{ "ReportVersion": "2019.4.2", "ReportGuid": "fd1c210b21dea811e745c250d3b3911d", "ReportName": "Report", "ReportAlias": "Application Report", "ReportFile": "app_5c088e4049ad54054295e565.mrt", "ReportAuthor": "Trung Hoang, trungh@agnav.com", "ReportDescription": "Application or Pre-Mission Report", "ReportCreated": "/Date(-2341620000-0500)/", "ReportChanged": "/Date(-2341620000-0500)/", "EngineVersion": "EngineV2", "CalculationMode": "Interpretation", "ReportUnit": "Millimeters", "Culture": "en-US", "PreviewSettings": 268435455, "GlobalizationStrings": { "0": { "CultureName": "pt-PT", "Items": { "0": { "PropertyName": "lbReportTitle.Text", "Text": "{IIF(reports.type == 0,\"Relatório Pre-Missião\",\"Relatório de Apicação\")}" }, "1": { "PropertyName": "lbReportTitle.Tag" }, "2": { "PropertyName": "lbReportTitle.ToolTip" }, "3": { "PropertyName": "lbReportTitle.Hyperlink" }, "4": { "PropertyName": "lbApplAddress.Text", "Text": "{jobs.Client.name} - {jobs.Client.address}" }, "5": { "PropertyName": "lbApplAddress.Tag" }, "6": { "PropertyName": "lbApplAddress.ToolTip" }, "7": { "PropertyName": "lbApplAddress.Hyperlink" }, "8": { "PropertyName": "lbProducts.Text", "Text": "Produtos:" }, "9": { "PropertyName": "lbProducts.Tag" }, "10": { "PropertyName": "lbProducts.ToolTip" }, "11": { "PropertyName": "lbProducts.Hyperlink" }, "12": { "PropertyName": "lbTotalVolUsed.Text", "Text": "Volume Total Usado" }, "13": { "PropertyName": "lbTotalVolUsed.Tag" }, "14": { "PropertyName": "lbTotalVolUsed.ToolTip" }, "15": { "PropertyName": "lbTotalVolUsed.Hyperlink" }, "16": { "PropertyName": "lbRestrictedUse.Text", "Text": "Uso Restrito" }, "17": { "PropertyName": "lbRestrictedUse.Tag" }, "18": { "PropertyName": "lbRestrictedUse.ToolTip" }, "19": { "PropertyName": "lbRestrictedUse.Hyperlink" }, "20": { "PropertyName": "lbEpaReg.Text", "Text": "Reg EPA#" }, "21": { "PropertyName": "lbEpaReg.Tag" }, "22": { "PropertyName": "lbEpaReg.ToolTip" }, "23": { "PropertyName": "lbEpaReg.Hyperlink" }, "24": { "PropertyName": "lbRatePer.Text", "Text": "Taxa/{IIF(jobs.measureUnit, \"Ac\", \"Ha\")}" }, "25": { "PropertyName": "lbRatePer.Tag" }, "26": { "PropertyName": "lbRatePer.ToolTip" }, "27": { "PropertyName": "lbRatePer.Hyperlink" }, "28": { "PropertyName": "lbProdName.Text", "Text": "Nome" }, "29": { "PropertyName": "lbProdName.Tag" }, "30": { "PropertyName": "lbProdName.ToolTip" }, "31": { "PropertyName": "lbProdName.Hyperlink" }, "32": { "PropertyName": "Dataproducts_name.Text", "Text": "{products.name}" }, "33": { "PropertyName": "Dataproducts_name.Tag" }, "34": { "PropertyName": "Dataproducts_name.ToolTip" }, "35": { "PropertyName": "Dataproducts_name.Hyperlink" }, "36": { "PropertyName": "Dataproducts_epaReg.Text", "Text": "{products.epaReg}" }, "37": { "PropertyName": "Dataproducts_epaReg.Tag" }, "38": { "PropertyName": "Dataproducts_epaReg.ToolTip" }, "39": { "PropertyName": "Dataproducts_epaReg.Hyperlink" }, "40": { "PropertyName": "Dataproducts_rate.Text", "Text": "{products.rate}" }, "41": { "PropertyName": "Dataproducts_rate.Tag" }, "42": { "PropertyName": "Dataproducts_rate.ToolTip" }, "43": { "PropertyName": "Dataproducts_rate.Hyperlink" }, "44": { "PropertyName": "Dataproducts_totalRateStr.Text", "Text": "{products.totalRateStr}" }, "45": { "PropertyName": "Dataproducts_totalRateStr.Tag" }, "46": { "PropertyName": "Dataproducts_totalRateStr.ToolTip" }, "47": { "PropertyName": "Dataproducts_totalRateStr.Hyperlink" }, "48": { "PropertyName": "Text22.Text", "Text": "{IIF(products.name.Length > 0, IIF(products.restricted == true, \"Yes\", \"No\"),\"\")}" }, "49": { "PropertyName": "Text22.Tag" }, "50": { "PropertyName": "Text22.ToolTip" }, "51": { "PropertyName": "Text22.Hyperlink" }, "52": { "PropertyName": "lbCarriersProd.Text", "Text": "Portadors:" }, "53": { "PropertyName": "lbCarriersProd.Tag" }, "54": { "PropertyName": "lbCarriersProd.ToolTip" }, "55": { "PropertyName": "lbCarriersProd.Hyperlink" }, "56": { "PropertyName": "Text29.Text", "Text": "{products.name}" }, "57": { "PropertyName": "Text29.Tag" }, "58": { "PropertyName": "Text29.ToolTip" }, "59": { "PropertyName": "Text29.Hyperlink" }, "60": { "PropertyName": "Text30.Text", "Text": "{products.epaReg}" }, "61": { "PropertyName": "Text30.Tag" }, "62": { "PropertyName": "Text30.ToolTip" }, "63": { "PropertyName": "Text30.Hyperlink" }, "64": { "PropertyName": "Text31.Text", "Text": "{products.rate}" }, "65": { "PropertyName": "Text31.Tag" }, "66": { "PropertyName": "Text31.ToolTip" }, "67": { "PropertyName": "Text31.Hyperlink" }, "68": { "PropertyName": "Text32.Text", "Text": "{products.totalRateStr}" }, "69": { "PropertyName": "Text32.Tag" }, "70": { "PropertyName": "Text32.ToolTip" }, "71": { "PropertyName": "Text32.Hyperlink" }, "72": { "PropertyName": "Text33.Text", "Text": "{IIF(products.name.Length > 0, IIF(products.restricted == true, \"Yes\", \"No\"),\"\")}" }, "73": { "PropertyName": "Text33.Tag" }, "74": { "PropertyName": "Text33.ToolTip" }, "75": { "PropertyName": "Text33.Hyperlink" }, "76": { "PropertyName": "lbPlanAppDate.Text", "Text": "Data App. Planejada" }, "77": { "PropertyName": "lbPlanAppDate.Tag" }, "78": { "PropertyName": "lbPlanAppDate.ToolTip" }, "79": { "PropertyName": "lbPlanAppDate.Hyperlink" }, "80": { "PropertyName": "lbActAppTime.Text", "Text": "Hora App. Atual" }, "81": { "PropertyName": "lbActAppTime.Tag" }, "82": { "PropertyName": "lbActAppTime.ToolTip" }, "83": { "PropertyName": "lbActAppTime.Hyperlink" }, "84": { "PropertyName": "lbApplication.Text", "Text": "Apicação" }, "85": { "PropertyName": "lbApplication.Tag" }, "86": { "PropertyName": "lbApplication.ToolTip" }, "87": { "PropertyName": "lbApplication.Hyperlink" }, "88": { "PropertyName": "lbRate.Text", "Text": "Taxa" }, "89": { "PropertyName": "lbRate.Tag" }, "90": { "PropertyName": "lbRate.ToolTip" }, "91": { "PropertyName": "lbRate.Hyperlink" }, "92": { "PropertyName": "Text40.Text" }, "93": { "PropertyName": "Text40.Tag" }, "94": { "PropertyName": "Text40.ToolTip" }, "95": { "PropertyName": "Text40.Hyperlink" }, "96": { "PropertyName": "lbAreaSize.Text", "Text": "Tamanho Área" }, "97": { "PropertyName": "lbAreaSize.Tag" }, "98": { "PropertyName": "lbAreaSize.ToolTip" }, "99": { "PropertyName": "lbAreaSize.Hyperlink" }, "100": { "PropertyName": "lbCoverage.Text", "Text": "Área Aplicada" }, "101": { "PropertyName": "lbCoverage.Tag" }, "102": { "PropertyName": "lbCoverage.ToolTip" }, "103": { "PropertyName": "lbCoverage.Hyperlink" }, "104": { "PropertyName": "Text42.Text", "Text": "{apps.totalSprayed}" }, "105": { "PropertyName": "Text42.Tag" }, "106": { "PropertyName": "Text42.ToolTip" }, "107": { "PropertyName": "Text42.Hyperlink" }, "108": { "PropertyName": "lbAppTotalVolume.Text", "Text": "Volume Total Usado" }, "109": { "PropertyName": "lbAppTotalVolume.Tag" }, "110": { "PropertyName": "lbAppTotalVolume.ToolTip" }, "111": { "PropertyName": "lbAppTotalVolume.Hyperlink" }, "112": { "PropertyName": "Text44.Text", "Text": "{apps.totalVolume}" }, "113": { "PropertyName": "Text44.Tag" }, "114": { "PropertyName": "Text44.ToolTip" }, "115": { "PropertyName": "Text44.Hyperlink" }, "116": { "PropertyName": "Text39.Text", "Text": "{apps.totalArea}" }, "117": { "PropertyName": "Text39.Tag" }, "118": { "PropertyName": "Text39.ToolTip" }, "119": { "PropertyName": "Text39.Hyperlink" }, "120": { "PropertyName": "lbPlanStartDate.Text", "Text": "Data Início" }, "121": { "PropertyName": "lbPlanStartDate.Tag" }, "122": { "PropertyName": "lbPlanStartDate.ToolTip" }, "123": { "PropertyName": "lbPlanStartDate.Hyperlink" }, "124": { "PropertyName": "lbPlanEndDate.Text", "Text": "Data Término" }, "125": { "PropertyName": "lbPlanEndDate.Tag" }, "126": { "PropertyName": "lbPlanEndDate.ToolTip" }, "127": { "PropertyName": "lbPlanEndDate.Hyperlink" }, "128": { "PropertyName": "lbActStartTime.Text", "Text": "Hora Início" }, "129": { "PropertyName": "lbActStartTime.Tag" }, "130": { "PropertyName": "lbActStartTime.ToolTip" }, "131": { "PropertyName": "lbActStartTime.Hyperlink" }, "132": { "PropertyName": "lbActEndTime.Text", "Text": "Hora Término" }, "133": { "PropertyName": "lbActEndTime.Tag" }, "134": { "PropertyName": "lbActEndTime.ToolTip" }, "135": { "PropertyName": "lbActEndTime.Hyperlink" }, "136": { "PropertyName": "Text50.Text", "Text": "{apps.planStart}" }, "137": { "PropertyName": "Text50.Tag" }, "138": { "PropertyName": "Text50.ToolTip" }, "139": { "PropertyName": "Text50.Hyperlink" }, "140": { "PropertyName": "Text53.Text", "Text": "{apps.actEnd}" }, "141": { "PropertyName": "Text53.Tag" }, "142": { "PropertyName": "Text53.ToolTip" }, "143": { "PropertyName": "Text53.Hyperlink" }, "144": { "PropertyName": "Text54.Text", "Text": "{apps.actStartTime}" }, "145": { "PropertyName": "Text54.Tag" }, "146": { "PropertyName": "Text54.ToolTip" }, "147": { "PropertyName": "Text54.Hyperlink" }, "148": { "PropertyName": "Text55.Text", "Text": "{apps.actEndTime}" }, "149": { "PropertyName": "Text55.Tag" }, "150": { "PropertyName": "Text55.ToolTip" }, "151": { "PropertyName": "Text55.Hyperlink" }, "152": { "PropertyName": "lbAppWindSpd.Text", "Text": "Vel. Vento" }, "153": { "PropertyName": "lbAppWindSpd.Tag" }, "154": { "PropertyName": "lbAppWindSpd.ToolTip" }, "155": { "PropertyName": "lbAppWindSpd.Hyperlink" }, "156": { "PropertyName": "lbAppWindDir.Text", "Text": "Dir. Vento" }, "157": { "PropertyName": "lbAppWindDir.Tag" }, "158": { "PropertyName": "lbAppWindDir.ToolTip" }, "159": { "PropertyName": "lbAppWindDir.Hyperlink" }, "160": { "PropertyName": "lbAppTemp.Text", "Text": "Temperatura" }, "161": { "PropertyName": "lbAppTemp.Tag" }, "162": { "PropertyName": "lbAppTemp.ToolTip" }, "163": { "PropertyName": "lbAppTemp.Hyperlink" }, "164": { "PropertyName": "lbAppHumid.Text", "Text": "Humidade" }, "165": { "PropertyName": "lbAppHumid.Tag" }, "166": { "PropertyName": "lbAppHumid.ToolTip" }, "167": { "PropertyName": "lbAppHumid.Hyperlink" }, "168": { "PropertyName": "lbAppFiles.Text", "Text": "Arq. dados de vôo" }, "169": { "PropertyName": "lbAppFiles.Tag" }, "170": { "PropertyName": "lbAppFiles.ToolTip" }, "171": { "PropertyName": "lbAppFiles.Hyperlink" }, "172": { "PropertyName": "Text61.Text", "Text": "{apps.windSpd}" }, "173": { "PropertyName": "Text61.Tag" }, "174": { "PropertyName": "Text61.ToolTip" }, "175": { "PropertyName": "Text61.Hyperlink" }, "176": { "PropertyName": "Text62.Text", "Text": "{apps.windDir}" }, "177": { "PropertyName": "Text62.Tag" }, "178": { "PropertyName": "Text62.ToolTip" }, "179": { "PropertyName": "Text62.Hyperlink" }, "180": { "PropertyName": "Text63.Text", "Text": "{apps.temp}" }, "181": { "PropertyName": "Text63.Tag" }, "182": { "PropertyName": "Text63.ToolTip" }, "183": { "PropertyName": "Text63.Hyperlink" }, "184": { "PropertyName": "Text64.Text", "Text": "{apps.humid}" }, "185": { "PropertyName": "Text64.Tag" }, "186": { "PropertyName": "Text64.ToolTip" }, "187": { "PropertyName": "Text64.Hyperlink" }, "188": { "PropertyName": "Text65.Text", "Text": "{apps.dataFile}" }, "189": { "PropertyName": "Text65.Tag" }, "190": { "PropertyName": "Text65.ToolTip" }, "191": { "PropertyName": "Text65.Hyperlink" }, "192": { "PropertyName": "lbActDate.Text", "Text": "Data App. Atual" }, "193": { "PropertyName": "lbActDate.Tag" }, "194": { "PropertyName": "lbActDate.ToolTip" }, "195": { "PropertyName": "lbActDate.Hyperlink" }, "196": { "PropertyName": "lbActStartDate.Text", "Text": "Data Início" }, "197": { "PropertyName": "lbActStartDate.Tag" }, "198": { "PropertyName": "lbActStartDate.ToolTip" }, "199": { "PropertyName": "lbActStartDate.Hyperlink" }, "200": { "PropertyName": "lbActEndDate.Text", "Text": "Data Término" }, "201": { "PropertyName": "lbActEndDate.Tag" }, "202": { "PropertyName": "lbActEndDate.ToolTip" }, "203": { "PropertyName": "lbActEndDate.Hyperlink" }, "204": { "PropertyName": "Text51.Text", "Text": "{apps.planEnd}" }, "205": { "PropertyName": "Text51.Tag" }, "206": { "PropertyName": "Text51.ToolTip" }, "207": { "PropertyName": "Text51.Hyperlink" }, "208": { "PropertyName": "Text52.Text", "Text": "{apps.actStart}" }, "209": { "PropertyName": "Text52.Tag" }, "210": { "PropertyName": "Text52.ToolTip" }, "211": { "PropertyName": "Text52.Hyperlink" }, "212": { "PropertyName": "lbRemark.Text", "Text": "Notas:" }, "213": { "PropertyName": "lbRemark.Tag" }, "214": { "PropertyName": "lbRemark.ToolTip" }, "215": { "PropertyName": "lbRemark.Hyperlink" }, "216": { "PropertyName": "remarkVal.Text", "Text": "{jobs.remark}" }, "217": { "PropertyName": "remarkVal.Tag" }, "218": { "PropertyName": "remarkVal.ToolTip" }, "219": { "PropertyName": "remarkVal.Hyperlink" }, "220": { "PropertyName": "lbJobId.Text", "Text": "Job #:" }, "221": { "PropertyName": "lbJobId.Tag" }, "222": { "PropertyName": "lbJobId.ToolTip" }, "223": { "PropertyName": "lbJobId.Hyperlink" }, "224": { "PropertyName": "Text4.Text", "Text": "{jobs.id}" }, "225": { "PropertyName": "Text4.Tag" }, "226": { "PropertyName": "Text4.ToolTip" }, "227": { "PropertyName": "Text4.Hyperlink" }, "228": { "PropertyName": "lbJobName.Text", "Text": "Nome:" }, "229": { "PropertyName": "lbJobName.Tag" }, "230": { "PropertyName": "lbJobName.ToolTip" }, "231": { "PropertyName": "lbJobName.Hyperlink" }, "232": { "PropertyName": "Text6.Text", "Text": "{jobs.name}" }, "233": { "PropertyName": "Text6.Tag" }, "234": { "PropertyName": "Text6.ToolTip" }, "235": { "PropertyName": "Text6.Hyperlink" }, "236": { "PropertyName": "lbPilotName.Text", "Text": "Piloto:" }, "237": { "PropertyName": "lbPilotName.Tag" }, "238": { "PropertyName": "lbPilotName.ToolTip" }, "239": { "PropertyName": "lbPilotName.Hyperlink" }, "240": { "PropertyName": "Text10.Text", "Text": "{jobs.Pilot.name}" }, "241": { "PropertyName": "Text10.Tag" }, "242": { "PropertyName": "Text10.ToolTip" }, "243": { "PropertyName": "Text10.Hyperlink" }, "244": { "PropertyName": "lbPilotAddress.Text", "Text": "Endereço:" }, "245": { "PropertyName": "lbPilotAddress.Tag" }, "246": { "PropertyName": "lbPilotAddress.ToolTip" }, "247": { "PropertyName": "lbPilotAddress.Hyperlink" }, "248": { "PropertyName": "Text1.Text", "Text": "{jobs.Pilot.address}" }, "249": { "PropertyName": "Text1.Tag" }, "250": { "PropertyName": "Text1.ToolTip" }, "251": { "PropertyName": "Text1.Hyperlink" }, "252": { "PropertyName": "lbAircraft.Text", "Text": "Aeronave:" }, "253": { "PropertyName": "lbAircraft.Tag" }, "254": { "PropertyName": "lbAircraft.ToolTip" }, "255": { "PropertyName": "lbAircraft.Hyperlink" }, "256": { "PropertyName": "Text16.Text", "Text": "{jobs.Vehicle.name}" }, "257": { "PropertyName": "Text16.Tag" }, "258": { "PropertyName": "Text16.ToolTip" }, "259": { "PropertyName": "Text16.Hyperlink" }, "260": { "PropertyName": "lbFlightNum.Text", "Text": "Vôo #:" }, "261": { "PropertyName": "lbFlightNum.Tag" }, "262": { "PropertyName": "lbFlightNum.ToolTip" }, "263": { "PropertyName": "lbFlightNum.Hyperlink" }, "264": { "PropertyName": "Text8.Text", "Text": "{jobs.flight}" }, "265": { "PropertyName": "Text8.Tag" }, "266": { "PropertyName": "Text8.ToolTip" }, "267": { "PropertyName": "Text8.Hyperlink" }, "268": { "PropertyName": "lbFarm.Text", "Text": "Fazenda:" }, "269": { "PropertyName": "lbFarm.Tag" }, "270": { "PropertyName": "lbFarm.ToolTip" }, "271": { "PropertyName": "lbFarm.Hyperlink" }, "272": { "PropertyName": "Text13.Text", "Text": "{jobs.farm}" }, "273": { "PropertyName": "Text13.Tag" }, "274": { "PropertyName": "Text13.ToolTip" }, "275": { "PropertyName": "Text13.Hyperlink" }, "276": { "PropertyName": "lbCrop.Text", "Text": "Lavoura:" }, "277": { "PropertyName": "lbCrop.Tag" }, "278": { "PropertyName": "lbCrop.ToolTip" }, "279": { "PropertyName": "lbCrop.Hyperlink" }, "280": { "PropertyName": "Text17.Text", "Text": "{jobs.crop}" }, "281": { "PropertyName": "Text17.Tag" }, "282": { "PropertyName": "Text17.ToolTip" }, "283": { "PropertyName": "Text17.Hyperlink" }, "284": { "PropertyName": "Text2.Text", "Text": "{jobs.Customer.address}" }, "285": { "PropertyName": "Text2.Tag" }, "286": { "PropertyName": "Text2.ToolTip" }, "287": { "PropertyName": "Text2.Hyperlink" }, "288": { "PropertyName": "Text5.Text", "Text": "{IIF(jobs.Customer.contact.Length > 0 && jobs.Customer.phone.Length > 0, jobs.Customer.contact + \" - \" + jobs.Customer.phone, \r\n IIF(jobs.Customer.contact.Length > 0, jobs.Customer.contact, jobs.Customer.phone))}" }, "289": { "PropertyName": "Text5.Tag" }, "290": { "PropertyName": "Text5.ToolTip" }, "291": { "PropertyName": "Text5.Hyperlink" }, "292": { "PropertyName": "lbCustName.Text", "Text": "Cliente:" }, "293": { "PropertyName": "lbCustName.Tag" }, "294": { "PropertyName": "lbCustName.ToolTip" }, "295": { "PropertyName": "lbCustName.Hyperlink" }, "296": { "PropertyName": "custName.Text", "Text": "{jobs.Customer.name}" }, "297": { "PropertyName": "custName.Tag" }, "298": { "PropertyName": "custName.ToolTip" }, "299": { "PropertyName": "custName.Hyperlink" }, "300": { "PropertyName": "Variable." }, "301": { "PropertyName": "Variable.yes", "Text": "Yes" }, "302": { "PropertyName": "Variable.no", "Text": "No" }, "303": { "PropertyName": "ReportAuthor", "Text": "Trung Hoang, trungh@agnav.com" }, "304": { "PropertyName": "ReportDescription", "Text": "Application or Pre-Mission Report" }, "305": { "PropertyName": "ReportAlias", "Text": "Application Report" }, "306": { "PropertyName": "Text7.Text", "Text": "{IIF(reports.type == 0,apps.Job.appRate,apps.appRate)}" }, "307": { "PropertyName": "Text7.Tag" }, "308": { "PropertyName": "Text7.ToolTip" }, "309": { "PropertyName": "Text7.Hyperlink" } } }, "1": { "CultureName": "en-US", "Items": { "0": { "PropertyName": "lbReportTitle.Text", "Text": "{IIF(reports.type == 0,\"Pre-Mission Report\",\"Application Report\")}" }, "1": { "PropertyName": "lbReportTitle.Tag" }, "2": { "PropertyName": "lbReportTitle.ToolTip" }, "3": { "PropertyName": "lbReportTitle.Hyperlink" }, "4": { "PropertyName": "lbApplAddress.Text", "Text": "{jobs.Client.name} - {jobs.Client.address}" }, "5": { "PropertyName": "lbApplAddress.Tag" }, "6": { "PropertyName": "lbApplAddress.ToolTip" }, "7": { "PropertyName": "lbApplAddress.Hyperlink" }, "8": { "PropertyName": "lbProducts.Text", "Text": "Products:" }, "9": { "PropertyName": "lbProducts.Tag" }, "10": { "PropertyName": "lbProducts.ToolTip" }, "11": { "PropertyName": "lbProducts.Hyperlink" }, "12": { "PropertyName": "lbTotalVolUsed.Text", "Text": "Total Volume Used" }, "13": { "PropertyName": "lbTotalVolUsed.Tag" }, "14": { "PropertyName": "lbTotalVolUsed.ToolTip" }, "15": { "PropertyName": "lbTotalVolUsed.Hyperlink" }, "16": { "PropertyName": "lbRestrictedUse.Text", "Text": "Restricted Use" }, "17": { "PropertyName": "lbRestrictedUse.Tag" }, "18": { "PropertyName": "lbRestrictedUse.ToolTip" }, "19": { "PropertyName": "lbRestrictedUse.Hyperlink" }, "20": { "PropertyName": "lbEpaReg.Text", "Text": "EPA Reg#" }, "21": { "PropertyName": "lbEpaReg.Tag" }, "22": { "PropertyName": "lbEpaReg.ToolTip" }, "23": { "PropertyName": "lbEpaReg.Hyperlink" }, "24": { "PropertyName": "lbRatePer.Text", "Text": "Rate/{IIF(jobs.measureUnit, \"Ac\", \"Ha\")}" }, "25": { "PropertyName": "lbRatePer.Tag" }, "26": { "PropertyName": "lbRatePer.ToolTip" }, "27": { "PropertyName": "lbRatePer.Hyperlink" }, "28": { "PropertyName": "lbProdName.Text", "Text": "Name" }, "29": { "PropertyName": "lbProdName.Tag" }, "30": { "PropertyName": "lbProdName.ToolTip" }, "31": { "PropertyName": "lbProdName.Hyperlink" }, "32": { "PropertyName": "Dataproducts_name.Text", "Text": "{products.name}" }, "33": { "PropertyName": "Dataproducts_name.Tag" }, "34": { "PropertyName": "Dataproducts_name.ToolTip" }, "35": { "PropertyName": "Dataproducts_name.Hyperlink" }, "36": { "PropertyName": "Dataproducts_epaReg.Text", "Text": "{products.epaReg}" }, "37": { "PropertyName": "Dataproducts_epaReg.Tag" }, "38": { "PropertyName": "Dataproducts_epaReg.ToolTip" }, "39": { "PropertyName": "Dataproducts_epaReg.Hyperlink" }, "40": { "PropertyName": "Dataproducts_rate.Text", "Text": "{products.rateStr}" }, "41": { "PropertyName": "Dataproducts_rate.Tag" }, "42": { "PropertyName": "Dataproducts_rate.ToolTip" }, "43": { "PropertyName": "Dataproducts_rate.Hyperlink" }, "44": { "PropertyName": "Dataproducts_totalRateStr.Text", "Text": "{products.totalRateStr}" }, "45": { "PropertyName": "Dataproducts_totalRateStr.Tag" }, "46": { "PropertyName": "Dataproducts_totalRateStr.ToolTip" }, "47": { "PropertyName": "Dataproducts_totalRateStr.Hyperlink" }, "48": { "PropertyName": "Text22.Text", "Text": "{IIF(products.name.Length > 0, IIF(products.restricted == true, \"Yes\", \"No\"),\"\")}" }, "49": { "PropertyName": "Text22.Tag" }, "50": { "PropertyName": "Text22.ToolTip" }, "51": { "PropertyName": "Text22.Hyperlink" }, "52": { "PropertyName": "lbCarriersProd.Text", "Text": "Carriers:" }, "53": { "PropertyName": "lbCarriersProd.Tag" }, "54": { "PropertyName": "lbCarriersProd.ToolTip" }, "55": { "PropertyName": "lbCarriersProd.Hyperlink" }, "56": { "PropertyName": "Text29.Text", "Text": "{products.name}" }, "57": { "PropertyName": "Text29.Tag" }, "58": { "PropertyName": "Text29.ToolTip" }, "59": { "PropertyName": "Text29.Hyperlink" }, "60": { "PropertyName": "Text30.Text", "Text": "{products.epaReg}" }, "61": { "PropertyName": "Text30.Tag" }, "62": { "PropertyName": "Text30.ToolTip" }, "63": { "PropertyName": "Text30.Hyperlink" }, "64": { "PropertyName": "Text31.Text", "Text": "{products.rateStr}" }, "65": { "PropertyName": "Text31.Tag" }, "66": { "PropertyName": "Text31.ToolTip" }, "67": { "PropertyName": "Text31.Hyperlink" }, "68": { "PropertyName": "Text32.Text", "Text": "{products.totalRateStr}" }, "69": { "PropertyName": "Text32.Tag" }, "70": { "PropertyName": "Text32.ToolTip" }, "71": { "PropertyName": "Text32.Hyperlink" }, "72": { "PropertyName": "Text33.Text", "Text": "{IIF(products.name.Length > 0, IIF(products.restricted == true, \"Yes\", \"No\"),\"\")}" }, "73": { "PropertyName": "Text33.Tag" }, "74": { "PropertyName": "Text33.ToolTip" }, "75": { "PropertyName": "Text33.Hyperlink" }, "76": { "PropertyName": "lbPlanAppDate.Text", "Text": "Planned App. Date" }, "77": { "PropertyName": "lbPlanAppDate.Tag" }, "78": { "PropertyName": "lbPlanAppDate.ToolTip" }, "79": { "PropertyName": "lbPlanAppDate.Hyperlink" }, "80": { "PropertyName": "lbActAppTime.Text", "Text": "Actual App. Time" }, "81": { "PropertyName": "lbActAppTime.Tag" }, "82": { "PropertyName": "lbActAppTime.ToolTip" }, "83": { "PropertyName": "lbActAppTime.Hyperlink" }, "84": { "PropertyName": "lbApplication.Text", "Text": "Application" }, "85": { "PropertyName": "lbApplication.Tag" }, "86": { "PropertyName": "lbApplication.ToolTip" }, "87": { "PropertyName": "lbApplication.Hyperlink" }, "88": { "PropertyName": "lbRate.Text", "Text": "Rate" }, "89": { "PropertyName": "lbRate.Tag" }, "90": { "PropertyName": "lbRate.ToolTip" }, "91": { "PropertyName": "lbRate.Hyperlink" }, "92": { "PropertyName": "Text40.Text" }, "93": { "PropertyName": "Text40.Tag" }, "94": { "PropertyName": "Text40.ToolTip" }, "95": { "PropertyName": "Text40.Hyperlink" }, "96": { "PropertyName": "lbAreaSize.Text", "Text": "Area Size" }, "97": { "PropertyName": "lbAreaSize.Tag" }, "98": { "PropertyName": "lbAreaSize.ToolTip" }, "99": { "PropertyName": "lbAreaSize.Hyperlink" }, "100": { "PropertyName": "lbCoverage.Text", "Text": "Coverage" }, "101": { "PropertyName": "lbCoverage.Tag" }, "102": { "PropertyName": "lbCoverage.ToolTip" }, "103": { "PropertyName": "lbCoverage.Hyperlink" }, "104": { "PropertyName": "Text42.Text", "Text": "{apps.totalSprayed}" }, "105": { "PropertyName": "Text42.Tag" }, "106": { "PropertyName": "Text42.ToolTip" }, "107": { "PropertyName": "Text42.Hyperlink" }, "108": { "PropertyName": "lbAppTotalVolume.Text", "Text": "Total Volume Used" }, "109": { "PropertyName": "lbAppTotalVolume.Tag" }, "110": { "PropertyName": "lbAppTotalVolume.ToolTip" }, "111": { "PropertyName": "lbAppTotalVolume.Hyperlink" }, "112": { "PropertyName": "Text44.Text", "Text": "{apps.totalVolume}" }, "113": { "PropertyName": "Text44.Tag" }, "114": { "PropertyName": "Text44.ToolTip" }, "115": { "PropertyName": "Text44.Hyperlink" }, "116": { "PropertyName": "Text39.Text", "Text": "{apps.totalArea}" }, "117": { "PropertyName": "Text39.Tag" }, "118": { "PropertyName": "Text39.ToolTip" }, "119": { "PropertyName": "Text39.Hyperlink" }, "120": { "PropertyName": "lbPlanStartDate.Text", "Text": "Start Date" }, "121": { "PropertyName": "lbPlanStartDate.Tag" }, "122": { "PropertyName": "lbPlanStartDate.ToolTip" }, "123": { "PropertyName": "lbPlanStartDate.Hyperlink" }, "124": { "PropertyName": "lbPlanEndDate.Text", "Text": "End Date" }, "125": { "PropertyName": "lbPlanEndDate.Tag" }, "126": { "PropertyName": "lbPlanEndDate.ToolTip" }, "127": { "PropertyName": "lbPlanEndDate.Hyperlink" }, "128": { "PropertyName": "lbActStartTime.Text", "Text": "Start Time" }, "129": { "PropertyName": "lbActStartTime.Tag" }, "130": { "PropertyName": "lbActStartTime.ToolTip" }, "131": { "PropertyName": "lbActStartTime.Hyperlink" }, "132": { "PropertyName": "lbActEndTime.Text", "Text": "End Time" }, "133": { "PropertyName": "lbActEndTime.Tag" }, "134": { "PropertyName": "lbActEndTime.ToolTip" }, "135": { "PropertyName": "lbActEndTime.Hyperlink" }, "136": { "PropertyName": "Text50.Text", "Text": "{apps.planStart}" }, "137": { "PropertyName": "Text50.Tag" }, "138": { "PropertyName": "Text50.ToolTip" }, "139": { "PropertyName": "Text50.Hyperlink" }, "140": { "PropertyName": "Text53.Text", "Text": "{apps.actEnd}" }, "141": { "PropertyName": "Text53.Tag" }, "142": { "PropertyName": "Text53.ToolTip" }, "143": { "PropertyName": "Text53.Hyperlink" }, "144": { "PropertyName": "Text54.Text", "Text": "{apps.actStartTime}" }, "145": { "PropertyName": "Text54.Tag" }, "146": { "PropertyName": "Text54.ToolTip" }, "147": { "PropertyName": "Text54.Hyperlink" }, "148": { "PropertyName": "Text55.Text", "Text": "{apps.actEndTime}" }, "149": { "PropertyName": "Text55.Tag" }, "150": { "PropertyName": "Text55.ToolTip" }, "151": { "PropertyName": "Text55.Hyperlink" }, "152": { "PropertyName": "lbAppWindSpd.Text", "Text": "Wind Speed" }, "153": { "PropertyName": "lbAppWindSpd.Tag" }, "154": { "PropertyName": "lbAppWindSpd.ToolTip" }, "155": { "PropertyName": "lbAppWindSpd.Hyperlink" }, "156": { "PropertyName": "lbAppWindDir.Text", "Text": "Wind Direction" }, "157": { "PropertyName": "lbAppWindDir.Tag" }, "158": { "PropertyName": "lbAppWindDir.ToolTip" }, "159": { "PropertyName": "lbAppWindDir.Hyperlink" }, "160": { "PropertyName": "lbAppTemp.Text", "Text": "Temperature" }, "161": { "PropertyName": "lbAppTemp.Tag" }, "162": { "PropertyName": "lbAppTemp.ToolTip" }, "163": { "PropertyName": "lbAppTemp.Hyperlink" }, "164": { "PropertyName": "lbAppHumid.Text", "Text": "Humidity" }, "165": { "PropertyName": "lbAppHumid.Tag" }, "166": { "PropertyName": "lbAppHumid.ToolTip" }, "167": { "PropertyName": "lbAppHumid.Hyperlink" }, "168": { "PropertyName": "lbAppFiles.Text", "Text": "Flight Data File(s)" }, "169": { "PropertyName": "lbAppFiles.Tag" }, "170": { "PropertyName": "lbAppFiles.ToolTip" }, "171": { "PropertyName": "lbAppFiles.Hyperlink" }, "172": { "PropertyName": "Text61.Text", "Text": "{apps.windSpd}" }, "173": { "PropertyName": "Text61.Tag" }, "174": { "PropertyName": "Text61.ToolTip" }, "175": { "PropertyName": "Text61.Hyperlink" }, "176": { "PropertyName": "Text62.Text", "Text": "{apps.windDir}" }, "177": { "PropertyName": "Text62.Tag" }, "178": { "PropertyName": "Text62.ToolTip" }, "179": { "PropertyName": "Text62.Hyperlink" }, "180": { "PropertyName": "Text63.Text", "Text": "{apps.temp}" }, "181": { "PropertyName": "Text63.Tag" }, "182": { "PropertyName": "Text63.ToolTip" }, "183": { "PropertyName": "Text63.Hyperlink" }, "184": { "PropertyName": "Text64.Text", "Text": "{apps.humid}" }, "185": { "PropertyName": "Text64.Tag" }, "186": { "PropertyName": "Text64.ToolTip" }, "187": { "PropertyName": "Text64.Hyperlink" }, "188": { "PropertyName": "Text65.Text", "Text": "{apps.dataFile}" }, "189": { "PropertyName": "Text65.Tag" }, "190": { "PropertyName": "Text65.ToolTip" }, "191": { "PropertyName": "Text65.Hyperlink" }, "192": { "PropertyName": "lbActDate.Text", "Text": "Actual App. Date" }, "193": { "PropertyName": "lbActDate.Tag" }, "194": { "PropertyName": "lbActDate.ToolTip" }, "195": { "PropertyName": "lbActDate.Hyperlink" }, "196": { "PropertyName": "lbActStartDate.Text", "Text": "Start Date" }, "197": { "PropertyName": "lbActStartDate.Tag" }, "198": { "PropertyName": "lbActStartDate.ToolTip" }, "199": { "PropertyName": "lbActStartDate.Hyperlink" }, "200": { "PropertyName": "lbActEndDate.Text", "Text": "End Date" }, "201": { "PropertyName": "lbActEndDate.Tag" }, "202": { "PropertyName": "lbActEndDate.ToolTip" }, "203": { "PropertyName": "lbActEndDate.Hyperlink" }, "204": { "PropertyName": "Text51.Text", "Text": "{apps.planEnd}" }, "205": { "PropertyName": "Text51.Tag" }, "206": { "PropertyName": "Text51.ToolTip" }, "207": { "PropertyName": "Text51.Hyperlink" }, "208": { "PropertyName": "Text52.Text", "Text": "{apps.actStart}" }, "209": { "PropertyName": "Text52.Tag" }, "210": { "PropertyName": "Text52.ToolTip" }, "211": { "PropertyName": "Text52.Hyperlink" }, "212": { "PropertyName": "lbRemark.Text", "Text": "Remark:" }, "213": { "PropertyName": "lbRemark.Tag" }, "214": { "PropertyName": "lbRemark.ToolTip" }, "215": { "PropertyName": "lbRemark.Hyperlink" }, "216": { "PropertyName": "remarkVal.Text", "Text": "{jobs.remark}" }, "217": { "PropertyName": "remarkVal.Tag" }, "218": { "PropertyName": "remarkVal.ToolTip" }, "219": { "PropertyName": "remarkVal.Hyperlink" }, "220": { "PropertyName": "lbJobId.Text", "Text": "Job #:" }, "221": { "PropertyName": "lbJobId.Tag" }, "222": { "PropertyName": "lbJobId.ToolTip" }, "223": { "PropertyName": "lbJobId.Hyperlink" }, "224": { "PropertyName": "Text4.Text", "Text": "{jobs.id}" }, "225": { "PropertyName": "Text4.Tag" }, "226": { "PropertyName": "Text4.ToolTip" }, "227": { "PropertyName": "Text4.Hyperlink" }, "228": { "PropertyName": "lbJobName.Text", "Text": "Name:" }, "229": { "PropertyName": "lbJobName.Tag" }, "230": { "PropertyName": "lbJobName.ToolTip" }, "231": { "PropertyName": "lbJobName.Hyperlink" }, "232": { "PropertyName": "Text6.Text", "Text": "{jobs.name}" }, "233": { "PropertyName": "Text6.Tag" }, "234": { "PropertyName": "Text6.ToolTip" }, "235": { "PropertyName": "Text6.Hyperlink" }, "236": { "PropertyName": "lbPilotName.Text", "Text": "Pilot:" }, "237": { "PropertyName": "lbPilotName.Tag" }, "238": { "PropertyName": "lbPilotName.ToolTip" }, "239": { "PropertyName": "lbPilotName.Hyperlink" }, "240": { "PropertyName": "Text10.Text", "Text": "{jobs.Pilot.name}" }, "241": { "PropertyName": "Text10.Tag" }, "242": { "PropertyName": "Text10.ToolTip" }, "243": { "PropertyName": "Text10.Hyperlink" }, "244": { "PropertyName": "lbPilotAddress.Text", "Text": "Address:" }, "245": { "PropertyName": "lbPilotAddress.Tag" }, "246": { "PropertyName": "lbPilotAddress.ToolTip" }, "247": { "PropertyName": "lbPilotAddress.Hyperlink" }, "248": { "PropertyName": "Text1.Text", "Text": "{jobs.Pilot.address}" }, "249": { "PropertyName": "Text1.Tag" }, "250": { "PropertyName": "Text1.ToolTip" }, "251": { "PropertyName": "Text1.Hyperlink" }, "252": { "PropertyName": "lbAircraft.Text", "Text": "Aircraft:" }, "253": { "PropertyName": "lbAircraft.Tag" }, "254": { "PropertyName": "lbAircraft.ToolTip" }, "255": { "PropertyName": "lbAircraft.Hyperlink" }, "256": { "PropertyName": "Text16.Text", "Text": "{jobs.Vehicle.name}" }, "257": { "PropertyName": "Text16.Tag" }, "258": { "PropertyName": "Text16.ToolTip" }, "259": { "PropertyName": "Text16.Hyperlink" }, "260": { "PropertyName": "lbFlightNum.Text", "Text": "Flight #:" }, "261": { "PropertyName": "lbFlightNum.Tag" }, "262": { "PropertyName": "lbFlightNum.ToolTip" }, "263": { "PropertyName": "lbFlightNum.Hyperlink" }, "264": { "PropertyName": "Text8.Text", "Text": "{jobs.flight}" }, "265": { "PropertyName": "Text8.Tag" }, "266": { "PropertyName": "Text8.ToolTip" }, "267": { "PropertyName": "Text8.Hyperlink" }, "268": { "PropertyName": "lbFarm.Text", "Text": "Farm:" }, "269": { "PropertyName": "lbFarm.Tag" }, "270": { "PropertyName": "lbFarm.ToolTip" }, "271": { "PropertyName": "lbFarm.Hyperlink" }, "272": { "PropertyName": "Text13.Text", "Text": "{jobs.farm}" }, "273": { "PropertyName": "Text13.Tag" }, "274": { "PropertyName": "Text13.ToolTip" }, "275": { "PropertyName": "Text13.Hyperlink" }, "276": { "PropertyName": "lbCrop.Text", "Text": "Crop:" }, "277": { "PropertyName": "lbCrop.Tag" }, "278": { "PropertyName": "lbCrop.ToolTip" }, "279": { "PropertyName": "lbCrop.Hyperlink" }, "280": { "PropertyName": "Text17.Text", "Text": "{jobs.crop}" }, "281": { "PropertyName": "Text17.Tag" }, "282": { "PropertyName": "Text17.ToolTip" }, "283": { "PropertyName": "Text17.Hyperlink" }, "284": { "PropertyName": "Text2.Text", "Text": "{jobs.Customer.address}" }, "285": { "PropertyName": "Text2.Tag" }, "286": { "PropertyName": "Text2.ToolTip" }, "287": { "PropertyName": "Text2.Hyperlink" }, "288": { "PropertyName": "Text5.Text", "Text": "{IIF(jobs.Customer.contact.Length > 0 && jobs.Customer.phone.Length > 0, jobs.Customer.contact + \" - \" + jobs.Customer.phone, \r\n IIF(jobs.Customer.contact.Length > 0, jobs.Customer.contact, jobs.Customer.phone))}" }, "289": { "PropertyName": "Text5.Tag" }, "290": { "PropertyName": "Text5.ToolTip" }, "291": { "PropertyName": "Text5.Hyperlink" }, "292": { "PropertyName": "lbCustName.Text", "Text": "Customer:" }, "293": { "PropertyName": "lbCustName.Tag" }, "294": { "PropertyName": "lbCustName.ToolTip" }, "295": { "PropertyName": "lbCustName.Hyperlink" }, "296": { "PropertyName": "custName.Text", "Text": "{jobs.Customer.name}" }, "297": { "PropertyName": "custName.Tag" }, "298": { "PropertyName": "custName.ToolTip" }, "299": { "PropertyName": "custName.Hyperlink" }, "300": { "PropertyName": "Variable." }, "301": { "PropertyName": "Variable.yes", "Text": "Yes" }, "302": { "PropertyName": "Variable.no", "Text": "No" }, "303": { "PropertyName": "ReportAuthor", "Text": "Trung Hoang, trungh@agnav.com" }, "304": { "PropertyName": "ReportDescription", "Text": "Application or Pre-Mission Report" }, "305": { "PropertyName": "ReportAlias", "Text": "Application Report" }, "306": { "PropertyName": "Text7.Text", "Text": "{IIF(reports.type == 0,apps.Job.appRate,apps.appRate)}" }, "307": { "PropertyName": "Text7.Tag" }, "308": { "PropertyName": "Text7.ToolTip" }, "309": { "PropertyName": "Text7.Hyperlink" } } } }, "Dictionary": { "Resources": { "0": { "Name": "agnav-logo.7b53f0b1c8723394ac7b", "Alias": "agnav-logo.7b53f0b1c8723394ac7b", "Image": 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}, "1": { "Name": "LOGO DGPS e CIA_S", "Alias": "LOGO DGPS e CIA_S", "Image": 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" } }, "Variables": { "0": { "Type": "System.String", "Category": "I18N" }, "1": { "Value": "Yes", "Name": "yes", "Alias": "yes", "Type": "System.String", "ReadOnly": true, "Category": "I18N" }, "2": { "Value": "No", "Name": "no", "Alias": "no", "Type": "System.String", "ReadOnly": true, "Category": "I18N" } }, "DataSources": { "0": { "Ident": "StiDataTableSource", "Name": "apps", "Alias": "apps", "Key": "0ab0c8bcb4cb4e0dbab998400f7dc86b", "Columns": { "0": { "Name": "appId", "Index": -1, "NameInSource": "appId", "Alias": "appId", "Type": "System.String" }, "1": { "Name": "jobId", "Index": -1, "NameInSource": "jobId", "Alias": "jobId", "Type": "System.Decimal" }, "2": { "Name": "windSpd", "Index": -1, "NameInSource": "windSpd", "Alias": "windSpd", "Type": "System.Decimal" }, "3": { "Name": "windDir", "Index": -1, "NameInSource": "windDir", "Alias": "windDir", "Type": "System.String" }, "4": { "Name": "temp", "Index": -1, "NameInSource": "temp", "Alias": "temp", "Type": "System.String" }, 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