Equation>{AE 01 - tapping_in (Ethernet TC10 Wake Status) :net87-146}</Equation>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>TC10 Sleep Status</Description>
|
|
<Key>spc3</Key>
|
|
<Equation>{AE 01 - tapping_in (Ethernet TC10 Sleep Status) :net87-147}</Equation>
|
|
</SignalSpec>
|
|
</SignalSpecs>
|
|
</SignalGroup>
|
|
</Grid>
|
|
<OnOffButton>
|
|
<Key>ofb0</Key>
|
|
<Width>90</Width>
|
|
<Height>30</Height>
|
|
<Top>160</Top>
|
|
<Left>50</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<ShowCaption>0</ShowCaption>
|
|
<OnText>Send Wake</OnText>
|
|
<OffText>Send Wake</OffText>
|
|
<ActionStyle>1</ActionStyle>
|
|
<Value>1</Value>
|
|
<SignalSpec>
|
|
<Description>{AE 01 - tapping_in (Ethernet TC10 Send Wake) :net87-148}</Description>
|
|
<Equation>{AE 01 - tapping_in (Ethernet TC10 Send Wake) :net87-148}</Equation>
|
|
<SetValueDescription>{AE 01 - tapping_in (Ethernet TC10 Send Wake) :net87-148}</SetValueDescription>
|
|
<SetValueKey>{AE 01 - tapping_in (Ethernet TC10 Send Wake) :net87-148}</SetValueKey>
|
|
</SignalSpec>
|
|
</OnOffButton>
|
|
<OnOffButton>
|
|
<Key>ofb1</Key>
|
|
<Width>90</Width>
|
|
<Height>30</Height>
|
|
<Top>160</Top>
|
|
<Left>200</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<ShowCaption>0</ShowCaption>
|
|
<OnText>Send Sleep</OnText>
|
|
<OffText>Send Sleep</OffText>
|
|
<ActionStyle>1</ActionStyle>
|
|
<Value>1</Value>
|
|
<SignalSpec>
|
|
<Description>{AE 01 - tapping_in (Ethernet TC10 Send Sleep) :net87-149}</Description>
|
|
<Equation>{AE 01 - tapping_in (Ethernet TC10 Send Sleep) :net87-149}</Equation>
|
|
<SetValueDescription>{AE 01 - tapping_in (Ethernet TC10 Send Sleep) :net87-149}</SetValueDescription>
|
|
<SetValueKey>{AE 01 - tapping_in (Ethernet TC10 Send Sleep) :net87-149}</SetValueKey>
|
|
</SignalSpec>
|
|
</OnOffButton>
|
|
<TextDisplay>
|
|
<Key>txt0</Key>
|
|
<Width>240</Width>
|
|
<Height>20</Height>
|
|
<Top>20</Top>
|
|
<Left>40</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>10</FontSize>
|
|
<FontName>Arial Black</FontName>
|
|
<FontBold>True</FontBold>
|
|
<ForeColor>16777215</ForeColor>
|
|
<Caption>Channel: AE01</Caption>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<GraphicalDisplay>
|
|
<Key>gdp1</Key>
|
|
<Width>330</Width>
|
|
<Height>200</Height>
|
|
<Top>10</Top>
|
|
<Left>350</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<Stretch>1</Stretch>
|
|
<TransparentColor>16711935</TransparentColor>
|
|
<BitmapList>
|
|
<Bitmap>
|
|
<Filename>(embedded)</Filename>
|
|
<Name>New Image #0</Name>
|
|
<Index>0</Index>
|
|
<Width>400</Width>
|
|
<Height>400</Height>
|
|
<BPP>32</BPP>
|
|
<Data>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</Data>
|
|
</Bitmap>
|
|
</BitmapList>
|
|
</GraphicalDisplay>
|
|
<Grid>
|
|
<Key>grd1</Key>
|
|
<Width>290</Width>
|
|
<Height>100</Height>
|
|
<Top>50</Top>
|
|
<Left>370</Left>
|
|
<BackColor>8421504</BackColor>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>1</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<Caption></Caption>
|
|
<ShowCaption>0</ShowCaption>
|
|
<SignalGroup>
|
|
<Description>Grid: </Description>
|
|
<LogAllData>False</LogAllData>
|
|
<LogRateMs>10</LogRateMs>
|
|
<LogPath>icsSpyLogFile</LogPath>
|
|
<LogPathExpression>icsSpyLogFile</LogPathExpression>
|
|
<EvaluatedLogPath></EvaluatedLogPath>
|
|
<StartMode>0</StartMode>
|
|
<LogPathSpec>
|
|
<Equation>icsSpyLogFile</Equation>
|
|
<EvaluateAsText>True</EvaluateAsText>
|
|
</LogPathSpec>
|
|
<SignalSpecs>
|
|
<SignalSpec>
|
|
<Description>Channel</Description>
|
|
<Key>spc0</Key>
|
|
<Equation>AE02</Equation>
|
|
<EvaluateAsText>True</EvaluateAsText>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>TC10 Available</Description>
|
|
<Key>spc1</Key>
|
|
<Equation>{AE 02 - tapping_out (Ethernet TC10 Available) :net88-145}</Equation>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>TC10 Wake Status</Description>
|
|
<Key>spc2</Key>
|
|
<Equation>{AE 02 - tapping_out (Ethernet TC10 Wake Status) :net88-146}</Equation>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>TC10 Sleep Status</Description>
|
|
<Key>spc3</Key>
|
|
<Equation>{AE 02 - tapping_out (Ethernet TC10 Sleep Status) :net88-147}</Equation>
|
|
</SignalSpec>
|
|
</SignalSpecs>
|
|
</SignalGroup>
|
|
</Grid>
|
|
<OnOffButton>
|
|
<Key>ofb2</Key>
|
|
<Width>90</Width>
|
|
<Height>30</Height>
|
|
<Top>160</Top>
|
|
<Left>390</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<ShowCaption>0</ShowCaption>
|
|
<OnText>Send Wake</OnText>
|
|
<OffText>Send Wake</OffText>
|
|
<ActionStyle>1</ActionStyle>
|
|
<Value>1</Value>
|
|
<SignalSpec>
|
|
<Description>{AE 02 - tapping_out (Ethernet TC10 Send Wake) :net88-148}</Description>
|
|
<Equation>{AE 02 - tapping_out (Ethernet TC10 Send Wake) :net88-148}</Equation>
|
|
<SetValueDescription>{AE 02 - tapping_out (Ethernet TC10 Send Wake) :net88-148}</SetValueDescription>
|
|
<SetValueKey>{AE 02 - tapping_out (Ethernet TC10 Send Wake) :net88-148}</SetValueKey>
|
|
</SignalSpec>
|
|
</OnOffButton>
|
|
<OnOffButton>
|
|
<Key>ofb3</Key>
|
|
<Width>90</Width>
|
|
<Height>30</Height>
|
|
<Top>160</Top>
|
|
<Left>540</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<ShowCaption>0</ShowCaption>
|
|
<OnText>Send Sleep</OnText>
|
|
<OffText>Send Sleep</OffText>
|
|
<ActionStyle>1</ActionStyle>
|
|
<Value>1</Value>
|
|
<SignalSpec>
|
|
<Description>{AE 02 - tapping_out (Ethernet TC10 Send Sleep) :net88-149}</Description>
|
|
<Equation>{AE 02 - tapping_out (Ethernet TC10 Send Sleep) :net88-149}</Equation>
|
|
<SetValueDescription>{AE 02 - tapping_out (Ethernet TC10 Send Sleep) :net88-149}</SetValueDescription>
|
|
<SetValueKey>{AE 02 - tapping_out (Ethernet TC10 Send Sleep) :net88-149}</SetValueKey>
|
|
</SignalSpec>
|
|
</OnOffButton>
|
|
<TextDisplay>
|
|
<Key>txt1</Key>
|
|
<Width>240</Width>
|
|
<Height>20</Height>
|
|
<Top>20</Top>
|
|
<Left>380</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>10</FontSize>
|
|
<FontName>Arial Black</FontName>
|
|
<FontBold>True</FontBold>
|
|
<ForeColor>16777215</ForeColor>
|
|
<Caption>Channel: AE02</Caption>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<GraphicalDisplay>
|
|
<Key>gdp2</Key>
|
|
<Width>330</Width>
|
|
<Height>200</Height>
|
|
<Top>220</Top>
|
|
<Left>10</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<Stretch>1</Stretch>
|
|
<TransparentColor>16711935</TransparentColor>
|
|
<BitmapList>
|
|
<Bitmap>
|
|
<Filename>(embedded)</Filename>
|
|
<Name>New Image #0</Name>
|
|
<Index>0</Index>
|
|
<Width>400</Width>
|
|
<Height>400</Height>
|
|
<BPP>32</BPP>
|
|
<Data>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</Data>
|
|
</Bitmap>
|
|
</BitmapList>
|
|
</GraphicalDisplay>
|
|
<Grid>
|
|
<Key>grd2</Key>
|
|
<Width>290</Width>
|
|
<Height>100</Height>
|
|
<Top>260</Top>
|
|
<Left>30</Left>
|
|
<BackColor>8421504</BackColor>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>1</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<Caption></Caption>
|
|
<ShowCaption>0</ShowCaption>
|
|
<SignalGroup>
|
|
<Description>Grid: </Description>
|
|
<LogAllData>False</LogAllData>
|
|
<LogRateMs>10</LogRateMs>
|
|
<LogPath>icsSpyLogFile</LogPath>
|
|
<LogPathExpression>icsSpyLogFile</LogPathExpression>
|
|
<EvaluatedLogPath></EvaluatedLogPath>
|
|
<StartMode>0</StartMode>
|
|
<LogPathSpec>
|
|
<Equation>icsSpyLogFile</Equation>
|
|
<EvaluateAsText>True</EvaluateAsText>
|
|
</LogPathSpec>
|
|
<SignalSpecs>
|
|
<SignalSpec>
|
|
<Description>Channel</Description>
|
|
<Key>spc0</Key>
|
|
<Equation>AE04</Equation>
|
|
<EvaluateAsText>True</EvaluateAsText>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>TC10 Available</Description>
|
|
<Key>spc1</Key>
|
|
<Equation>{AE 04 (Ethernet TC10 Available) :net90-145}</Equation>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>TC10 Wake Status</Description>
|
|
<Key>spc2</Key>
|
|
<Equation>{AE 04 (Ethernet TC10 Wake Status) :net90-146}</Equation>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>TC10 Sleep Status</Description>
|
|
<Key>spc3</Key>
|
|
<Equation>{AE 04 (Ethernet TC10 Sleep Status) :net90-147}</Equation>
|
|
</SignalSpec>
|
|
</SignalSpecs>
|
|
</SignalGroup>
|
|
</Grid>
|
|
<OnOffButton>
|
|
<Key>ofb4</Key>
|
|
<Width>90</Width>
|
|
<Height>30</Height>
|
|
<Top>370</Top>
|
|
<Left>50</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<ShowCaption>0</ShowCaption>
|
|
<OnText>Send Wake</OnText>
|
|
<OffText>Send Wake</OffText>
|
|
<ActionStyle>1</ActionStyle>
|
|
<Value>1</Value>
|
|
<SignalSpec>
|
|
<Description>{AE 04 (Ethernet TC10 Send Wake) :net90-148}</Description>
|
|
<Equation>{AE 04 (Ethernet TC10 Send Wake) :net90-148}</Equation>
|
|
<SetValueDescription>{AE 04 (Ethernet TC10 Send Wake) :net90-148}</SetValueDescription>
|
|
<SetValueKey>{AE 04 (Ethernet TC10 Send Wake) :net90-148}</SetValueKey>
|
|
</SignalSpec>
|
|
</OnOffButton>
|
|
<OnOffButton>
|
|
<Key>ofb5</Key>
|
|
<Width>90</Width>
|
|
<Height>30</Height>
|
|
<Top>370</Top>
|
|
<Left>200</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<ShowCaption>0</ShowCaption>
|
|
<OnText>Send Sleep</OnText>
|
|
<OffText>Send Sleep</OffText>
|
|
<ActionStyle>1</ActionStyle>
|
|
<Value>1</Value>
|
|
<SignalSpec>
|
|
<Description>{AE 04 (Ethernet TC10 Send Sleep) :net90-149}</Description>
|
|
<Equation>{AE 04 (Ethernet TC10 Send Sleep) :net90-149}</Equation>
|
|
<SetValueDescription>{AE 04 (Ethernet TC10 Send Sleep) :net90-149}</SetValueDescription>
|
|
<SetValueKey>{AE 04 (Ethernet TC10 Send Sleep) :net90-149}</SetValueKey>
|
|
</SignalSpec>
|
|
</OnOffButton>
|
|
<TextDisplay>
|
|
<Key>txt2</Key>
|
|
<Width>240</Width>
|
|
<Height>20</Height>
|
|
<Top>230</Top>
|
|
<Left>40</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>10</FontSize>
|
|
<FontName>Arial Black</FontName>
|
|
<FontBold>True</FontBold>
|
|
<ForeColor>16777215</ForeColor>
|
|
<Caption>Channel: AE04</Caption>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<GraphicalDisplay>
|
|
<Key>gdp3</Key>
|
|
<Width>330</Width>
|
|
<Height>200</Height>
|
|
<Top>220</Top>
|
|
<Left>350</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<Stretch>1</Stretch>
|
|
<TransparentColor>16711935</TransparentColor>
|
|
<BitmapList>
|
|
<Bitmap>
|
|
<Filename>(embedded)</Filename>
|
|
<Name>New Image #0</Name>
|
|
<Index>0</Index>
|
|
<Width>400</Width>
|
|
<Height>400</Height>
|
|
<BPP>32</BPP>
|
|
<Data>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</Data>
|
|
</Bitmap>
|
|
</BitmapList>
|
|
</GraphicalDisplay>
|
|
<Grid>
|
|
<Key>grd3</Key>
|
|
<Width>290</Width>
|
|
<Height>100</Height>
|
|
<Top>260</Top>
|
|
<Left>370</Left>
|
|
<BackColor>8421504</BackColor>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>1</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<Caption></Caption>
|
|
<ShowCaption>0</ShowCaption>
|
|
<SignalGroup>
|
|
<Description>Grid: </Description>
|
|
<LogAllData>False</LogAllData>
|
|
<LogRateMs>10</LogRateMs>
|
|
<LogPath>icsSpyLogFile</LogPath>
|
|
<LogPathExpression>icsSpyLogFile</LogPathExpression>
|
|
<EvaluatedLogPath></EvaluatedLogPath>
|
|
<StartMode>0</StartMode>
|
|
<LogPathSpec>
|
|
<Equation>icsSpyLogFile</Equation>
|
|
<EvaluateAsText>True</EvaluateAsText>
|
|
</LogPathSpec>
|
|
<SignalSpecs>
|
|
<SignalSpec>
|
|
<Description>Channel</Description>
|
|
<Key>spc0</Key>
|
|
<Equation>AE05</Equation>
|
|
<EvaluateAsText>True</EvaluateAsText>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>TC10 Available</Description>
|
|
<Key>spc1</Key>
|
|
<Equation>{AE 05 (Ethernet TC10 Available) :net91-145}</Equation>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>TC10 Wake Status</Description>
|
|
<Key>spc2</Key>
|
|
<Equation>{AE 05 (Ethernet TC10 Wake Status) :net91-146}</Equation>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>TC10 Sleep Status</Description>
|
|
<Key>spc3</Key>
|
|
<Equation>{AE 05 (Ethernet TC10 Sleep Status) :net91-147}</Equation>
|
|
</SignalSpec>
|
|
</SignalSpecs>
|
|
</SignalGroup>
|
|
</Grid>
|
|
<OnOffButton>
|
|
<Key>ofb6</Key>
|
|
<Width>90</Width>
|
|
<Height>30</Height>
|
|
<Top>370</Top>
|
|
<Left>390</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<ShowCaption>0</ShowCaption>
|
|
<OnText>Send Wake</OnText>
|
|
<OffText>Send Wake</OffText>
|
|
<ActionStyle>1</ActionStyle>
|
|
<Value>1</Value>
|
|
<SignalSpec>
|
|
<Description>{AE 05 (Ethernet TC10 Send Wake) :net91-148}</Description>
|
|
<Equation>{AE 05 (Ethernet TC10 Send Wake) :net91-148}</Equation>
|
|
<SetValueDescription>{AE 05 (Ethernet TC10 Send Wake) :net91-148}</SetValueDescription>
|
|
<SetValueKey>{AE 05 (Ethernet TC10 Send Wake) :net91-148}</SetValueKey>
|
|
</SignalSpec>
|
|
</OnOffButton>
|
|
<OnOffButton>
|
|
<Key>ofb7</Key>
|
|
<Width>90</Width>
|
|
<Height>30</Height>
|
|
<Top>370</Top>
|
|
<Left>540</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<ShowCaption>0</ShowCaption>
|
|
<OnText>Send Sleep</OnText>
|
|
<OffText>Send Sleep</OffText>
|
|
<ActionStyle>1</ActionStyle>
|
|
<Value>1</Value>
|
|
<SignalSpec>
|
|
<Description>{AE 05 (Ethernet TC10 Send Sleep) :net91-149}</Description>
|
|
<Equation>{AE 05 (Ethernet TC10 Send Sleep) :net91-149}</Equation>
|
|
<SetValueDescription>{AE 05 (Ethernet TC10 Send Sleep) :net91-149}</SetValueDescription>
|
|
<SetValueKey>{AE 05 (Ethernet TC10 Send Sleep) :net91-149}</SetValueKey>
|
|
</SignalSpec>
|
|
</OnOffButton>
|
|
<TextDisplay>
|
|
<Key>txt3</Key>
|
|
<Width>240</Width>
|
|
<Height>20</Height>
|
|
<Top>230</Top>
|
|
<Left>380</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>10</FontSize>
|
|
<FontName>Arial Black</FontName>
|
|
<FontBold>True</FontBold>
|
|
<ForeColor>16777215</ForeColor>
|
|
<Caption>Channel: AE05</Caption>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<GraphicalDisplay>
|
|
<Key>gdp4</Key>
|
|
<Width>330</Width>
|
|
<Height>200</Height>
|
|
<Top>10</Top>
|
|
<Left>690</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<Stretch>1</Stretch>
|
|
<TransparentColor>16711935</TransparentColor>
|
|
<BitmapList>
|
|
<Bitmap>
|
|
<Filename>(embedded)</Filename>
|
|
<Name>New Image #0</Name>
|
|
<Index>0</Index>
|
|
<Width>400</Width>
|
|
<Height>400</Height>
|
|
<BPP>32</BPP>
|
|
<Data>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</Data>
|
|
</Bitmap>
|
|
</BitmapList>
|
|
</GraphicalDisplay>
|
|
<Grid>
|
|
<Key>grd4</Key>
|
|
<Width>290</Width>
|
|
<Height>100</Height>
|
|
<Top>50</Top>
|
|
<Left>710</Left>
|
|
<BackColor>8421504</BackColor>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>1</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<Caption></Caption>
|
|
<ShowCaption>0</ShowCaption>
|
|
<SignalGroup>
|
|
<Description>Grid: </Description>
|
|
<LogAllData>False</LogAllData>
|
|
<LogRateMs>10</LogRateMs>
|
|
<LogPath>icsSpyLogFile</LogPath>
|
|
<LogPathExpression>icsSpyLogFile</LogPathExpression>
|
|
<EvaluatedLogPath></EvaluatedLogPath>
|
|
<StartMode>0</StartMode>
|
|
<LogPathSpec>
|
|
<Equation>icsSpyLogFile</Equation>
|
|
<EvaluateAsText>True</EvaluateAsText>
|
|
</LogPathSpec>
|
|
<SignalSpecs>
|
|
<SignalSpec>
|
|
<Description>Channel</Description>
|
|
<Key>spc0</Key>
|
|
<Equation>AE03</Equation>
|
|
<EvaluateAsText>True</EvaluateAsText>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>TC10 Available</Description>
|
|
<Key>spc1</Key>
|
|
<Equation>{AE 03 (Ethernet TC10 Available) :net89-145}</Equation>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>TC10 Wake Status</Description>
|
|
<Key>spc2</Key>
|
|
<Equation>{AE 03 (Ethernet TC10 Wake Status) :net89-146}</Equation>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>TC10 Sleep Status</Description>
|
|
<Key>spc3</Key>
|
|
<Equation>{AE 03 (Ethernet TC10 Sleep Status) :net89-147}</Equation>
|
|
</SignalSpec>
|
|
</SignalSpecs>
|
|
</SignalGroup>
|
|
</Grid>
|
|
<OnOffButton>
|
|
<Key>ofb8</Key>
|
|
<Width>90</Width>
|
|
<Height>30</Height>
|
|
<Top>160</Top>
|
|
<Left>730</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<ShowCaption>0</ShowCaption>
|
|
<OnText>Send Wake</OnText>
|
|
<OffText>Send Wake</OffText>
|
|
<ActionStyle>1</ActionStyle>
|
|
<Value>1</Value>
|
|
<SignalSpec>
|
|
<Description>{AE 03 (Ethernet TC10 Send Wake) :net89-148}</Description>
|
|
<Equation>{AE 03 (Ethernet TC10 Send Wake) :net89-148}</Equation>
|
|
<SetValueDescription>{AE 03 (Ethernet TC10 Send Wake) :net89-148}</SetValueDescription>
|
|
<SetValueKey>{AE 03 (Ethernet TC10 Send Wake) :net89-148}</SetValueKey>
|
|
</SignalSpec>
|
|
</OnOffButton>
|
|
<OnOffButton>
|
|
<Key>ofb9</Key>
|
|
<Width>90</Width>
|
|
<Height>30</Height>
|
|
<Top>160</Top>
|
|
<Left>880</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<ShowCaption>0</ShowCaption>
|
|
<OnText>Send Sleep</OnText>
|
|
<OffText>Send Sleep</OffText>
|
|
<ActionStyle>1</ActionStyle>
|
|
<Value>1</Value>
|
|
<SignalSpec>
|
|
<Description>{AE 03 (Ethernet TC10 Send Sleep) :net89-149}</Description>
|
|
<Equation>{AE 03 (Ethernet TC10 Send Sleep) :net89-149}</Equation>
|
|
<SetValueDescription>{AE 03 (Ethernet TC10 Send Sleep) :net89-149}</SetValueDescription>
|
|
<SetValueKey>{AE 03 (Ethernet TC10 Send Sleep) :net89-149}</SetValueKey>
|
|
</SignalSpec>
|
|
</OnOffButton>
|
|
<TextDisplay>
|
|
<Key>txt4</Key>
|
|
<Width>240</Width>
|
|
<Height>20</Height>
|
|
<Top>20</Top>
|
|
<Left>720</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>10</FontSize>
|
|
<FontName>Arial Black</FontName>
|
|
<FontBold>True</FontBold>
|
|
<ForeColor>16777215</ForeColor>
|
|
<Caption>Channel: AE03</Caption>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<GraphicalDisplay>
|
|
<Key>gdp5</Key>
|
|
<Width>330</Width>
|
|
<Height>200</Height>
|
|
<Top>220</Top>
|
|
<Left>690</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<Stretch>1</Stretch>
|
|
<TransparentColor>16711935</TransparentColor>
|
|
<BitmapList>
|
|
<Bitmap>
|
|
<Filename>(embedded)</Filename>
|
|
<Name>New Image #0</Name>
|
|
<Index>0</Index>
|
|
<Width>400</Width>
|
|
<Height>400</Height>
|
|
<BPP>32</BPP>
|
|
<Data>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</Data>
|
|
</Bitmap>
|
|
</BitmapList>
|
|
</GraphicalDisplay>
|
|
<Grid>
|
|
<Key>grd5</Key>
|
|
<Width>290</Width>
|
|
<Height>100</Height>
|
|
<Top>260</Top>
|
|
<Left>710</Left>
|
|
<BackColor>8421504</BackColor>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>1</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<Caption></Caption>
|
|
<ShowCaption>0</ShowCaption>
|
|
<SignalGroup>
|
|
<Description>Grid: </Description>
|
|
<LogAllData>False</LogAllData>
|
|
<LogRateMs>10</LogRateMs>
|
|
<LogPath>icsSpyLogFile</LogPath>
|
|
<LogPathExpression>icsSpyLogFile</LogPathExpression>
|
|
<EvaluatedLogPath></EvaluatedLogPath>
|
|
<StartMode>0</StartMode>
|
|
<LogPathSpec>
|
|
<Equation>icsSpyLogFile</Equation>
|
|
<EvaluateAsText>True</EvaluateAsText>
|
|
</LogPathSpec>
|
|
<SignalSpecs>
|
|
<SignalSpec>
|
|
<Description>Channel</Description>
|
|
<Key>spc0</Key>
|
|
<Equation>AE06</Equation>
|
|
<EvaluateAsText>True</EvaluateAsText>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>TC10 Available</Description>
|
|
<Key>spc1</Key>
|
|
<Equation>{AE 06 (Ethernet TC10 Available) :net92-145}</Equation>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>TC10 Wake Status</Description>
|
|
<Key>spc2</Key>
|
|
<Equation>{AE 06 (Ethernet TC10 Wake Status) :net92-146}</Equation>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>TC10 Sleep Status</Description>
|
|
<Key>spc3</Key>
|
|
<Equation>{AE 06 (Ethernet TC10 Sleep Status) :net92-147}</Equation>
|
|
</SignalSpec>
|
|
</SignalSpecs>
|
|
</SignalGroup>
|
|
</Grid>
|
|
<OnOffButton>
|
|
<Key>ofb10</Key>
|
|
<Width>90</Width>
|
|
<Height>30</Height>
|
|
<Top>370</Top>
|
|
<Left>730</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<ShowCaption>0</ShowCaption>
|
|
<OnText>Send Wake</OnText>
|
|
<OffText>Send Wake</OffText>
|
|
<ActionStyle>1</ActionStyle>
|
|
<Value>1</Value>
|
|
<SignalSpec>
|
|
<Description>{AE 06 (Ethernet TC10 Send Wake) :net92-148}</Description>
|
|
<Equation>{AE 06 (Ethernet TC10 Send Wake) :net92-148}</Equation>
|
|
<SetValueDescription>{AE 06 (Ethernet TC10 Send Wake) :net92-148}</SetValueDescription>
|
|
<SetValueKey>{AE 06 (Ethernet TC10 Send Wake) :net92-148}</SetValueKey>
|
|
</SignalSpec>
|
|
</OnOffButton>
|
|
<OnOffButton>
|
|
<Key>ofb11</Key>
|
|
<Width>90</Width>
|
|
<Height>30</Height>
|
|
<Top>370</Top>
|
|
<Left>880</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<ShowCaption>0</ShowCaption>
|
|
<OnText>Send Sleep</OnText>
|
|
<OffText>Send Sleep</OffText>
|
|
<ActionStyle>1</ActionStyle>
|
|
<Value>1</Value>
|
|
<SignalSpec>
|
|
<Description>{AE 06 (Ethernet TC10 Send Sleep) :net92-149}</Description>
|
|
<Equation>{AE 06 (Ethernet TC10 Send Sleep) :net92-149}</Equation>
|
|
<SetValueDescription>{AE 06 (Ethernet TC10 Send Sleep) :net92-149}</SetValueDescription>
|
|
<SetValueKey>{AE 06 (Ethernet TC10 Send Sleep) :net92-149}</SetValueKey>
|
|
</SignalSpec>
|
|
</OnOffButton>
|
|
<TextDisplay>
|
|
<Key>txt5</Key>
|
|
<Width>240</Width>
|
|
<Height>20</Height>
|
|
<Top>230</Top>
|
|
<Left>720</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>10</FontSize>
|
|
<FontName>Arial Black</FontName>
|
|
<FontBold>True</FontBold>
|
|
<ForeColor>16777215</ForeColor>
|
|
<Caption>Channel: AE06</Caption>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<GraphicalDisplay>
|
|
<Key>gdp9</Key>
|
|
<Width>330</Width>
|
|
<Height>200</Height>
|
|
<Top>430</Top>
|
|
<Left>10</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<Stretch>1</Stretch>
|
|
<TransparentColor>16711935</TransparentColor>
|
|
<BitmapList>
|
|
<Bitmap>
|
|
<Filename>(embedded)</Filename>
|
|
<Name>New Image #0</Name>
|
|
<Index>0</Index>
|
|
<Width>400</Width>
|
|
<Height>400</Height>
|
|
<BPP>32</BPP>
|
|
<Data>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</Data>
|
|
</Bitmap>
|
|
</BitmapList>
|
|
</GraphicalDisplay>
|
|
<Grid>
|
|
<Key>grd9</Key>
|
|
<Width>290</Width>
|
|
<Height>100</Height>
|
|
<Top>470</Top>
|
|
<Left>30</Left>
|
|
<BackColor>8421504</BackColor>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>1</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<Caption></Caption>
|
|
<ShowCaption>0</ShowCaption>
|
|
<SignalGroup>
|
|
<Description>Grid: </Description>
|
|
<LogAllData>False</LogAllData>
|
|
<LogRateMs>10</LogRateMs>
|
|
<LogPath>icsSpyLogFile</LogPath>
|
|
<LogPathExpression>icsSpyLogFile</LogPathExpression>
|
|
<EvaluatedLogPath></EvaluatedLogPath>
|
|
<StartMode>0</StartMode>
|
|
<LogPathSpec>
|
|
<Equation>icsSpyLogFile</Equation>
|
|
<EvaluateAsText>True</EvaluateAsText>
|
|
</LogPathSpec>
|
|
<SignalSpecs>
|
|
<SignalSpec>
|
|
<Description>Channel</Description>
|
|
<Key>spc0</Key>
|
|
<Equation>AE07</Equation>
|
|
<EvaluateAsText>True</EvaluateAsText>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>TC10 Available</Description>
|
|
<Key>spc1</Key>
|
|
<Equation>{AE 07 (Ethernet TC10 Available) :net93-145}</Equation>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>TC10 Wake Status</Description>
|
|
<Key>spc2</Key>
|
|
<Equation>{AE 07 (Ethernet TC10 Wake Status) :net93-146}</Equation>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>TC10 Sleep Status</Description>
|
|
<Key>spc3</Key>
|
|
<Equation>{AE 07 (Ethernet TC10 Sleep Status) :net93-147}</Equation>
|
|
</SignalSpec>
|
|
</SignalSpecs>
|
|
</SignalGroup>
|
|
</Grid>
|
|
<OnOffButton>
|
|
<Key>ofb18</Key>
|
|
<Width>90</Width>
|
|
<Height>30</Height>
|
|
<Top>580</Top>
|
|
<Left>50</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<ShowCaption>0</ShowCaption>
|
|
<OnText>Send Wake</OnText>
|
|
<OffText>Send Wake</OffText>
|
|
<ActionStyle>1</ActionStyle>
|
|
<Value>1</Value>
|
|
<SignalSpec>
|
|
<Description>{AE 07 (Ethernet TC10 Send Wake) :net93-148}</Description>
|
|
<Equation>{AE 07 (Ethernet TC10 Send Wake) :net93-148}</Equation>
|
|
<SetValueDescription>{AE 07 (Ethernet TC10 Send Wake) :net93-148}</SetValueDescription>
|
|
<SetValueKey>{AE 07 (Ethernet TC10 Send Wake) :net93-148}</SetValueKey>
|
|
</SignalSpec>
|
|
</OnOffButton>
|
|
<OnOffButton>
|
|
<Key>ofb19</Key>
|
|
<Width>90</Width>
|
|
<Height>30</Height>
|
|
<Top>580</Top>
|
|
<Left>200</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<ShowCaption>0</ShowCaption>
|
|
<OnText>Send Sleep</OnText>
|
|
<OffText>Send Sleep</OffText>
|
|
<ActionStyle>1</ActionStyle>
|
|
<Value>1</Value>
|
|
<SignalSpec>
|
|
<Description>{AE 07 (Ethernet TC10 Send Sleep) :net93-149}</Description>
|
|
<Equation>{AE 07 (Ethernet TC10 Send Sleep) :net93-149}</Equation>
|
|
<SetValueDescription>{AE 07 (Ethernet TC10 Send Sleep) :net93-149}</SetValueDescription>
|
|
<SetValueKey>{AE 07 (Ethernet TC10 Send Sleep) :net93-149}</SetValueKey>
|
|
</SignalSpec>
|
|
</OnOffButton>
|
|
<TextDisplay>
|
|
<Key>txt9</Key>
|
|
<Width>240</Width>
|
|
<Height>20</Height>
|
|
<Top>440</Top>
|
|
<Left>40</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>10</FontSize>
|
|
<FontName>Arial Black</FontName>
|
|
<FontBold>True</FontBold>
|
|
<ForeColor>16777215</ForeColor>
|
|
<Caption>Channel: AE07</Caption>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<GraphicalDisplay>
|
|
<Key>gdp10</Key>
|
|
<Width>330</Width>
|
|
<Height>200</Height>
|
|
<Top>430</Top>
|
|
<Left>350</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<Stretch>1</Stretch>
|
|
<TransparentColor>16711935</TransparentColor>
|
|
<BitmapList>
|
|
<Bitmap>
|
|
<Filename>(embedded)</Filename>
|
|
<Name>New Image #0</Name>
|
|
<Index>0</Index>
|
|
<Width>400</Width>
|
|
<Height>400</Height>
|
|
<BPP>32</BPP>
|
|
<Data>UEsDBBQAAgAIANSKe1tsK/XfbQMAAADECQAEABEAZGF0YVVUDQAH0ogoadKIKGnSiChp7dWBDYQwDARBGqD/bj/QQoxyOM/ImgYuUnYco/X9jhPgk3r/znoBoCd6AaAnugGAjugGgI7oBoCO6AaAjugGALt3xHsBaIh2AGiIbgCgHQDs3BDvAKAh2gGgIdoBQLeG2BtAQ7QDgNUNsS+AhmgHAKsbYk8A/dAPABINsSOAhmgHAImG2A5AP7QDgNUNsRcA+gFAoiF2AkA/AEg1xEYAzPbDPgBUGmIbAGb7YRcAKg2xCQD6AUCiH/YAQD8ASDXEFgDoBwD6AUDXftgBAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAeNu4zw4AzLZDPwDQDwD0AwD9AODf2qEhAOgHAPoBwA790BAAKu3QDwCq/dAQACrt0A8A9AOAVDs0BAD9ACDZDg0B4Ek/NASAUTzbAeiHhgCQaoeGAGiHfgCQbIeGAOiHhgCQboeGAGiHhgCQboeGAGiHhgBox1tnfwDt0BAA7dAQALq3Q0MAtENHAHRDQwDYqR06AqAbGgKgHToCoBtaAsBXmqEjALqhJQCaoSkAWjF7F1BLAQIXCxQAAgAIANSKe1tsK/XfbQMAAADECQAEAAkAAAAAAAAAAAAAgAAAAABkYXRhVVQFAAfSiChpUEsFBgAAAAABAAEAOwAAAKADAAAAAA==</Data>
|
|
</Bitmap>
|
|
</BitmapList>
|
|
</GraphicalDisplay>
|
|
<Grid>
|
|
<Key>grd10</Key>
|
|
<Width>290</Width>
|
|
<Height>100</Height>
|
|
<Top>470</Top>
|
|
<Left>370</Left>
|
|
<BackColor>8421504</BackColor>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>1</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<Caption></Caption>
|
|
<ShowCaption>0</ShowCaption>
|
|
<SignalGroup>
|
|
<Description>Grid: </Description>
|
|
<LogAllData>False</LogAllData>
|
|
<LogRateMs>10</LogRateMs>
|
|
<LogPath>icsSpyLogFile</LogPath>
|
|
<LogPathExpression>icsSpyLogFile</LogPathExpression>
|
|
<EvaluatedLogPath></EvaluatedLogPath>
|
|
<StartMode>0</StartMode>
|
|
<LogPathSpec>
|
|
<Equation>icsSpyLogFile</Equation>
|
|
<EvaluateAsText>True</EvaluateAsText>
|
|
</LogPathSpec>
|
|
<SignalSpecs>
|
|
<SignalSpec>
|
|
<Description>Channel</Description>
|
|
<Key>spc0</Key>
|
|
<Equation>AE08</Equation>
|
|
<EvaluateAsText>True</EvaluateAsText>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>TC10 Available</Description>
|
|
<Key>spc1</Key>
|
|
<Equation>{AE 08 (Ethernet TC10 Available) :net94-145}</Equation>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>TC10 Wake Status</Description>
|
|
<Key>spc2</Key>
|
|
<Equation>{AE 08 (Ethernet TC10 Wake Status) :net94-146}</Equation>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>TC10 Sleep Status</Description>
|
|
<Key>spc3</Key>
|
|
<Equation>{AE 08 (Ethernet TC10 Sleep Status) :net94-147}</Equation>
|
|
</SignalSpec>
|
|
</SignalSpecs>
|
|
</SignalGroup>
|
|
</Grid>
|
|
<OnOffButton>
|
|
<Key>ofb20</Key>
|
|
<Width>90</Width>
|
|
<Height>30</Height>
|
|
<Top>580</Top>
|
|
<Left>390</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<ShowCaption>0</ShowCaption>
|
|
<OnText>Send Wake</OnText>
|
|
<OffText>Send Wake</OffText>
|
|
<ActionStyle>1</ActionStyle>
|
|
<Value>1</Value>
|
|
<SignalSpec>
|
|
<Description>{AE 08 (Ethernet TC10 Send Wake) :net94-148}</Description>
|
|
<Equation>{AE 08 (Ethernet TC10 Send Wake) :net94-148}</Equation>
|
|
<SetValueDescription>{AE 08 (Ethernet TC10 Send Wake) :net94-148}</SetValueDescription>
|
|
<SetValueKey>{AE 08 (Ethernet TC10 Send Wake) :net94-148}</SetValueKey>
|
|
</SignalSpec>
|
|
</OnOffButton>
|
|
<OnOffButton>
|
|
<Key>ofb21</Key>
|
|
<Width>90</Width>
|
|
<Height>30</Height>
|
|
<Top>580</Top>
|
|
<Left>540</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<ShowCaption>0</ShowCaption>
|
|
<OnText>Send Sleep</OnText>
|
|
<OffText>Send Sleep</OffText>
|
|
<ActionStyle>1</ActionStyle>
|
|
<Value>1</Value>
|
|
<SignalSpec>
|
|
<Description>{AE 08 (Ethernet TC10 Send Sleep) :net94-149}</Description>
|
|
<Equation>{AE 08 (Ethernet TC10 Send Sleep) :net94-149}</Equation>
|
|
<SetValueDescription>{AE 08 (Ethernet TC10 Send Sleep) :net94-149}</SetValueDescription>
|
|
<SetValueKey>{AE 08 (Ethernet TC10 Send Sleep) :net94-149}</SetValueKey>
|
|
</SignalSpec>
|
|
</OnOffButton>
|
|
<TextDisplay>
|
|
<Key>txt10</Key>
|
|
<Width>240</Width>
|
|
<Height>20</Height>
|
|
<Top>440</Top>
|
|
<Left>380</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>10</FontSize>
|
|
<FontName>Arial Black</FontName>
|
|
<FontBold>True</FontBold>
|
|
<ForeColor>16777215</ForeColor>
|
|
<Caption>Channel: AE08</Caption>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<GraphicalDisplay>
|
|
<Key>gdp11</Key>
|
|
<Width>330</Width>
|
|
<Height>200</Height>
|
|
<Top>430</Top>
|
|
<Left>690</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<Stretch>1</Stretch>
|
|
<TransparentColor>16711935</TransparentColor>
|
|
<BitmapList>
|
|
<Bitmap>
|
|
<Filename>(embedded)</Filename>
|
|
<Name>New Image #0</Name>
|
|
<Index>0</Index>
|
|
<Width>400</Width>
|
|
<Height>400</Height>
|
|
<BPP>32</BPP>
|
|
<Data>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</Data>
|
|
</Bitmap>
|
|
</BitmapList>
|
|
</GraphicalDisplay>
|
|
<Grid>
|
|
<Key>grd11</Key>
|
|
<Width>290</Width>
|
|
<Height>100</Height>
|
|
<Top>470</Top>
|
|
<Left>710</Left>
|
|
<BackColor>8421504</BackColor>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>1</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<Caption></Caption>
|
|
<ShowCaption>0</ShowCaption>
|
|
<SignalGroup>
|
|
<Description>Grid: </Description>
|
|
<LogAllData>False</LogAllData>
|
|
<LogRateMs>10</LogRateMs>
|
|
<LogPath>icsSpyLogFile</LogPath>
|
|
<LogPathExpression>icsSpyLogFile</LogPathExpression>
|
|
<EvaluatedLogPath></EvaluatedLogPath>
|
|
<StartMode>0</StartMode>
|
|
<LogPathSpec>
|
|
<Equation>icsSpyLogFile</Equation>
|
|
<EvaluateAsText>True</EvaluateAsText>
|
|
</LogPathSpec>
|
|
<SignalSpecs>
|
|
<SignalSpec>
|
|
<Description>Channel</Description>
|
|
<Key>spc0</Key>
|
|
<Equation>AE09</Equation>
|
|
<EvaluateAsText>True</EvaluateAsText>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>TC10 Available</Description>
|
|
<Key>spc1</Key>
|
|
<Equation>{AE 09 (Ethernet TC10 Available) :net95-145}</Equation>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>TC10 Wake Status</Description>
|
|
<Key>spc2</Key>
|
|
<Equation>{AE 09 (Ethernet TC10 Wake Status) :net95-146}</Equation>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>TC10 Sleep Status</Description>
|
|
<Key>spc3</Key>
|
|
<Equation>{AE 09 (Ethernet TC10 Sleep Status) :net95-147}</Equation>
|
|
</SignalSpec>
|
|
</SignalSpecs>
|
|
</SignalGroup>
|
|
</Grid>
|
|
<OnOffButton>
|
|
<Key>ofb22</Key>
|
|
<Width>90</Width>
|
|
<Height>30</Height>
|
|
<Top>580</Top>
|
|
<Left>730</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<ShowCaption>0</ShowCaption>
|
|
<OnText>Send Wake</OnText>
|
|
<OffText>Send Wake</OffText>
|
|
<ActionStyle>1</ActionStyle>
|
|
<Value>1</Value>
|
|
<SignalSpec>
|
|
<Description>{AE 09 (Ethernet TC10 Send Wake) :net95-148}</Description>
|
|
<Equation>{AE 09 (Ethernet TC10 Send Wake) :net95-148}</Equation>
|
|
<SetValueDescription>{AE 09 (Ethernet TC10 Send Wake) :net95-148}</SetValueDescription>
|
|
<SetValueKey>{AE 09 (Ethernet TC10 Send Wake) :net95-148}</SetValueKey>
|
|
</SignalSpec>
|
|
</OnOffButton>
|
|
<OnOffButton>
|
|
<Key>ofb23</Key>
|
|
<Width>90</Width>
|
|
<Height>30</Height>
|
|
<Top>580</Top>
|
|
<Left>880</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<ShowCaption>0</ShowCaption>
|
|
<OnText>Send Sleep</OnText>
|
|
<OffText>Send Sleep</OffText>
|
|
<ActionStyle>1</ActionStyle>
|
|
<Value>1</Value>
|
|
<SignalSpec>
|
|
<Description>{AE 09 (Ethernet TC10 Send Sleep) :net95-149}</Description>
|
|
<Equation>{AE 09 (Ethernet TC10 Send Sleep) :net95-149}</Equation>
|
|
<SetValueDescription>{AE 09 (Ethernet TC10 Send Sleep) :net95-149}</SetValueDescription>
|
|
<SetValueKey>{AE 09 (Ethernet TC10 Send Sleep) :net95-149}</SetValueKey>
|
|
</SignalSpec>
|
|
</OnOffButton>
|
|
<TextDisplay>
|
|
<Key>txt11</Key>
|
|
<Width>240</Width>
|
|
<Height>20</Height>
|
|
<Top>440</Top>
|
|
<Left>720</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>10</FontSize>
|
|
<FontName>Arial Black</FontName>
|
|
<FontBold>True</FontBold>
|
|
<ForeColor>16777215</ForeColor>
|
|
<Caption>Channel: AE09</Caption>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<GraphicalDisplay>
|
|
<Key>gdp12</Key>
|
|
<Width>330</Width>
|
|
<Height>200</Height>
|
|
<Top>10</Top>
|
|
<Left>1031</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<Stretch>1</Stretch>
|
|
<TransparentColor>16711935</TransparentColor>
|
|
<BitmapList>
|
|
<Bitmap>
|
|
<Filename>(embedded)</Filename>
|
|
<Name>New Image #0</Name>
|
|
<Index>0</Index>
|
|
<Width>400</Width>
|
|
<Height>400</Height>
|
|
<BPP>32</BPP>
|
|
<Data>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</Data>
|
|
</Bitmap>
|
|
</BitmapList>
|
|
</GraphicalDisplay>
|
|
<Grid>
|
|
<Key>grd12</Key>
|
|
<Width>290</Width>
|
|
<Height>100</Height>
|
|
<Top>49</Top>
|
|
<Left>1050</Left>
|
|
<BackColor>8421504</BackColor>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>1</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<Caption></Caption>
|
|
<ShowCaption>0</ShowCaption>
|
|
<SignalGroup>
|
|
<Description>Grid: </Description>
|
|
<LogAllData>False</LogAllData>
|
|
<LogRateMs>10</LogRateMs>
|
|
<LogPath>icsSpyLogFile</LogPath>
|
|
<LogPathExpression>icsSpyLogFile</LogPathExpression>
|
|
<EvaluatedLogPath></EvaluatedLogPath>
|
|
<StartMode>0</StartMode>
|
|
<LogPathSpec>
|
|
<Equation>icsSpyLogFile</Equation>
|
|
<EvaluateAsText>True</EvaluateAsText>
|
|
</LogPathSpec>
|
|
<SignalSpecs>
|
|
<SignalSpec>
|
|
<Description>Channel</Description>
|
|
<Key>spc0</Key>
|
|
<Equation>SFP01/ETH01</Equation>
|
|
<EvaluateAsText>True</EvaluateAsText>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>TC10 Available</Description>
|
|
<Key>spc1</Key>
|
|
<Equation>{Ethernet - SFP01_out (Ethernet TC10 Available) :net72-145}</Equation>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>TC10 Wake Status</Description>
|
|
<Key>spc2</Key>
|
|
<Equation>{Ethernet - SFP01_out (Ethernet TC10 Available) :net72-146}</Equation>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>TC10 Sleep Status</Description>
|
|
<Key>spc3</Key>
|
|
<Equation>{Ethernet - SFP01_out (Ethernet TC10 Available) :net72-147}</Equation>
|
|
</SignalSpec>
|
|
</SignalSpecs>
|
|
</SignalGroup>
|
|
</Grid>
|
|
<OnOffButton>
|
|
<Key>ofb24</Key>
|
|
<Width>90</Width>
|
|
<Height>30</Height>
|
|
<Top>160</Top>
|
|
<Left>1071</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<ShowCaption>0</ShowCaption>
|
|
<OnText>Send Wake</OnText>
|
|
<OffText>Send Wake</OffText>
|
|
<ActionStyle>1</ActionStyle>
|
|
<Value>1</Value>
|
|
<SignalSpec>
|
|
<Description>{Ethernet - SFP01_out (Ethernet TC10 Send Wake) :net72-148}</Description>
|
|
<Equation>{Ethernet - SFP01_out (Ethernet TC10 Send Wake) :net72-148}</Equation>
|
|
<SetValueDescription>{Ethernet - SFP01_out (Ethernet TC10 Send Wake) :net72-148}</SetValueDescription>
|
|
<SetValueKey>{Ethernet - SFP01_out (Ethernet TC10 Send Wake) :net72-148}</SetValueKey>
|
|
</SignalSpec>
|
|
</OnOffButton>
|
|
<OnOffButton>
|
|
<Key>ofb25</Key>
|
|
<Width>90</Width>
|
|
<Height>30</Height>
|
|
<Top>160</Top>
|
|
<Left>1221</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<ShowCaption>0</ShowCaption>
|
|
<OnText>Send Sleep</OnText>
|
|
<OffText>Send Sleep</OffText>
|
|
<ActionStyle>1</ActionStyle>
|
|
<Value>1</Value>
|
|
<SignalSpec>
|
|
<Description>{Ethernet - SFP01_out (Ethernet TC10 Send Sleep) :net72-149}</Description>
|
|
<Equation>{Ethernet - SFP01_out (Ethernet TC10 Send Sleep) :net72-149}</Equation>
|
|
<SetValueDescription>{Ethernet - SFP01_out (Ethernet TC10 Send Sleep) :net72-149}</SetValueDescription>
|
|
<SetValueKey>{Ethernet - SFP01_out (Ethernet TC10 Send Sleep) :net72-149}</SetValueKey>
|
|
</SignalSpec>
|
|
</OnOffButton>
|
|
<TextDisplay>
|
|
<Key>txt12</Key>
|
|
<Width>240</Width>
|
|
<Height>20</Height>
|
|
<Top>20</Top>
|
|
<Left>1061</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>10</FontSize>
|
|
<FontName>Arial Black</FontName>
|
|
<FontBold>True</FontBold>
|
|
<ForeColor>16777215</ForeColor>
|
|
<Caption>Channel: SFP01/ETH01</Caption>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<GraphicalDisplay>
|
|
<Key>gdp13</Key>
|
|
<Width>330</Width>
|
|
<Height>200</Height>
|
|
<Top>220</Top>
|
|
<Left>1031</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<Stretch>1</Stretch>
|
|
<TransparentColor>16711935</TransparentColor>
|
|
<BitmapList>
|
|
<Bitmap>
|
|
<Filename>(embedded)</Filename>
|
|
<Name>New Image #0</Name>
|
|
<Index>0</Index>
|
|
<Width>400</Width>
|
|
<Height>400</Height>
|
|
<BPP>32</BPP>
|
|
<Data>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</Data>
|
|
</Bitmap>
|
|
</BitmapList>
|
|
</GraphicalDisplay>
|
|
<Grid>
|
|
<Key>grd13</Key>
|
|
<Width>290</Width>
|
|
<Height>100</Height>
|
|
<Top>260</Top>
|
|
<Left>1051</Left>
|
|
<BackColor>8421504</BackColor>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>1</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<Caption></Caption>
|
|
<ShowCaption>0</ShowCaption>
|
|
<SignalGroup>
|
|
<Description>Grid: </Description>
|
|
<LogAllData>False</LogAllData>
|
|
<LogRateMs>10</LogRateMs>
|
|
<LogPath>icsSpyLogFile</LogPath>
|
|
<LogPathExpression>icsSpyLogFile</LogPathExpression>
|
|
<EvaluatedLogPath></EvaluatedLogPath>
|
|
<StartMode>0</StartMode>
|
|
<LogPathSpec>
|
|
<Equation>icsSpyLogFile</Equation>
|
|
<EvaluateAsText>True</EvaluateAsText>
|
|
</LogPathSpec>
|
|
<SignalSpecs>
|
|
<SignalSpec>
|
|
<Description>Channel</Description>
|
|
<Key>spc0</Key>
|
|
<Equation>SFP02/ETH2</Equation>
|
|
<EvaluateAsText>True</EvaluateAsText>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>TC10 Available</Description>
|
|
<Key>spc1</Key>
|
|
<Equation>{Ethernet 02 - SFP02_in (Ethernet TC10 Available) :net117-145}</Equation>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>TC10 Wake Status</Description>
|
|
<Key>spc2</Key>
|
|
<Equation>{Ethernet 02 - SFP02_in (Ethernet TC10 Available) :net117-146}</Equation>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>TC10 Sleep Status</Description>
|
|
<Key>spc3</Key>
|
|
<Equation>{Ethernet 02 - SFP02_in (Ethernet TC10 Available) :net117-147}</Equation>
|
|
</SignalSpec>
|
|
</SignalSpecs>
|
|
</SignalGroup>
|
|
</Grid>
|
|
<OnOffButton>
|
|
<Key>ofb26</Key>
|
|
<Width>90</Width>
|
|
<Height>30</Height>
|
|
<Top>370</Top>
|
|
<Left>1071</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<ShowCaption>0</ShowCaption>
|
|
<OnText>Send Wake</OnText>
|
|
<OffText>Send Wake</OffText>
|
|
<ActionStyle>1</ActionStyle>
|
|
<Value>1</Value>
|
|
<SignalSpec>
|
|
<Description>{Ethernet 02 - SFP02_in (Ethernet TC10 Send Wake) :net117-148}</Description>
|
|
<Equation>{Ethernet 02 - SFP02_in (Ethernet TC10 Send Wake) :net117-148}</Equation>
|
|
<SetValueDescription>{Ethernet 02 - SFP02_in (Ethernet TC10 Send Wake) :net117-148}</SetValueDescription>
|
|
<SetValueKey>{Ethernet 02 - SFP02_in (Ethernet TC10 Send Wake) :net117-148}</SetValueKey>
|
|
</SignalSpec>
|
|
</OnOffButton>
|
|
<OnOffButton>
|
|
<Key>ofb27</Key>
|
|
<Width>90</Width>
|
|
<Height>30</Height>
|
|
<Top>370</Top>
|
|
<Left>1221</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<ShowCaption>0</ShowCaption>
|
|
<OnText>Send Sleep</OnText>
|
|
<OffText>Send Sleep</OffText>
|
|
<ActionStyle>1</ActionStyle>
|
|
<Value>1</Value>
|
|
<SignalSpec>
|
|
<Description>{Ethernet 02 - SFP02_in (Ethernet TC10 Send Sleep) :net117-149}</Description>
|
|
<Equation>{Ethernet 02 - SFP02_in (Ethernet TC10 Send Sleep) :net117-149}</Equation>
|
|
<SetValueDescription>{Ethernet 02 - SFP02_in (Ethernet TC10 Send Sleep) :net117-149}</SetValueDescription>
|
|
<SetValueKey>{Ethernet 02 - SFP02_in (Ethernet TC10 Send Sleep) :net117-149}</SetValueKey>
|
|
</SignalSpec>
|
|
</OnOffButton>
|
|
<TextDisplay>
|
|
<Key>txt13</Key>
|
|
<Width>240</Width>
|
|
<Height>20</Height>
|
|
<Top>230</Top>
|
|
<Left>1061</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>10</FontSize>
|
|
<FontName>Arial Black</FontName>
|
|
<FontBold>True</FontBold>
|
|
<ForeColor>16777215</ForeColor>
|
|
<Caption>Channel: SFP02/ETH02</Caption>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
</Dialog>
|
|
<Dialog>
|
|
<Caption>I2C_FB</Caption>
|
|
<Key>dia0</Key>
|
|
<TextDisplay>
|
|
<Key>txt7</Key>
|
|
<Width>160</Width>
|
|
<Height>30</Height>
|
|
<Top>20</Top>
|
|
<Left>20</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>16</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<Caption>Read MSA table:</Caption>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<FblockButton>
|
|
<Key>fbb14</Key>
|
|
<Width>90</Width>
|
|
<Height>50</Height>
|
|
<Top>10</Top>
|
|
<Left>196</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<DataKey>tst27</DataKey>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<FontBold>True</FontBold>
|
|
<ShowCaption>0</ShowCaption>
|
|
<OnText>SFP1 port (I2C_02)</OnText>
|
|
<OffText>SFP1 port (I2C_02)</OffText>
|
|
<ActionStyle>1</ActionStyle>
|
|
<Value>1</Value>
|
|
</FblockButton>
|
|
<FblockButton>
|
|
<Key>fbb15</Key>
|
|
<Width>90</Width>
|
|
<Height>50</Height>
|
|
<Top>10</Top>
|
|
<Left>290</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<DataKey>tst9</DataKey>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<FontBold>True</FontBold>
|
|
<ShowCaption>0</ShowCaption>
|
|
<OnText>SFP2 port</OnText>
|
|
<OffText>SFP2 port (I2C_03)</OffText>
|
|
<ActionStyle>1</ActionStyle>
|
|
<Value>1</Value>
|
|
</FblockButton>
|
|
<Grid>
|
|
<Key>grd0</Key>
|
|
<Width>362</Width>
|
|
<Height>86</Height>
|
|
<Top>64</Top>
|
|
<Left>18</Left>
|
|
<BackColor>8421504</BackColor>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>1</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<Caption></Caption>
|
|
<ShowCaption>0</ShowCaption>
|
|
<Col1Pct>45</Col1Pct>
|
|
<Editable>True</Editable>
|
|
<SignalGroup>
|
|
<Description>Grid: </Description>
|
|
<LogAllData>False</LogAllData>
|
|
<LogRateMs>10</LogRateMs>
|
|
<LogPath>icsSpyLogFile</LogPath>
|
|
<LogPathExpression>icsSpyLogFile</LogPathExpression>
|
|
<EvaluatedLogPath></EvaluatedLogPath>
|
|
<StartMode>0</StartMode>
|
|
<LogPathSpec>
|
|
<Equation>icsSpyLogFile</Equation>
|
|
<EvaluateAsText>True</EvaluateAsText>
|
|
</LogPathSpec>
|
|
<SignalSpecs>
|
|
<SignalSpec>
|
|
<Description>Device (Value)</Description>
|
|
<Key>spc0</Key>
|
|
<Equation>{Device (Value) :sig0-0}</Equation>
|
|
<Format>XX hex</Format>
|
|
<Min>0</Min>
|
|
<Max>597</Max>
|
|
<UseCustomFormatting>True</UseCustomFormatting>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>Register Address (Hex)</Description>
|
|
<Key>spc1</Key>
|
|
<Equation>{Register (Value) :sig1-0}</Equation>
|
|
<Format>XXXX hex</Format>
|
|
<UseCustomFormatting>True</UseCustomFormatting>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>Register Value (Value)</Description>
|
|
<Key>spc2</Key>
|
|
<Equation>{Register Value (Value) :in0-sig0-0}</Equation>
|
|
<Format>XXXX hex</Format>
|
|
<Min>0</Min>
|
|
<Max>65535</Max>
|
|
<UseCustomFormatting>True</UseCustomFormatting>
|
|
</SignalSpec>
|
|
</SignalSpecs>
|
|
</SignalGroup>
|
|
</Grid>
|
|
<FblockButton>
|
|
<Key>fbb16</Key>
|
|
<Width>90</Width>
|
|
<Height>50</Height>
|
|
<Top>64</Top>
|
|
<Left>390</Left>
|
|
<BackColor>16711680</BackColor>
|
|
<DataKey>tst12</DataKey>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<FontBold>True</FontBold>
|
|
<ShowCaption>0</ShowCaption>
|
|
<OnText>Start</OnText>
|
|
<OffText>Read Register</OffText>
|
|
<ActionStyle>1</ActionStyle>
|
|
<Value>1</Value>
|
|
</FblockButton>
|
|
<Grid>
|
|
<Key>grd1</Key>
|
|
<Width>362</Width>
|
|
<Height>175</Height>
|
|
<Top>157</Top>
|
|
<Left>15</Left>
|
|
<BackColor>8421504</BackColor>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>1</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<Caption></Caption>
|
|
<ShowCaption>0</ShowCaption>
|
|
<Col1Pct>46</Col1Pct>
|
|
<SignalGroup>
|
|
<Description>Grid: </Description>
|
|
<LogAllData>False</LogAllData>
|
|
<LogRateMs>10</LogRateMs>
|
|
<LogPath>icsSpyLogFile</LogPath>
|
|
<LogPathExpression>icsSpyLogFile</LogPathExpression>
|
|
<EvaluatedLogPath></EvaluatedLogPath>
|
|
<StartMode>0</StartMode>
|
|
<LogPathSpec>
|
|
<Equation>icsSpyLogFile</Equation>
|
|
<EvaluateAsText>True</EvaluateAsText>
|
|
</LogPathSpec>
|
|
<SignalSpecs>
|
|
<SignalSpec>
|
|
<Description>SFP1 Link Status (Value)</Description>
|
|
<Key>spc1</Key>
|
|
<Equation>{SFP1 Link Status (Value) :sig7-0}</Equation>
|
|
<Format>Up=1/Down=0</Format>
|
|
<Min>0</Min>
|
|
<Max>1</Max>
|
|
<IsDiscreteValue>True</IsDiscreteValue>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>SFP1 Link Speed (Value)</Description>
|
|
<Key>spc0</Key>
|
|
<Equation>{SFP1 Link Speed (Value) :sig11-0}</Equation>
|
|
<Format>0</Format>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>SFP1 Autoneg Enabled (Value)</Description>
|
|
<Key>spc6</Key>
|
|
<Equation>{SFP1 Autoneg Enabled (Value) :sig13-0}</Equation>
|
|
<Format>True=1/False=0</Format>
|
|
<Min>0</Min>
|
|
<Max>1</Max>
|
|
<IsDiscreteValue>True</IsDiscreteValue>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>SFP1 SQI (Value)</Description>
|
|
<Key>spc2</Key>
|
|
<Equation>{SFP1 SQI (Value) :sig9-0}</Equation>
|
|
<Format>XX hex</Format>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>SFP2 Link Status (Value)</Description>
|
|
<Key>spc4</Key>
|
|
<Equation>{SFP2 Link Status (Value) :sig8-0}</Equation>
|
|
<Format>Up=1/Down=0</Format>
|
|
<Min>0</Min>
|
|
<Max>1</Max>
|
|
<IsDiscreteValue>True</IsDiscreteValue>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>SFP2 Link Speed (Value)</Description>
|
|
<Key>spc3</Key>
|
|
<Equation>{SFP2 Link Speed (Value) :sig12-0}</Equation>
|
|
<Format>0</Format>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>SFP2 Autoneg Enabled (Value)</Description>
|
|
<Key>spc7</Key>
|
|
<Equation>{SFP2 Autoneg Enabled (Value) :sig14-0}</Equation>
|
|
<Format>True=1/False=0</Format>
|
|
<Min>0</Min>
|
|
<Max>1</Max>
|
|
<IsDiscreteValue>True</IsDiscreteValue>
|
|
</SignalSpec>
|
|
<SignalSpec>
|
|
<Description>SFP2 SQI (Value)</Description>
|
|
<Key>spc5</Key>
|
|
<Equation>{SFP2 SQI (Value) :sig10-0}</Equation>
|
|
<Format>XX hex</Format>
|
|
</SignalSpec>
|
|
</SignalSpecs>
|
|
</SignalGroup>
|
|
</Grid>
|
|
</Dialog>
|
|
<Dialog>
|
|
<Caption>TC10_FB</Caption>
|
|
<Key>dia5</Key>
|
|
<GraphicalDisplay>
|
|
<Key>gdp2</Key>
|
|
<Width>350</Width>
|
|
<Height>140</Height>
|
|
<Top>65</Top>
|
|
<Left>740</Left>
|
|
<BackColor>16744448</BackColor>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>1</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<TransparentColor>16711935</TransparentColor>
|
|
</GraphicalDisplay>
|
|
<GraphicalDisplay>
|
|
<Key>gdp4</Key>
|
|
<Width>310</Width>
|
|
<Height>30</Height>
|
|
<Top>123</Top>
|
|
<Left>750</Left>
|
|
<BackColor>16776960</BackColor>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>1</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<TransparentColor>16711935</TransparentColor>
|
|
</GraphicalDisplay>
|
|
<GraphicalDisplay>
|
|
<Key>gdp3</Key>
|
|
<Width>310</Width>
|
|
<Height>27</Height>
|
|
<Top>92</Top>
|
|
<Left>750</Left>
|
|
<BackColor>16776960</BackColor>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>1</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<TransparentColor>16711935</TransparentColor>
|
|
</GraphicalDisplay>
|
|
<FblockButton>
|
|
<Key>fbb0</Key>
|
|
<Width>140</Width>
|
|
<Height>60</Height>
|
|
<Top>120</Top>
|
|
<Left>32</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<DataKey>tst20</DataKey>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<ShowCaption>0</ShowCaption>
|
|
<OnText>Send Sleep Request</OnText>
|
|
<OffText>Send Sleep Request</OffText>
|
|
<ActionStyle>1</ActionStyle>
|
|
<Value>1</Value>
|
|
</FblockButton>
|
|
<TextDisplay>
|
|
<Key>txt0</Key>
|
|
<Width>120</Width>
|
|
<Height>30</Height>
|
|
<Top>90</Top>
|
|
<Left>42</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>16</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<Caption>SFP1 Port</Caption>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<FblockButton>
|
|
<Key>fbb1</Key>
|
|
<Width>140</Width>
|
|
<Height>60</Height>
|
|
<Top>180</Top>
|
|
<Left>32</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<DataKey>tst22</DataKey>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<ShowCaption>0</ShowCaption>
|
|
<OnText>Send Wakeup Request over MDIO</OnText>
|
|
<OffText>Send Wakeup Request over MDIO</OffText>
|
|
<ActionStyle>1</ActionStyle>
|
|
<Value>1</Value>
|
|
</FblockButton>
|
|
<FblockButton>
|
|
<Key>fbb4</Key>
|
|
<Width>140</Width>
|
|
<Height>60</Height>
|
|
<Top>240</Top>
|
|
<Left>32</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<DataKey>tst19</DataKey>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<ShowCaption>0</ShowCaption>
|
|
<OnText>Send Wakeup Request over PHY WAKE pin</OnText>
|
|
<OffText>Send Wakeup Request over PHY WAKE pin</OffText>
|
|
<ActionStyle>1</ActionStyle>
|
|
<Value>1</Value>
|
|
</FblockButton>
|
|
<TextDisplay>
|
|
<Key>txt1</Key>
|
|
<Width>120</Width>
|
|
<Height>30</Height>
|
|
<Top>90</Top>
|
|
<Left>212</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>16</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<Caption>SFP2 Port</Caption>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<TextDisplay>
|
|
<Key>txt2</Key>
|
|
<Width>130</Width>
|
|
<Height>30</Height>
|
|
<Top>69</Top>
|
|
<Left>120</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>16</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<Caption>TC10 (100M)</Caption>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<GraphicalDisplay>
|
|
<Key>gdp0</Key>
|
|
<Width>360</Width>
|
|
<Height>250</Height>
|
|
<Top>65</Top>
|
|
<Left>10</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>1</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<TransparentColor>16711935</TransparentColor>
|
|
</GraphicalDisplay>
|
|
<GraphicalDisplay>
|
|
<Key>gdp1</Key>
|
|
<Width>350</Width>
|
|
<Height>250</Height>
|
|
<Top>65</Top>
|
|
<Left>380</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>1</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<TransparentColor>16711935</TransparentColor>
|
|
</GraphicalDisplay>
|
|
<FblockButton>
|
|
<Key>fbb5</Key>
|
|
<Width>140</Width>
|
|
<Height>60</Height>
|
|
<Top>120</Top>
|
|
<Left>202</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<DataKey>tst11</DataKey>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<ShowCaption>0</ShowCaption>
|
|
<OnText>Send Sleep Request</OnText>
|
|
<OffText>Send Sleep Request</OffText>
|
|
<ActionStyle>1</ActionStyle>
|
|
<Value>1</Value>
|
|
</FblockButton>
|
|
<FblockButton>
|
|
<Key>fbb6</Key>
|
|
<Width>140</Width>
|
|
<Height>60</Height>
|
|
<Top>180</Top>
|
|
<Left>202</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<DataKey>tst17</DataKey>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<ShowCaption>0</ShowCaption>
|
|
<OnText>Send Wakeup Request over MDIO</OnText>
|
|
<OffText>Send Wakeup Request over MDIO</OffText>
|
|
<ActionStyle>1</ActionStyle>
|
|
<Value>1</Value>
|
|
</FblockButton>
|
|
<FblockButton>
|
|
<Key>fbb7</Key>
|
|
<Width>140</Width>
|
|
<Height>60</Height>
|
|
<Top>240</Top>
|
|
<Left>202</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<DataKey>tst15</DataKey>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<ShowCaption>0</ShowCaption>
|
|
<OnText>Send Wakeup Request over PHY WAKE pin</OnText>
|
|
<OffText>Send Wakeup Request over PHY WAKE pin</OffText>
|
|
<ActionStyle>1</ActionStyle>
|
|
<Value>1</Value>
|
|
</FblockButton>
|
|
<FblockButton>
|
|
<Key>fbb8</Key>
|
|
<Width>140</Width>
|
|
<Height>60</Height>
|
|
<Top>120</Top>
|
|
<Left>400</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<DataKey>tst21</DataKey>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<ShowCaption>0</ShowCaption>
|
|
<OnText>Send Sleep Request</OnText>
|
|
<OffText>Send Sleep Request</OffText>
|
|
<ActionStyle>1</ActionStyle>
|
|
<Value>1</Value>
|
|
</FblockButton>
|
|
<TextDisplay>
|
|
<Key>txt4</Key>
|
|
<Width>120</Width>
|
|
<Height>30</Height>
|
|
<Top>90</Top>
|
|
<Left>410</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>16</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<Caption>SFP1 Port</Caption>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<FblockButton>
|
|
<Key>fbb9</Key>
|
|
<Width>140</Width>
|
|
<Height>60</Height>
|
|
<Top>180</Top>
|
|
<Left>400</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<DataKey>tst23</DataKey>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<ShowCaption>0</ShowCaption>
|
|
<OnText>Send Wakeup Request over MDIO</OnText>
|
|
<OffText>Send Wakeup Request over MDIO</OffText>
|
|
<ActionStyle>1</ActionStyle>
|
|
<Value>1</Value>
|
|
</FblockButton>
|
|
<FblockButton>
|
|
<Key>fbb10</Key>
|
|
<Width>140</Width>
|
|
<Height>60</Height>
|
|
<Top>240</Top>
|
|
<Left>400</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<DataKey>tst19</DataKey>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<ShowCaption>0</ShowCaption>
|
|
<OnText>Send Wakeup Request over PHY WAKE pin</OnText>
|
|
<OffText>Send Wakeup Request over PHY WAKE pin</OffText>
|
|
<ActionStyle>1</ActionStyle>
|
|
<Value>1</Value>
|
|
</FblockButton>
|
|
<TextDisplay>
|
|
<Key>txt5</Key>
|
|
<Width>120</Width>
|
|
<Height>30</Height>
|
|
<Top>90</Top>
|
|
<Left>580</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>16</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<Caption>SFP2 Port</Caption>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<FblockButton>
|
|
<Key>fbb11</Key>
|
|
<Width>140</Width>
|
|
<Height>60</Height>
|
|
<Top>120</Top>
|
|
<Left>570</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<DataKey>tst14</DataKey>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<ShowCaption>0</ShowCaption>
|
|
<OnText>Send Sleep Request</OnText>
|
|
<OffText>Send Sleep Request</OffText>
|
|
<ActionStyle>1</ActionStyle>
|
|
<Value>1</Value>
|
|
</FblockButton>
|
|
<FblockButton>
|
|
<Key>fbb12</Key>
|
|
<Width>140</Width>
|
|
<Height>60</Height>
|
|
<Top>180</Top>
|
|
<Left>570</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<DataKey>tst18</DataKey>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<ShowCaption>0</ShowCaption>
|
|
<OnText>Send Wakeup Request over MDIO</OnText>
|
|
<OffText>Send Wakeup Request over MDIO</OffText>
|
|
<ActionStyle>1</ActionStyle>
|
|
<Value>1</Value>
|
|
</FblockButton>
|
|
<FblockButton>
|
|
<Key>fbb13</Key>
|
|
<Width>140</Width>
|
|
<Height>60</Height>
|
|
<Top>240</Top>
|
|
<Left>570</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<DataKey>tst15</DataKey>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<ShowCaption>0</ShowCaption>
|
|
<OnText>Send Wakeup Request over PHY WAKE pin</OnText>
|
|
<OffText>Send Wakeup Request over PHY WAKE pin</OffText>
|
|
<ActionStyle>1</ActionStyle>
|
|
<Value>1</Value>
|
|
</FblockButton>
|
|
<TextDisplay>
|
|
<Key>txt6</Key>
|
|
<Width>140</Width>
|
|
<Height>30</Height>
|
|
<Top>69</Top>
|
|
<Left>482</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>16</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<Caption>TC10 (1000M)</Caption>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<TextDisplay>
|
|
<Key>txt7</Key>
|
|
<Width>160</Width>
|
|
<Height>30</Height>
|
|
<Top>215</Top>
|
|
<Left>840</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>16</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<Caption>Read MSA table:</Caption>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<FblockButton>
|
|
<Key>fbb14</Key>
|
|
<Width>140</Width>
|
|
<Height>40</Height>
|
|
<Top>255</Top>
|
|
<Left>760</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<DataKey>tst27</DataKey>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<ShowCaption>0</ShowCaption>
|
|
<OnText>SFP1 port</OnText>
|
|
<OffText>SFP1 port</OffText>
|
|
<ActionStyle>1</ActionStyle>
|
|
<Value>1</Value>
|
|
</FblockButton>
|
|
<FblockButton>
|
|
<Key>fbb15</Key>
|
|
<Width>140</Width>
|
|
<Height>40</Height>
|
|
<Top>255</Top>
|
|
<Left>940</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<DataKey>tst9</DataKey>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<ShowCaption>0</ShowCaption>
|
|
<OnText>SFP2 port</OnText>
|
|
<OffText>SFP2 port</OffText>
|
|
<ActionStyle>1</ActionStyle>
|
|
<Value>1</Value>
|
|
</FblockButton>
|
|
<LED>
|
|
<Key>led0</Key>
|
|
<Width>20</Width>
|
|
<Height>20</Height>
|
|
<Top>95</Top>
|
|
<Left>910</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<Caption></Caption>
|
|
<ShowCaption>0</ShowCaption>
|
|
<LEDOnColor>65280</LEDOnColor>
|
|
<LEDOffColor>16384</LEDOffColor>
|
|
<SignalSpec>
|
|
<Description>SFP1 Link Status (Value)</Description>
|
|
<Equation>{SFP1 Link Status (Value) :sig7-0}</Equation>
|
|
<Format>Up=1/Down=0</Format>
|
|
<Min>0</Min>
|
|
<Max>1</Max>
|
|
<IsDiscreteValue>True</IsDiscreteValue>
|
|
</SignalSpec>
|
|
</LED>
|
|
<LED>
|
|
<Key>led1</Key>
|
|
<Width>20</Width>
|
|
<Height>20</Height>
|
|
<Top>95</Top>
|
|
<Left>1010</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<Caption></Caption>
|
|
<ShowCaption>0</ShowCaption>
|
|
<LEDOnColor>65280</LEDOnColor>
|
|
<LEDOffColor>16384</LEDOffColor>
|
|
<SignalSpec>
|
|
<Description>SFP2 Link Status (Value)</Description>
|
|
<Equation>{SFP2 Link Status (Value) :sig8-0}</Equation>
|
|
<Format>Up=1/Down=0</Format>
|
|
<Min>0</Min>
|
|
<Max>1</Max>
|
|
<IsDiscreteValue>True</IsDiscreteValue>
|
|
</SignalSpec>
|
|
</LED>
|
|
<BarGraph>
|
|
<Key>bgr0</Key>
|
|
<Width>80</Width>
|
|
<Height>40</Height>
|
|
<Top>156</Top>
|
|
<Left>890</Left>
|
|
<BackColor>16777215</BackColor>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>1</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<FontBold>True</FontBold>
|
|
<Caption></Caption>
|
|
<ShowCaption>0</ShowCaption>
|
|
<Maximum>7</Maximum>
|
|
<Minimum>0</Minimum>
|
|
<BarColor>7368704</BarColor>
|
|
<SignalSpec>
|
|
<Description>SFP1 SQI (Value) :sig9-0</Description>
|
|
<Equation>{SFP1 SQI (Value) :sig9-0}</Equation>
|
|
<Format>XX hex</Format>
|
|
</SignalSpec>
|
|
</BarGraph>
|
|
<TextDisplay>
|
|
<Key>txt8</Key>
|
|
<Width>60</Width>
|
|
<Height>30</Height>
|
|
<Top>125</Top>
|
|
<Left>894</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>16</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<FontBold>True</FontBold>
|
|
<Caption>1000</Caption>
|
|
<ShowCaption>1</ShowCaption>
|
|
<SignalSpec>
|
|
<Description>SFP1 Link Speed (Value)</Description>
|
|
<Equation>{SFP1 Link Speed (Value) :sig11-0}</Equation>
|
|
<Format>0</Format>
|
|
</SignalSpec>
|
|
</TextDisplay>
|
|
<TextDisplay>
|
|
<Key>txt9</Key>
|
|
<Width>120</Width>
|
|
<Height>30</Height>
|
|
<Top>125</Top>
|
|
<Left>760</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>16</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<FontBold>True</FontBold>
|
|
<Caption>Link Speed</Caption>
|
|
<Alignment>1</Alignment>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<TextDisplay>
|
|
<Key>txt10</Key>
|
|
<Width>120</Width>
|
|
<Height>30</Height>
|
|
<Top>72</Top>
|
|
<Left>868</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>16</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<FontBold>True</FontBold>
|
|
<Caption>SFP01</Caption>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<TextDisplay>
|
|
<Key>txt11</Key>
|
|
<Width>120</Width>
|
|
<Height>20</Height>
|
|
<Top>95</Top>
|
|
<Left>760</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>16</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<FontBold>True</FontBold>
|
|
<Caption>Link Status</Caption>
|
|
<Alignment>1</Alignment>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<TextDisplay>
|
|
<Key>txt12</Key>
|
|
<Width>120</Width>
|
|
<Height>30</Height>
|
|
<Top>166</Top>
|
|
<Left>760</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>16</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<FontBold>True</FontBold>
|
|
<Caption>SQI</Caption>
|
|
<Alignment>1</Alignment>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<TextDisplay>
|
|
<Key>txt13</Key>
|
|
<Width>60</Width>
|
|
<Height>30</Height>
|
|
<Top>126</Top>
|
|
<Left>995</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>16</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<FontBold>True</FontBold>
|
|
<Caption>1000</Caption>
|
|
<ShowCaption>1</ShowCaption>
|
|
<SignalSpec>
|
|
<Description>SFP2 Link Speed (Value)</Description>
|
|
<Equation>{SFP2 Link Speed (Value) :sig12-0}</Equation>
|
|
<Format>0</Format>
|
|
</SignalSpec>
|
|
</TextDisplay>
|
|
<BarGraph>
|
|
<Key>bgr1</Key>
|
|
<Width>80</Width>
|
|
<Height>40</Height>
|
|
<Top>155</Top>
|
|
<Left>982</Left>
|
|
<BackColor>16777215</BackColor>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>1</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<FontBold>True</FontBold>
|
|
<Caption></Caption>
|
|
<ShowCaption>0</ShowCaption>
|
|
<Maximum>7</Maximum>
|
|
<Minimum>0</Minimum>
|
|
<BarColor>7368704</BarColor>
|
|
<SignalSpec>
|
|
<Description>SFP2 SQI (Value) :sig10-0</Description>
|
|
<Equation>{SFP2 SQI (Value) :sig10-0}</Equation>
|
|
<Format>XX hex</Format>
|
|
</SignalSpec>
|
|
</BarGraph>
|
|
<TextDisplay>
|
|
<Key>txt14</Key>
|
|
<Width>120</Width>
|
|
<Height>30</Height>
|
|
<Top>72</Top>
|
|
<Left>966</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>16</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<FontBold>True</FontBold>
|
|
<Caption>SFP02</Caption>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<FblockButton>
|
|
<Key>fbb16</Key>
|
|
<Width>80</Width>
|
|
<Height>50</Height>
|
|
<Top>70</Top>
|
|
<Left>1102</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<DataKey>tst33</DataKey>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
<ShowCaption>0</ShowCaption>
|
|
<OnText>Start</OnText>
|
|
<OffText>Stop</OffText>
|
|
<ActionStyle>1</ActionStyle>
|
|
<FBlockAction>4</FBlockAction>
|
|
<Value>1</Value>
|
|
<Action>1</Action>
|
|
</FblockButton>
|
|
<FblockButton>
|
|
<Key>fbb17</Key>
|
|
<Width>350</Width>
|
|
<Height>30</Height>
|
|
<Top>30</Top>
|
|
<Left>740</Left>
|
|
<BackColor>16711680</BackColor>
|
|
<DataKey>tst38</DataKey>
|
|
<Transparent>0</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<FontBold>True</FontBold>
|
|
<ShowCaption>0</ShowCaption>
|
|
<OnText>GETTING_SFP_INFO</OnText>
|
|
<OffText>Stop</OffText>
|
|
<ActionStyle>1</ActionStyle>
|
|
<FBlockAction>4</FBlockAction>
|
|
<Value>1</Value>
|
|
<Action>1</Action>
|
|
</FblockButton>
|
|
</Dialog>
|
|
<Dialog>
|
|
<Caption>MACsec Description</Caption>
|
|
<Key>dia4</Key>
|
|
<TextDisplay>
|
|
<Key>txt0</Key>
|
|
<Width>285</Width>
|
|
<Height>27</Height>
|
|
<Top>80</Top>
|
|
<Left>82</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<ForeColor>16711680</ForeColor>
|
|
<Caption>Use two SFP-MV2221M modules</Caption>
|
|
<Alignment>0</Alignment>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<TextDisplay>
|
|
<Key>txt1</Key>
|
|
<Width>1186</Width>
|
|
<Height>27</Height>
|
|
<Top>106</Top>
|
|
<Left>82</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<ForeColor>16711680</ForeColor>
|
|
<Caption>SFP01 is configured for MACsec, using the following YAML configuration (test_sfp_macsec_Rule_wildcard_SecY_256_strip_noEncrypt_onlyCheck_sci_SA_sak0.yml)</Caption>
|
|
<Alignment>0</Alignment>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<TextDisplay>
|
|
<Key>txt2</Key>
|
|
<Width>1415</Width>
|
|
<Height>41</Height>
|
|
<Top>194</Top>
|
|
<Left>82</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<FontBold>True</FontBold>
|
|
<ForeColor>32768</ForeColor>
|
|
<Caption>Programming:</Caption>
|
|
<Alignment>0</Alignment>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<TextDisplay>
|
|
<Key>txt3</Key>
|
|
<Width>1415</Width>
|
|
<Height>41</Height>
|
|
<Top>302</Top>
|
|
<Left>137</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<ForeColor>32768</ForeColor>
|
|
<Caption>python test_sfp_macsec_util.py GS0728 --sfp --config_netid NETID_I2C3 --yaml test_sfp_macsec_Rule_wildcard_SecY_256_strip_noEncrypt_onlyCheck_sci_SA_sak0.yml</Caption>
|
|
<Alignment>0</Alignment>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<TextDisplay>
|
|
<Key>txt4</Key>
|
|
<Width>1186</Width>
|
|
<Height>27</Height>
|
|
<Top>132</Top>
|
|
<Left>82</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<ForeColor>16711680</ForeColor>
|
|
<Caption>SFP02 will not use MACsec en-/decryption configuration</Caption>
|
|
<Alignment>0</Alignment>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<TextDisplay>
|
|
<Key>txt5</Key>
|
|
<Width>1416</Width>
|
|
<Height>25</Height>
|
|
<Top>348</Top>
|
|
<Left>137</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<FontItalic>True</FontItalic>
|
|
<ForeColor>32768</ForeColor>
|
|
<Caption>python test_sfp_macsec_util.py GS0728 --sfp --config_netid NETID_I2C3 --yaml test_sfp_macsec_Rule_wildcard_SecY_256_strip_noEncrypt_onlyCheck_sci_SA_sak0.yml --reset</Caption>
|
|
<Alignment>0</Alignment>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<TextDisplay>
|
|
<Key>txt6</Key>
|
|
<Width>1415</Width>
|
|
<Height>25</Height>
|
|
<Top>218</Top>
|
|
<Left>108</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<FontBold>True</FontBold>
|
|
<ForeColor>32768</ForeColor>
|
|
<Caption>Setting the configuration for SFP01 of GS0728:</Caption>
|
|
<Alignment>0</Alignment>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<TextDisplay>
|
|
<Key>txt7</Key>
|
|
<Width>1414</Width>
|
|
<Height>25</Height>
|
|
<Top>326</Top>
|
|
<Left>108</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<FontBold>True</FontBold>
|
|
<ForeColor>32768</ForeColor>
|
|
<Caption>Clearing the configuration on SFP02 of GS0728:</Caption>
|
|
<Alignment>0</Alignment>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<TextDisplay>
|
|
<Key>txt8</Key>
|
|
<Width>1415</Width>
|
|
<Height>41</Height>
|
|
<Top>374</Top>
|
|
<Left>108</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<ForeColor>32768</ForeColor>
|
|
<Caption>or just</Caption>
|
|
<Alignment>0</Alignment>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<TextDisplay>
|
|
<Key>txt9</Key>
|
|
<Width>1416</Width>
|
|
<Height>25</Height>
|
|
<Top>398</Top>
|
|
<Left>137</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<FontItalic>True</FontItalic>
|
|
<ForeColor>32768</ForeColor>
|
|
<Caption>python test_sfp_macsec_util.py GS0728 --sfp --config_netid NETID_I2C3 --reset</Caption>
|
|
<Alignment>0</Alignment>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<TextDisplay>
|
|
<Key>txt10</Key>
|
|
<Width>285</Width>
|
|
<Height>27</Height>
|
|
<Top>56</Top>
|
|
<Left>82</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<FontBold>True</FontBold>
|
|
<ForeColor>16711680</ForeColor>
|
|
<Caption>Requirements:</Caption>
|
|
<Alignment>0</Alignment>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<TextDisplay>
|
|
<Key>txt11</Key>
|
|
<Width>1415</Width>
|
|
<Height>41</Height>
|
|
<Top>466</Top>
|
|
<Left>82</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<FontBold>True</FontBold>
|
|
<ForeColor>33023</ForeColor>
|
|
<Caption>Showcase:</Caption>
|
|
<Alignment>0</Alignment>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<TextDisplay>
|
|
<Key>txt12</Key>
|
|
<Width>1416</Width>
|
|
<Height>26</Height>
|
|
<Top>490</Top>
|
|
<Left>82</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<ForeColor>33023</ForeColor>
|
|
<Caption>In the MACsec panel you see both ways of UDS communication from ETH01 to ETH02 and from ETH02 to ETH01.</Caption>
|
|
<Alignment>0</Alignment>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<TextDisplay>
|
|
<Key>txt13</Key>
|
|
<Width>1416</Width>
|
|
<Height>26</Height>
|
|
<Top>516</Top>
|
|
<Left>82</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<ForeColor>33023</ForeColor>
|
|
<Caption>* In the first case the generated message will be encrypted by the SFP module and is then send to ETH02. ETH02 receives the encrypted message that is shown in the red box.</Caption>
|
|
<Alignment>0</Alignment>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<TextDisplay>
|
|
<Key>txt14</Key>
|
|
<Width>1416</Width>
|
|
<Height>26</Height>
|
|
<Top>542</Top>
|
|
<Left>82</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<ForeColor>33023</ForeColor>
|
|
<Caption> If you stop and set same configuration to SFP02 you will receive the correctly decoded data, visible in the green box </Caption>
|
|
<Alignment>0</Alignment>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<TextDisplay>
|
|
<Key>txt15</Key>
|
|
<Width>1415</Width>
|
|
<Height>25</Height>
|
|
<Top>278</Top>
|
|
<Left>108</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<FontBold>True</FontBold>
|
|
<ForeColor>32768</ForeColor>
|
|
<Caption>Setting the configuration for SFP02 of GS0728:</Caption>
|
|
<Alignment>0</Alignment>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<TextDisplay>
|
|
<Key>txt16</Key>
|
|
<Width>1415</Width>
|
|
<Height>41</Height>
|
|
<Top>242</Top>
|
|
<Left>137</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<ForeColor>32768</ForeColor>
|
|
<Caption>python test_sfp_macsec_util.py GS0728 --sfp --config_netid NETID_I2C2 --yaml test_sfp_macsec_Rule_wildcard_SecY_256_strip_noEncrypt_onlyCheck_sci_SA_sak0.yml</Caption>
|
|
<Alignment>0</Alignment>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<TextDisplay>
|
|
<Key>txt17</Key>
|
|
<Width>1245</Width>
|
|
<Height>25</Height>
|
|
<Top>566</Top>
|
|
<Left>82</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<ForeColor>33023</ForeColor>
|
|
<Caption>* In the second case data is transmitted unchanged thru SFP02 module - this should NOT be configured to MACsec security.</Caption>
|
|
<Alignment>0</Alignment>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<TextDisplay>
|
|
<Key>txt18</Key>
|
|
<Width>1245</Width>
|
|
<Height>25</Height>
|
|
<Top>590</Top>
|
|
<Left>82</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>12</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<ForeColor>33023</ForeColor>
|
|
<Caption> SFP01 module will receive a standard Ethertype and the message is passed as it is and will be shown in the green box, correctly decoded</Caption>
|
|
<Alignment>0</Alignment>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
</Dialog>
|
|
<Dialog>
|
|
<Caption>MACsec Panel</Caption>
|
|
<Key>dia3</Key>
|
|
<TextEntry>
|
|
<Key>txe2</Key>
|
|
<Width>749</Width>
|
|
<Height>821</Height>
|
|
<Top>14</Top>
|
|
<Left>821</Left>
|
|
<BackColor>8454143</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>4</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
</TextEntry>
|
|
<TextEntry>
|
|
<Key>txe1</Key>
|
|
<Width>749</Width>
|
|
<Height>821</Height>
|
|
<Top>14</Top>
|
|
<Left>27</Left>
|
|
<BackColor>8454143</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>4</BorderStyle>
|
|
<FontName>Arial</FontName>
|
|
</TextEntry>
|
|
<HexEdit>
|
|
<Key>hed0</Key>
|
|
<Width>166</Width>
|
|
<Height>406</Height>
|
|
<Top>47</Top>
|
|
<Left>45</Left>
|
|
<BackColor>16776960</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>16</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<SignalSpec>
|
|
<Description>{SFP01_out (to MACsec) (Message Data) :out79-31}</Description>
|
|
<Equation>{SFP01_out (to MACsec) (Message Data) :out79-31}</Equation>
|
|
<EvaluateAsText>True</EvaluateAsText>
|
|
<SetValueDescription>{SFP01_out (to MACsec) (Message Data) :out79-31}</SetValueDescription>
|
|
<SetValueKey>{SFP01_out (to MACsec) (Message Data) :out79-31}</SetValueKey>
|
|
</SignalSpec>
|
|
<ShowAscii>False</ShowAscii>
|
|
</HexEdit>
|
|
<TextDisplay>
|
|
<Key>txt0</Key>
|
|
<Width>278</Width>
|
|
<Height>90</Height>
|
|
<Top>565</Top>
|
|
<Left>59</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>24</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<Caption>MACsec encryption on ETH01</Caption>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<HexEdit>
|
|
<Key>hed1</Key>
|
|
<Width>166</Width>
|
|
<Height>751</Height>
|
|
<Top>47</Top>
|
|
<Left>408</Left>
|
|
<BackColor>8421631</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>16</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<SignalSpec>
|
|
<Description>{RX raw MACsec encrypted (Message Data) :in1-31}</Description>
|
|
<Equation>{RX raw MACsec encrypted (Message Data) :in2-31}</Equation>
|
|
<EvaluateAsText>True</EvaluateAsText>
|
|
<SetValueDescription>{RX raw MACsec encrypted (Message Data) :in2-31}</SetValueDescription>
|
|
<SetValueKey>{RX raw MACsec encrypted (Message Data) :in2-31}</SetValueKey>
|
|
</SignalSpec>
|
|
<ShowAscii>False</ShowAscii>
|
|
</HexEdit>
|
|
<HexEdit>
|
|
<Key>hed2</Key>
|
|
<Width>166</Width>
|
|
<Height>405</Height>
|
|
<Top>48</Top>
|
|
<Left>587</Left>
|
|
<BackColor>65280</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>16</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<SignalSpec>
|
|
<Description>{SFP02_in_from MACsec (Message Data) :in3-31}</Description>
|
|
<Equation>{SFP02_in_from MACsec (Message Data) :in3-31}</Equation>
|
|
<EvaluateAsText>True</EvaluateAsText>
|
|
<SetValueDescription>{SFP02_in_from MACsec (Message Data) :in3-31}</SetValueDescription>
|
|
<SetValueKey>{SFP02_in_from MACsec (Message Data) :in3-31}</SetValueKey>
|
|
</SignalSpec>
|
|
<ShowAscii>False</ShowAscii>
|
|
<setvalue>00FC7000000200FC7000000108004500001D00000000801126CE0A0000010A000002EA61EA62000959007D0000000000000000000000000000000000ED435DF2</setvalue>
|
|
</HexEdit>
|
|
<NumEdit>
|
|
<Key>ned0</Key>
|
|
<Width>166</Width>
|
|
<Height>46</Height>
|
|
<Top>464</Top>
|
|
<Left>44</Left>
|
|
<BackColor>16777215</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>24</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<Maximum>255</Maximum>
|
|
<Style>Integer</Style>
|
|
<Interval>1</Interval>
|
|
<SignalSpec>
|
|
<Description>{RAMP_0.5Hz (Value) :out79-sig22-0}</Description>
|
|
<Equation>{RAMP_0.5Hz (Value) :out79-sig22-0}</Equation>
|
|
<Min>0</Min>
|
|
<Max>255</Max>
|
|
<SetValueDescription>{RAMP_0.5Hz (Value) :out79-sig22-0}</SetValueDescription>
|
|
<SetValueKey>{RAMP_0.5Hz (Value) :out79-sig22-0}</SetValueKey>
|
|
</SignalSpec>
|
|
</NumEdit>
|
|
<NumEdit>
|
|
<Key>ned1</Key>
|
|
<Width>166</Width>
|
|
<Height>46</Height>
|
|
<Top>464</Top>
|
|
<Left>584</Left>
|
|
<BackColor>16777215</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>24</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<Maximum>255</Maximum>
|
|
<Style>Integer</Style>
|
|
<Interval>1</Interval>
|
|
<SignalSpec>
|
|
<Description>{RAMP_0.5 (Value) :in3-sig22-0}</Description>
|
|
<Equation>{RAMP_0.5 (Value) :in3-sig22-0}</Equation>
|
|
<Min>0</Min>
|
|
<Max>255</Max>
|
|
<SetValueDescription>{RAMP_0.5 (Value) :in3-sig22-0}</SetValueDescription>
|
|
<SetValueKey>{RAMP_0.5 (Value) :in3-sig22-0}</SetValueKey>
|
|
</SignalSpec>
|
|
</NumEdit>
|
|
<HexEdit>
|
|
<Key>hed3</Key>
|
|
<Width>166</Width>
|
|
<Height>406</Height>
|
|
<Top>47</Top>
|
|
<Left>839</Left>
|
|
<BackColor>16776960</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>16</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<SignalSpec>
|
|
<Description>{UDP_out_on_SFP2 (Message Data) :out82-31}</Description>
|
|
<Equation>{UDP_out_on_SFP2 (Message Data) :out82-31}</Equation>
|
|
<EvaluateAsText>True</EvaluateAsText>
|
|
<SetValueDescription>{UDP_out_on_SFP2 (Message Data) :out82-31}</SetValueDescription>
|
|
<SetValueKey>{UDP_out_on_SFP2 (Message Data) :out82-31}</SetValueKey>
|
|
</SignalSpec>
|
|
<ShowAscii>False</ShowAscii>
|
|
</HexEdit>
|
|
<TextDisplay>
|
|
<Key>txt1</Key>
|
|
<Width>265</Width>
|
|
<Height>76</Height>
|
|
<Top>572</Top>
|
|
<Left>856</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>24</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<Caption>no MACsec ETH02 to ETH01</Caption>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
<HexEdit>
|
|
<Key>hed4</Key>
|
|
<Width>166</Width>
|
|
<Height>751</Height>
|
|
<Top>47</Top>
|
|
<Left>1202</Left>
|
|
<BackColor>8421631</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>16</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<SignalSpec>
|
|
<Description>{MACsec (Message Data) :in7-31}</Description>
|
|
<Equation>{MACsec (Message Data) :in7-31}</Equation>
|
|
<EvaluateAsText>True</EvaluateAsText>
|
|
<SetValueDescription>{MACsec (Message Data) :in7-31}</SetValueDescription>
|
|
<SetValueKey>{MACsec (Message Data) :in7-31}</SetValueKey>
|
|
</SignalSpec>
|
|
<ShowAscii>False</ShowAscii>
|
|
</HexEdit>
|
|
<HexEdit>
|
|
<Key>hed5</Key>
|
|
<Width>166</Width>
|
|
<Height>405</Height>
|
|
<Top>48</Top>
|
|
<Left>1381</Left>
|
|
<BackColor>65280</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>16</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<SignalSpec>
|
|
<Description>{SFP01_in (decoded by MACSec) (Message Data) :in8-31}</Description>
|
|
<Equation>{SFP01_in (decoded by MACSec) (Message Data) :in8-31}</Equation>
|
|
<EvaluateAsText>True</EvaluateAsText>
|
|
<SetValueDescription>{SFP01_in (decoded by MACSec) (Message Data) :in8-31}</SetValueDescription>
|
|
<SetValueKey>{SFP01_in (decoded by MACSec) (Message Data) :in8-31}</SetValueKey>
|
|
</SignalSpec>
|
|
<ShowAscii>False</ShowAscii>
|
|
</HexEdit>
|
|
<NumEdit>
|
|
<Key>ned2</Key>
|
|
<Width>166</Width>
|
|
<Height>46</Height>
|
|
<Top>464</Top>
|
|
<Left>838</Left>
|
|
<BackColor>16777215</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>24</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<Maximum>255</Maximum>
|
|
<Style>Integer</Style>
|
|
<Interval>1</Interval>
|
|
<SignalSpec>
|
|
<Description>{UDP_SigOut_SFP_02 (Value) :out82-sig22-0}</Description>
|
|
<Equation>{UDP_SigOut_SFP_02 (Value) :out82-sig22-0}</Equation>
|
|
<Min>0</Min>
|
|
<Max>255</Max>
|
|
<SetValueDescription>{UDP_SigOut_SFP_02 (Value) :out82-sig22-0}</SetValueDescription>
|
|
<SetValueKey>{UDP_SigOut_SFP_02 (Value) :out82-sig22-0}</SetValueKey>
|
|
</SignalSpec>
|
|
</NumEdit>
|
|
<NumEdit>
|
|
<Key>ned3</Key>
|
|
<Width>166</Width>
|
|
<Height>46</Height>
|
|
<Top>464</Top>
|
|
<Left>1381</Left>
|
|
<BackColor>16777215</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>24</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<Maximum>255</Maximum>
|
|
<Style>Integer</Style>
|
|
<Interval>1</Interval>
|
|
<SignalSpec>
|
|
<Description>{Signal 22 (Value) :in8-sig22-0}</Description>
|
|
<Equation>{Signal 22 (Value) :in8-sig22-0}</Equation>
|
|
<Min>0</Min>
|
|
<Max>255</Max>
|
|
<SetValueDescription>{Signal 22 (Value) :in8-sig22-0}</SetValueDescription>
|
|
<SetValueKey>{Signal 22 (Value) :in8-sig22-0}</SetValueKey>
|
|
</SignalSpec>
|
|
</NumEdit>
|
|
<TextDisplay>
|
|
<Key>txt2</Key>
|
|
<Width>600</Width>
|
|
<Height>49</Height>
|
|
<Top>798</Top>
|
|
<Left>176</Left>
|
|
<BackColor>12632256</BackColor>
|
|
<Transparent>1</Transparent>
|
|
<BorderStyle>0</BorderStyle>
|
|
<FontSize>24</FontSize>
|
|
<FontName>Arial</FontName>
|
|
<Caption>ETH02 no MACsec decrypting</Caption>
|
|
<ShowCaption>1</ShowCaption>
|
|
</TextDisplay>
|
|
</Dialog>
|
|
</Dialogs>
|
|
<J1939AddressManager>
|
|
<ClaimAtStartup>1</ClaimAtStartup>
|
|
<StatusAtStartup>1</StatusAtStartup>
|
|
</J1939AddressManager>
|
|
<CoreMini>
|
|
<LastCreationTime>23866026882920000</LastCreationTime>
|
|
<SDCardNumDivsions>107</SDCardNumDivsions>
|
|
<UserFilesPaths></UserFilesPaths>
|
|
<CoreminiSize>17160</CoreminiSize>
|
|
<RetainOldData>False</RetainOldData>
|
|
</CoreMini>
|
|
<TCPIPManager>
|
|
<TCPIPStack>
|
|
<Key>tcp0</Key>
|
|
<EnableIPv4>True</EnableIPv4>
|
|
<MACAddress>00:FC:70:0F:02:DD</MACAddress>
|
|
<EthernetNetworkKey>net72</EthernetNetworkKey>
|
|
<DHCPServer>
|
|
<DefaultSubnetMask>-256</DefaultSubnetMask>
|
|
<DefaultStartAddress>0</DefaultStartAddress>
|
|
<DefaultEndAddress>255</DefaultEndAddress>
|
|
<DefaultLeaseTime>86400</DefaultLeaseTime>
|
|
</DHCPServer>
|
|
</TCPIPStack>
|
|
</TCPIPManager>
|
|
<DoIP>
|
|
<AssertActivationLineAtStart>False</AssertActivationLineAtStart>
|
|
<UDPDiscoverySrcPort>13400</UDPDiscoverySrcPort>
|
|
<SendTesterPresent>False</SendTesterPresent>
|
|
</DoIP>
|
|
<RemoteReflasher>
|
|
<JSONBase64>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</JSONBase64>
|
|
</RemoteReflasher>
|
|
<InstrumentControl>
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|
<InstrumentDB>
|
|
<CurrentDB>0</CurrentDB>
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|
</InstrumentDB>
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|
</InstrumentControl>
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<Gateways>
|
|
<Enabled>False</Enabled>
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|
<Gateway>
|
|
<Description>AE01_AE02</Description>
|
|
<NetworkA>net88</NetworkA>
|
|
<NetworkB>net87</NetworkB>
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|
<GatewayItems>
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<GatewayItem>
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<IgnoreTxMessages>True</IgnoreTxMessages>
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<Input>
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<Network>net87</Network>
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</Input>
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<Output>
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<Network>net88</Network>
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</Output>
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<Exclusion>
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<Enabled>False</Enabled>
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<Piece>
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<Network>net87</Network>
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<Message>in23</Message>
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<Description>MACsec</Description>
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<Exclusion>
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<Enabled>False</Enabled>
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<Piece>
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<Network>net87</Network>
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<Message>in9</Message>
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|
<Description>RX_AE1</Description>
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<GatewayItem>
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<IgnoreTxMessages>True</IgnoreTxMessages>
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<Input>
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<Network>net88</Network>
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</Input>
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<Output>
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<Network>net87</Network>
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<Piece>
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<Network>net88</Network>
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<Message>in24</Message>
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<Description>MACsec</Description>
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</Exclusion>
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<Exclusion>
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<Enabled>False</Enabled>
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|
<Piece>
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|
<Network>net88</Network>
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<Message>in22</Message>
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|
<Description>RX_AE2</Description>
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|
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</Exclusion>
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</Exclusions>
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<GatewayItem>
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<Type>1</Type>
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<Action>1</Action>
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<Enabled>False</Enabled>
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<Input>
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<Network>net87</Network>
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<Message>in23</Message>
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|
<Description>MACsec</Description>
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|
</Input>
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|
<Output>
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|
<Network>net88</Network>
|
|
<Message>out109</Message>
|
|
<Description>MACsec</Description>
|
|
</Output>
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</GatewayItem>
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|
<GatewayItem>
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<Type>2</Type>
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|
<Condition>True</Condition>
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<Action>1</Action>
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|
<UseExpression>True</UseExpression>
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|
<Expression>
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|
<Equation>({Raw_Byte_Pos (Value) :in23-sig3-0}+127)/2</Equation>
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|
</Expression>
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|
<TriggerExpression>
|
|
<Equation>{Manipulate (Value) :in25-sig0-0}</Equation>
|
|
</TriggerExpression>
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|
<Input>
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|
<Network>net87</Network>
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|
<Message>in23</Message>
|
|
<Signal>sig3</Signal>
|
|
<Description>Raw_Byte_Pos</Description>
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|
</Input>
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|
<Output>
|
|
<Network>net88</Network>
|
|
<Message>out109</Message>
|
|
<Signal>sig3</Signal>
|
|
<Description>Raw_Byte_Pos</Description>
|
|
</Output>
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|
</GatewayItem>
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|
<GatewayItem>
|
|
<Type>1</Type>
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|
<Action>1</Action>
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|
<Enabled>False</Enabled>
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|
<Input>
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|
<Network>net88</Network>
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|
<Message>in24</Message>
|
|
<Description>MACsec</Description>
|
|
</Input>
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|
<Output>
|
|
<Network>net87</Network>
|
|
<Message>out108</Message>
|
|
<Description>MACsec</Description>
|
|
</Output>
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|
</GatewayItem>
|
|
<GatewayItem>
|
|
<Type>2</Type>
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|
<Condition>True</Condition>
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|
<Action>1</Action>
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|
<UseExpression>True</UseExpression>
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|
<Expression>
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|
<Equation>({Raw_Byte_Pos (Value) :in24-sig3-0}+127)/2</Equation>
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|
</Expression>
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|
<TriggerExpression>
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|
<Equation>{Manipulate (Value) :in25-sig0-0}</Equation>
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|
</TriggerExpression>
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<Input>
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|
<Network>net88</Network>
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|
<Message>in24</Message>
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|
<Signal>sig3</Signal>
|
|
<Description>Raw_Byte_Pos</Description>
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|
</Input>
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|
<Output>
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|
<Network>net87</Network>
|
|
<Message>out108</Message>
|
|
<Signal>sig3</Signal>
|
|
<Description>Raw_Byte_Pos</Description>
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|
</Output>
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|
</GatewayItem>
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|
<GatewayItem>
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<Type>2</Type>
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<Condition>True</Condition>
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|
<Action>1</Action>
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|
<UseExpression>True</UseExpression>
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|
<Enabled>False</Enabled>
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|
<Expression>
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|
<Equation>{Tapping_AE1 (Value) :in9-sig3-0}/2</Equation>
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|
</Expression>
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|
<TriggerExpression>
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|
<Equation>{Manipulate (Value) :in25-sig0-0}</Equation>
|
|
</TriggerExpression>
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|
<Input>
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|
<Network>net87</Network>
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|
<Message>in9</Message>
|
|
<Signal>sig3</Signal>
|
|
<Description>Tapping_AE1</Description>
|
|
</Input>
|
|
<Output>
|
|
<Network>net88</Network>
|
|
<Message>out112</Message>
|
|
<Signal>sig3</Signal>
|
|
<Description>Tapping_AE2</Description>
|
|
</Output>
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|
</GatewayItem>
|
|
<GatewayItem>
|
|
<Type>2</Type>
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|
<Condition>True</Condition>
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|
<Action>1</Action>
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|
<UseExpression>True</UseExpression>
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|
<Enabled>False</Enabled>
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|
<Expression>
|
|
<Equation>{Tapping_AE2 (Value) :in22-sig3-0}/2</Equation>
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|
</Expression>
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|
<TriggerExpression>
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|
<Equation>{Manipulate (Value) :in25-sig0-0}</Equation>
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|
</TriggerExpression>
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|
<Input>
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|
<Network>net88</Network>
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|
<Message>in22</Message>
|
|
<Signal>sig3</Signal>
|
|
<Description>Tapping_AE2</Description>
|
|
</Input>
|
|
<Output>
|
|
<Network>net87</Network>
|
|
<Message>out111</Message>
|
|
<Signal>sig3</Signal>
|
|
<Description>Tapping_AE1</Description>
|
|
</Output>
|
|
</GatewayItem>
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|
</GatewayItems>
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|
</Gateway>
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|
</Gateways>
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<JLRMirroring>
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<Enabled>True</Enabled>
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<wBMSSystemMaintainer>
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<SelectedWILVersion>WIL_2_0</SelectedWILVersion>
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</Desktops>
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<SignalFilters>tap rx sig ou 72 signal ram ramp Sine</SignalFilters>
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<ICSForm>
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<FormType>6</FormType>
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<Key>9</Key>
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<WindowStyle>0</WindowStyle>
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<Caption>Graphical Panels</Caption>
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</ICSForm>
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<ICSForm>
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<FormType>0</FormType>
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<Key>10</Key>
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<WindowStyle>0</WindowStyle>
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<Caption>Messages</Caption>
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|
<ICSForm>
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|
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<Key>11</Key>
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<Caption>Messages</Caption>
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<ICSForm>
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<FormType>0</FormType>
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<Key>12</Key>
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<WindowStyle>0</WindowStyle>
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<Caption>Messages</Caption>
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<ICSForm>
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<FormType>0</FormType>
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<Key>21</Key>
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<WindowStyle>0</WindowStyle>
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<Caption>Gateway Builder</Caption>
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</ICSForm>
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<ICSForm>
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<FormType>3</FormType>
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<Key>22</Key>
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<Caption>Signal Plot</Caption>
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</ICSForm>
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</ICSForms>
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</VSpy3>
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