Excel.GetFirstFreeColumnRow Instance: Planilha_veiculos FirstFreeColumn=> FirstFreeColumn FirstFreeRow=> FirstFreeRow Excel.ReadFromExcel.ReadCells Instance: Planilha_veiculos StartColumn: $'''a''' StartRow: 1 EndColumn: FirstFreeColumn - 1 EndRow: FirstFreeRow - 1 ReadAsText: False FirstLineIsHeader: True RangeValue=> base_de_dados SET linha_DNIT TO 2 LOOP WHILE (linha_DNIT) <= (FirstFreeRow - 1) WebAutomation.LaunchChrome.LaunchChrome Url: $'''https://servicos.dnit.gov.br/multas/nada-consta/emissao-certidao''' WindowState: WebAutomation.BrowserWindowState.Maximized ClearCache: False ClearCookies: False WaitForPageToLoadTimeout: 60 Timeout: 60 PiPUserDataFolderMode: WebAutomation.PiPUserDataFolderModeEnum.AutomaticProfile TargetDesktop: $'''{\"DisplayName\":\"Computador local\",\"Route\":{\"ServerType\":\"Local\",\"ServerAddress\":\"\"},\"DesktopType\":\"local\"}''' BrowserInstance=> Site_DNIT WAIT 2 Excel.ReadFromExcel.ReadCell Instance: Planilha_veiculos StartColumn: $'''f''' StartRow: linha_DNIT ReadAsText: False CellValue=> campo_situacao_dnit IF IsNotEmpty(campo_situacao_dnit) THEN GOTO linha_ocupada END WebAutomation.ExecuteJavascript BrowserInstance: Site_DNIT Javascript: $'''function ExecuteScript() { let radioButton = document.getElementById(\"veiculo\"); if (radioButton) { radioButton.click(); } } ''' Result=> Result8 WAIT 3 WebAutomation.Click.Click BrowserInstance: Site_DNIT Control: appmask['Web Page \'h ... o-certidao\'']['Input text \'placa\''] ClickType: WebAutomation.ClickType.LeftClick MouseClick: True WaitForPageToLoadTimeout: 60 MousePositionRelativeToElement: WebAutomation.RectangleEdgePoint.MiddleCenter OffsetX: 0 OffsetY: 0 Excel.ReadFromExcel.ReadCell Instance: Planilha_veiculos StartColumn: $'''a''' StartRow: linha_DNIT ReadAsText: False CellValue=> Placa Excel.ReadFromExcel.ReadCell Instance: Planilha_veiculos StartColumn: $'''c''' StartRow: linha_DNIT ReadAsText: False CellValue=> Renavam UIAutomation.FocusWindow.FocusByInstanceOrHandle WindowInstance: Site_DNIT MouseAndKeyboard.SendKeys.FocusAndSendKeys TextToSend: $'''%Placa%{Tab}''' DelayBetweenKeystrokes: 100 SendTextAsHardwareKeys: False MouseAndKeyboard.SendKeys.FocusAndSendKeys TextToSend: $'''%Renavam%{Tab}{Enter}''' DelayBetweenKeystrokes: 100 SendTextAsHardwareKeys: False WAIT 3 IF (WebAutomation.IfWebPageContains.WebPageContainsText BrowserInstance: Site_DNIT Text: $'''não possui histórico de infrações''') THEN Excel.WriteToExcel.WriteCell Instance: Planilha_veiculos Value: $'''Não possui histórico de infrações nos registros do DNIT.''' Column: $'''f''' Row: linha_DNIT ELSE IF (UIAutomation.IfImage.ExistsOnScreen Images: [imgrepo['Image_2']] FindAllImages: False Tolerance: 10 SearchAlgorithm: UIAutomation.ImageFinderAlgorithm.Legacy) THEN Excel.WriteToExcel.WriteCell Instance: Planilha_veiculos Value: $'''NADA CONSTA''' Column: $'''f''' Row: linha_DNIT END IF (UIAutomation.IfImage.ExistsOnScreen Images: [imgrepo['Image_3']] FindAllImages: False Tolerance: 10 SearchAlgorithm: UIAutomation.ImageFinderAlgorithm.Legacy) THEN Excel.WriteToExcel.WriteCell Instance: Planilha_veiculos Value: $'''CONSTAM DEBITOS''' Column: $'''f''' Row: linha_DNIT END END MouseAndKeyboard.SendKeys.FocusAndSendKeys TextToSend: $'''{Alt}({F4})''' DelayBetweenKeystrokes: 10 SendTextAsHardwareKeys: False LABEL linha_ocupada Variables.IncreaseVariable Value: linha_DNIT IncrementValue: 1 END # [ControlRepository][PowerAutomateDesktop] { "ControlRepositorySymbols": [ { "IgnoreImagesOnSerialization": false, "Repository": "{\r\n \"Screens\": [\r\n {\r\n \"Controls\": [\r\n {\r\n \"AutomationProtocol\": \"uia3\",\r\n \"ScreenShot\": \"iVBORw0KGgoAAAANSUhEUgAAAt8AAABsCAIAAAA9qUlhAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAdLSURBVHhe7dzva1XnAQdw/4e924sVX2QShAgZBhwJCHkRuJBBILSK4MBhqAtZIC2CuLE1SKdk3WAvNrfRZgaJc6UZ2Gham26JG8wMqnlRmwnRpqQrcvfGa2Z7NQl359x7YpIbbbXh5D43+Xz4EnJ+aA6cA8+X5zz3bisAAISkgu3kSldN7faanrFkEwAglmI7GeuOysfq1Gc6+idzyfEg2kl0kV2Xk98BgBCk3k521Dc37k1StzPes7v7SrGgVLqd5Ec7dmaa99Y2trTVHRpa6kwAQIWl3k66xpPNWO5K155oZ8Pxq9FGAHMns2cy0TW0/H462QYAKm9j20mhMH06E+1s7Pvoce0kd23w2L6WhuiE7TW76tp7zl5fNaORnx3tPZCpi4/W7qh/oWvw0Uui+NCpIy+U5ma212f2nRjNJkcKhfGetZdRcqMv0zGcHTva1ns1n+wCACotnHZy6zctpW7RFL8Gqt8V/17T9PJ40hty48d2J72kuXFvU6mjlF4S5cd7dsSbu+ri90fJoe2tZ2ZL//LJ7QQACNAGv9mZOL432vn4NzvZ4ddev5pdmsTIT59ui0vGgaHiLMjk8fiVUFPH8NKcSG60a8+uuvbOC/FbmcnXT4xOP5r+iA8V/8r14mY+l81mcyZHAKBKVGBV7FLh+Kp1J/mLHfEJx6IT8sOd8T88cvEp167e6GuOzs/0f5psAwDVI/V2sio7m1esCFnTTnKTZ7uX1o7sbGjr7oyXrBZPKL0PenLbyM9efnVpwUptXcvBrgPaCQBUq41ed7LC6naSfJxnad3Jo4mWp2gn0/3Fd0DJupPmxj1JTdFOAKAahdJOsm8djE5uPDG5Yn3I8gn5y8U3O+1/Wv4kzrLJ4/XRaZ1vrnjrM1vsK9oJAFSjireTzgvFPlLqEyvaSf5G/8Hip2963o03S6tiazOnbyUn5CZPtTbUtXeevf7+y8X/51E7yWevFNfe1jafvlXctioWAKpJBdvJR6eKHSJeNlt/+M2poX1xyUhW0cavdVpf6z0U7ylNgeSu/rR5+YTljw1PFwrXftIU/17TsDt5rdPU1XesMd5TnJjxiWIAqCoVbCdR4Xg1E7+Uqa3bc/jsbCE/PdTVWlwyUlw8O5svZN86vGPlC5rsxKkjmdJ6lNXfxpYb6zvYWNxf11r6DrfJ3niuRTsBgOqTYjsBAPgatBMAICzaCQAQFu0EAAiLdgIAhCW1djIzU3jvvfgnALDJpDzKp9ZOooveti3+CQBsMimP8toJAPCMtBMAICzaCQAQFu0EAAiLdgIAhEU7AQDCop0AAGEJup2UvozlsTl5Mr7u6GfZfhEREan2fOUov74valtfO4n+fHRxIiIiIisTNYR1SHfu5P5LRx+8Pbw48k75UREREamqRKN5NKZn+wfmL46EPXfyZPOXRtZfnQCA0Hx48/bCSLqjfFrt5O7gee0EADafe3P37w7+uSrbSfaNAe0EADafhw/n0x7l02ond/7wR+0EADaltEd57QQAeDbaCQAQFu0EAAiLdgIAhEU7AQDCop0AAGHRTgCAsGgnAEBYtBMAICzaCQAQFu0EAAiLdgIAhEU7AQDCop0AAGHRTgCAsGgnAEBYtBMAICzaCQAQFu0EAAiLdgIAhEU7AQDCop0AAGHRTgCAsGgnAEBYtBMAICzaCQAQFu0EAAiLdgIAhEU7AQDCop0AAGHRTgCAsGgnAEBYtBMAICzaCQAQFu0EAAiLdgIAhEU7AQDCUq3tJPvGgHYCAJvPw4fzaY/yabWTu+fOaycAsPnk5u6nPcqn1U4WLo1oJwCw+Xz479sLI+mO8utrJzMz8ZU9NidPRtd9/6WjD94eXnzn3fKjIiIiUlWJRvNoTP9v/0A8AVEc5eOfa05LEjWEdVhfO4n+fHRxIiIiIisTNYR1SHfu5MtalYiIiFRpgp47+RLRla27OgEAIUp5lNdOAIBnpJ0AAGHRTgCAsGgnAEBYtBMAICzaCQAQFu0EAAhLtbaT0he1re/LWACAEKU8yqfWTgAAvhbtBAAIi3YCAIRFOwEAwqKdAABh0U4AgLBoJwBAWLQTACAs2gkAEBbtBAAIS3Dt5NLEnZ+dmer45bXv/fifDT/827f2j3yjbViqK9Fdi+5ddAej+xjdzZF/3UnuLgA8hSDaydwXC0N//8+hvg90kc2a5/aP/OAXH/zlH59F9zq56wDwBBVuJ9FY9fNzN5WSrZOoppw8d3Pu8/nkCQCANSrWTh7ML/72wu1vf/9y2eglWyHRff/d8MfRM5A8DQCwQmXaydQn9777o7GyEUu2Whq7x6c/+1/yTADAkgq0k/Njn37z+UtlA5VszTy3f2Tw/dnkyQCAog1tJ3NfLLz4q+tl45NI568nP3/gLQ8AiY1rJ1Of3PvOi38tG5ZESmnsHr8xcy95VgDY2jaonSwuFtpfmSgbkERW5vneieg5AYANaievDEyVDUUiaxM9J8kTA8CWVSj8H2DSbgBcvW+kAAAAAElFTkSuQmCC\",\r\n \"ElementTypeName\": \"Input text\",\r\n \"InstanceId\": \"e6346b86-5043-43a6-9fe2-e627d6466fc0\",\r\n \"Name\": \"Input text 'placa'\",\r\n \"SelectorCount\": 1,\r\n \"Selectors\": [\r\n {\r\n \"CustomSelector\": null,\r\n \"Elements\": [\r\n {\r\n \"Attributes\": [\r\n {\r\n \"Ignore\": true,\r\n \"IsOrdinal\": false,\r\n \"IsDisabledAttribute\": false,\r\n \"Name\": \"Class\",\r\n \"Operation\": \"EqualTo\",\r\n \"Value\": \"template-base\"\r\n },\r\n {\r\n \"Ignore\": true,\r\n \"IsOrdinal\": false,\r\n \"IsDisabledAttribute\": false,\r\n \"Name\": \"Id\",\r\n \"Operation\": \"EqualTo\",\r\n \"Value\": null\r\n },\r\n {\r\n \"Ignore\": true,\r\n \"IsOrdinal\": true,\r\n \"IsDisabledAttribute\": false,\r\n \"Name\": \"Ordinal\",\r\n \"Operation\": \"EqualTo\",\r\n \"Value\": 0\r\n },\r\n {\r\n \"Ignore\": true,\r\n \"IsOrdinal\": false,\r\n \"IsDisabledAttribute\": false,\r\n \"Name\": \"Title\",\r\n \"Operation\": \"EqualTo\",\r\n \"Value\": null\r\n }\r\n ],\r\n \"CustomValue\": null,\r\n \"Ignore\": true,\r\n \"Name\": \"Body 'Departamento Nacional de Infraestrutura de ... EDES SOCIAISDesenvolvido por LabTrans/UFSC'\",\r\n \"Tag\": \"body\"\r\n },\r\n {\r\n \"Attributes\": [\r\n {\r\n \"Ignore\": true,\r\n \"IsOrdinal\": false,\r\n \"IsDisabledAttribute\": false,\r\n \"Name\": \"Class\",\r\n \"Operation\": \"EqualTo\",\r\n \"Value\": null\r\n },\r\n {\r\n \"Ignore\": false,\r\n \"IsOrdinal\": false,\r\n \"IsDisabledAttribute\": false,\r\n \"Name\": \"Id\",\r\n \"Operation\": \"EqualTo\",\r\n \"Value\": \"app\"\r\n },\r\n {\r\n \"Ignore\": true,\r\n \"IsOrdinal\": true,\r\n \"IsDisabledAttribute\": false,\r\n \"Name\": \"Ordinal\",\r\n \"Operation\": \"EqualTo\",\r\n \"Value\": 0\r\n },\r\n {\r\n \"Ignore\": true,\r\n \"IsOrdinal\": false,\r\n \"IsDisabledAttribute\": false,\r\n \"Name\": \"Title\",\r\n \"Operation\": \"EqualTo\",\r\n \"Value\": null\r\n }\r\n ],\r\n \"CustomValue\": null,\r\n \"Ignore\": false,\r\n \"Name\": \"Div 'Departamento Nacional de Infraestrutura de ... EDES SOCIAISDesenvolvido por LabTrans/UFSC'\",\r\n \"Tag\": \"div\"\r\n },\r\n {\r\n \"Attributes\": [\r\n {\r\n \"Ignore\": true,\r\n \"IsOrdinal\": false,\r\n \"IsDisabledAttribute\": false,\r\n \"Name\": \"Class\",\r\n \"Operation\": \"EqualTo\",\r\n \"Value\": \"mb-5\"\r\n },\r\n {\r\n \"Ignore\": true,\r\n \"IsOrdinal\": false,\r\n \"IsDisabledAttribute\": false,\r\n \"Name\": \"Id\",\r\n \"Operation\": \"EqualTo\",\r\n \"Value\": null\r\n },\r\n {\r\n \"Ignore\": true,\r\n \"IsOrdinal\": true,\r\n \"IsDisabledAttribute\": false,\r\n \"Name\": \"Ordinal\",\r\n \"Operation\": \"EqualTo\",\r\n \"Value\": 0\r\n },\r\n {\r\n \"Ignore\": true,\r\n \"IsOrdinal\": false,\r\n \"IsDisabledAttribute\": false,\r\n \"Name\": \"Title\",\r\n \"Operation\": \"EqualTo\",\r\n \"Value\": null\r\n }\r\n ],\r\n \"CustomValue\": null,\r\n \"Ignore\": false,\r\n \"Name\": \"Div 'Página inicialNada ConstaEmissão de Certid ... eículo EstrangeiroPlaca: *Renavam: *Emitir'\",\r\n \"Tag\": \"div\"\r\n },\r\n {\r\n \"Attributes\": [\r\n {\r\n \"Ignore\": true,\r\n \"IsOrdinal\": false,\r\n \"IsDisabledAttribute\": false,\r\n \"Name\": \"Class\",\r\n \"Operation\": \"EqualTo\",\r\n \"Value\": \"container\"\r\n },\r\n {\r\n \"Ignore\": true,\r\n \"IsOrdinal\": false,\r\n \"IsDisabledAttribute\": false,\r\n \"Name\": \"Id\",\r\n \"Operation\": \"EqualTo\",\r\n \"Value\": null\r\n },\r\n {\r\n \"Ignore\": true,\r\n \"IsOrdinal\": true,\r\n \"IsDisabledAttribute\": false,\r\n \"Name\": \"Ordinal\",\r\n \"Operation\": \"EqualTo\",\r\n \"Value\": 0\r\n },\r\n {\r\n \"Ignore\": true,\r\n \"IsOrdinal\": false,\r\n \"IsDisabledAttribute\": false,\r\n \"Name\": \"Title\",\r\n \"Operation\": \"EqualTo\",\r\n \"Value\": null\r\n }\r\n ],\r\n \"CustomValue\": null,\r\n \"Ignore\": false,\r\n \"Name\": \"Div 'Emissão de CertidãoOpção de Certidão de Débito *Pessoa FísicaPessoa JurídicaVeículoVeículo EstrangeiroPlaca: *Renavam: *Emitir'\",\r\n \"Tag\": \"div\"\r\n },\r\n {\r\n \"Attributes\": [\r\n {\r\n \"Ignore\": true,\r\n \"IsOrdinal\": false,\r\n \"IsDisabledAttribute\": false,\r\n \"Name\": \"Action\",\r\n \"Operation\": \"EqualTo\",\r\n \"Value\": \"https://servicos.dnit.gov.br/multas/nada-consta/emissao-certidao\"\r\n },\r\n {\r\n \"Ignore\": true,\r\n \"IsOrdinal\": false,\r\n \"IsDisabledAttribute\": false,\r\n \"Name\": \"Class\",\r\n \"Operation\": \"EqualTo\",\r\n \"Value\": \"py-4\"\r\n },\r\n {\r\n \"Ignore\": true,\r\n \"IsOrdinal\": false,\r\n \"IsDisabledAttribute\": false,\r\n \"Name\": \"Id\",\r\n \"Operation\": \"EqualTo\",\r\n \"Value\": null\r\n },\r\n {\r\n \"Ignore\": true,\r\n \"IsOrdinal\": false,\r\n \"IsDisabledAttribute\": false,\r\n \"Name\": \"Method\",\r\n \"Operation\": \"EqualTo\",\r\n \"Value\": \"get\"\r\n },\r\n {\r\n \"Ignore\": true,\r\n \"IsOrdinal\": false,\r\n \"IsDisabledAttribute\": false,\r\n \"Name\": \"Name\",\r\n \"Operation\": \"EqualTo\",\r\n \"Value\": null\r\n },\r\n {\r\n \"Ignore\": true,\r\n \"IsOrdinal\": true,\r\n \"IsDisabledAttribute\": false,\r\n \"Name\": \"Ordinal\",\r\n \"Operation\": \"EqualTo\",\r\n \"Value\": 0\r\n },\r\n {\r\n \"Ignore\": true,\r\n \"IsOrdinal\": false,\r\n \"IsDisabledAttribute\": false,\r\n \"Name\": \"Title\",\r\n \"Operation\": \"EqualTo\",\r\n \"Value\": null\r\n }\r\n ],\r\n \"CustomValue\": null,\r\n \"Ignore\": false,\r\n \"Name\": \"Form 'Emissão de CertidãoOpção de Certidão de Débito *Pessoa FísicaPessoa JurídicaVeículoVeículo EstrangeiroPlaca: *Renavam: *Emitir'\",\r\n \"Tag\": \"form\"\r\n },\r\n {\r\n \"Attributes\": [\r\n {\r\n \"Ignore\": true,\r\n \"IsOrdinal\": false,\r\n \"IsDisabledAttribute\": false,\r\n \"Name\": \"Class\",\r\n \"Operation\": \"EqualTo\",\r\n \"Value\": \"row\"\r\n },\r\n {\r\n \"Ignore\": true,\r\n \"IsOrdinal\": false,\r\n \"IsDisabledAttribute\": false,\r\n \"Name\": \"Id\",\r\n \"Operation\": \"EqualTo\",\r\n \"Value\": null\r\n },\r\n {\r\n \"Ignore\": true,\r\n \"IsOrdinal\": true,\r\n \"IsDisabledAttribute\": false,\r\n \"Name\": \"Ordinal\",\r\n \"Operation\": \"EqualTo\",\r\n \"Value\": 0\r\n },\r\n {\r\n \"Ignore\": true,\r\n \"IsOrdinal\": false,\r\n \"IsDisabledAttribute\": false,\r\n \"Name\": \"Title\",\r\n \"Operation\": \"EqualTo\",\r\n \"Value\": null\r\n }\r\n ],\r\n \"CustomValue\": null,\r\n \"Ignore\": false,\r\n \"Name\": \"Div 'Pessoa FísicaPessoa JurídicaVeículoVeículo EstrangeiroPlaca: *Renavam: *'\",\r\n \"Tag\": \"div\"\r\n },\r\n {\r\n \"Attributes\": [\r\n {\r\n \"Ignore\": true,\r\n \"IsOrdinal\": false,\r\n \"IsDisabledAttribute\": false,\r\n \"Name\": \"Class\",\r\n \"Operation\": \"EqualTo\",\r\n \"Value\": \"col-md-12\"\r\n },\r\n {\r\n \"Ignore\": true,\r\n \"IsOrdinal\": false,\r\n \"IsDisabledAttribute\": false,\r\n \"Name\": \"Id\",\r\n \"Operation\": \"EqualTo\",\r\n \"Value\": null\r\n },\r\n {\r\n \"Ignore\": true,\r\n \"IsOrdinal\": true,\r\n \"IsDisabledAttribute\": false,\r\n \"Name\": \"Ordinal\",\r\n \"Operation\": \"EqualTo\",\r\n \"Value\": 0\r\n },\r\n {\r\n \"Ignore\": true,\r\n \"IsOrdinal\": false,\r\n \"IsDisabledAttribute\": false,\r\n \"Name\": \"Title\",\r\n \"Operation\": \"EqualTo\",\r\n \"Value\": null\r\n }\r\n ],\r\n \"CustomValue\": null,\r\n \"Ignore\": false,\r\n \"Name\": \"Div 'Placa: *Renavam: *'\",\r\n \"Tag\": \"div\"\r\n },\r\n {\r\n \"Attributes\": [\r\n {\r\n \"Ignore\": true,\r\n \"IsOrdinal\": false,\r\n \"IsDisabledAttribute\": false,\r\n \"Name\": \"Class\",\r\n \"Operation\": \"EqualTo\",\r\n \"Value\": null\r\n },\r\n {\r\n \"Ignore\": true,\r\n \"IsOrdinal\": false,\r\n \"IsDisabledAttribute\": false,\r\n \"Name\": \"Id\",\r\n \"Operation\": \"EqualTo\",\r\n \"Value\": null\r\n },\r\n {\r\n \"Ignore\": true,\r\n \"IsOrdinal\": true,\r\n \"IsDisabledAttribute\": false,\r\n \"Name\": \"Ordinal\",\r\n \"Operation\": \"EqualTo\",\r\n \"Value\": 0\r\n },\r\n {\r\n \"Ignore\": true,\r\n \"IsOrdinal\": false,\r\n \"IsDisabledAttribute\": false,\r\n \"Name\": \"Title\",\r\n \"Operation\": \"EqualTo\",\r\n \"Value\": null\r\n }\r\n ],\r\n \"CustomValue\": null,\r\n \"Ignore\": false,\r\n \"Name\": \"Div 'Placa: *Renavam: *'\",\r\n \"Tag\": \"div\"\r\n },\r\n {\r\n \"Attributes\": [\r\n {\r\n \"Ignore\": true,\r\n \"IsOrdinal\": false,\r\n \"IsDisabledAttribute\": false,\r\n \"Name\": \"Class\",\r\n \"Operation\": \"EqualTo\",\r\n \"Value\": \"row\"\r\n },\r\n {\r\n \"Ignore\": true,\r\n \"IsOrdinal\": false,\r\n \"IsDisabledAttribute\": false,\r\n \"Name\": \"Id\",\r\n \"Operation\": \"EqualTo\",\r\n \"Value\": null\r\n },\r\n {\r\n \"Ignore\": true,\r\n \"IsOrdinal\": true,\r\n \"IsDisabledAttribute\": false,\r\n \"Name\": \"Ordinal\",\r\n \"Operation\": \"EqualTo\",\r\n \"Value\": 0\r\n },\r\n {\r\n \"Ignore\": true,\r\n \"IsOrdinal\": false,\r\n \"IsDisabledAttribute\": false,\r\n \"Name\": \"Title\",\r\n \"Operation\": \"EqualTo\",\r\n \"Value\": null\r\n }\r\n ],\r\n \"CustomValue\": null,\r\n \"Ignore\": false,\r\n \"Name\": \"Div 'Placa: *Renavam: *'\",\r\n \"Tag\": \"div\"\r\n },\r\n {\r\n \"Attributes\": [\r\n {\r\n \"Ignore\": true,\r\n \"IsOrdinal\": false,\r\n \"IsDisabledAttribute\": false,\r\n \"Name\": \"Class\",\r\n \"Operation\": \"EqualTo\",\r\n \"Value\": \"col-md-6\"\r\n },\r\n {\r\n \"Ignore\": true,\r\n \"IsOrdinal\": false,\r\n \"IsDisabledAttribute\": false,\r\n \"Name\": \"Id\",\r\n \"Operation\": \"EqualTo\",\r\n \"Value\": null\r\n },\r\n {\r\n \"Ignore\": true,\r\n \"IsOrdinal\": true,\r\n \"IsDisabledAttribute\": false,\r\n \"Name\": \"Ordinal\",\r\n \"Operation\": \"EqualTo\",\r\n \"Value\": 0\r\n },\r\n {\r\n \"Ignore\": true,\r\n \"IsOrdinal\": false,\r\n \"IsDisabledAttribute\": false,\r\n \"Name\": \"Title\",\r\n \"Operation\": \"EqualTo\",\r\n \"Value\": null\r\n }\r\n ],\r\n \"CustomValue\": null,\r\n \"Ignore\": false,\r\n \"Name\": \"Div 'Placa: *'\",\r\n \"Tag\": \"div\"\r\n },\r\n {\r\n \"Attributes\": [\r\n {\r\n \"Ignore\": true,\r\n \"IsOrdinal\": false,\r\n \"IsDisabledAttribute\": false,\r\n \"Name\": \"Class\",\r\n \"Operation\": \"EqualTo\",\r\n \"Value\": \"form-group\"\r\n },\r\n {\r\n \"Ignore\": true,\r\n \"IsOrdinal\": false,\r\n \"IsDisabledAttribute\": false,\r\n \"Name\": \"Id\",\r\n \"Operation\": \"EqualTo\",\r\n \"Value\": null\r\n },\r\n {\r\n \"Ignore\": true,\r\n \"IsOrdinal\": true,\r\n \"IsDisabledAttribute\": false,\r\n \"Name\": \"Ordinal\",\r\n \"Operation\": \"EqualTo\",\r\n \"Value\": 0\r\n },\r\n {\r\n \"Ignore\": true,\r\n \"IsOrdinal\": false,\r\n \"IsDisabledAttribute\": false,\r\n \"Name\": \"Title\",\r\n \"Operation\": \"EqualTo\",\r\n \"Value\": null\r\n }\r\n ],\r\n \"CustomValue\": null,\r\n \"Ignore\": false,\r\n \"Name\": \"Div 'Placa: *'\",\r\n \"Tag\": \"div\"\r\n },\r\n {\r\n \"Attributes\": [\r\n {\r\n \"Ignore\": true,\r\n \"IsOrdinal\": false,\r\n \"IsDisabledAttribute\": false,\r\n \"Name\": \"Class\",\r\n \"Operation\": \"EqualTo\",\r\n \"Value\": null\r\n },\r\n {\r\n \"Ignore\": true,\r\n \"IsOrdinal\": false,\r\n \"IsDisabledAttribute\": false,\r\n \"Name\": 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