{"id":12192,"creationDate":"2024-09-20T18:30:59.797Z","technicalValidation":true,"technicalValidationAllowed":true,"nonStandard":false,"nonStandardCode":null,"saleCalculationMode":"Coefficient","image":{"type":"svg","value":"<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"100%\" height=\"100%\" viewBox=\"0,0,140,218\" preserveAspectRatio=\"xMidYMid\">\n  <rect fill=\"white\" width=\"140\" height=\"218\" \/>\n  <defs>\n    <linearGradient id=\"gradient_01bca15b3-9218-4fff-8f80-6215ee4a414d\" gradientUnits=\"userSpaceOnUse\" x1=\"0\" y1=\"0\" x2=\"0\" y2=\"218\">\n      <stop offset=\"0\" stop-color=\"#79C2FF\" \/>\n      <stop offset=\"1\" stop-color=\"#E1F1FF\" \/>\n    <\/linearGradient>\n  <\/defs>\n  <path fill=\"url(#gradient_01bca15b3-9218-4fff-8f80-6215ee4a414d)\" d=\"M13 178L13 13L100 13L100 178L13 178Z\" \/>\n  <path fill=\"none\" stroke=\"black\" stroke-width=\"1\" stroke-miterlimit=\"10\" stroke-opacity=\"0\" d=\"M13 178L13 13L100 13L100 178L13 178Z\" \/>\n  <path fill=\"none\" stroke=\"#262E38\" stroke-width=\"1\" stroke-linecap=\"round\" stroke-linejoin=\"round\" d=\"M0 0L9 9\" \/>\n  <path fill=\"none\" stroke=\"#262E38\" stroke-width=\"1\" stroke-linecap=\"round\" stroke-linejoin=\"round\" d=\"M9 182L0 191\" \/>\n  <path fill=\"none\" stroke=\"#262E38\" stroke-width=\"1\" stroke-linecap=\"round\" stroke-linejoin=\"round\" d=\"M113 0L104 9\" \/>\n  <path fill=\"none\" stroke=\"#262E38\" stroke-width=\"1\" stroke-linecap=\"round\" stroke-linejoin=\"round\" d=\"M9 9L0 0\" \/>\n  <path fill=\"none\" stroke=\"#262E38\" stroke-width=\"1\" stroke-linecap=\"round\" stroke-linejoin=\"round\" d=\"M113 191L104 182\" \/>\n  <path fill=\"none\" stroke=\"#262E38\" stroke-width=\"1\" stroke-linecap=\"round\" stroke-linejoin=\"round\" d=\"M104 9L113 0\" \/>\n  <path fill=\"none\" stroke=\"#262E38\" stroke-width=\"1\" stroke-linecap=\"round\" stroke-linejoin=\"round\" d=\"M0 191L9 182\" \/>\n  <path fill=\"none\" stroke=\"#262E38\" stroke-width=\"1\" stroke-linecap=\"round\" stroke-linejoin=\"round\" d=\"M104 182L113 191\" \/>\n  <path fill=\"#262E38\" d=\"M0 191L0 0L9 9L9 182L0 191Z\" \/>\n  <path fill=\"none\" stroke=\"black\" stroke-width=\"1\" stroke-miterlimit=\"10\" stroke-opacity=\"0\" d=\"M0 191L0 0L9 9L9 182L0 191Z\" \/>\n  <path fill=\"none\" stroke=\"black\" stroke-width=\"1\" stroke-linecap=\"round\" stroke-linejoin=\"round\" d=\"M0 191L0 0\" \/>\n  <path fill=\"none\" stroke=\"black\" stroke-width=\"1\" stroke-linecap=\"round\" stroke-linejoin=\"round\" d=\"M9 9L9 182\" \/>\n  <path fill=\"#262E38\" d=\"M0 0L113 0L104 9L9 9L0 0Z\" \/>\n  <path fill=\"none\" stroke=\"black\" stroke-width=\"1\" stroke-miterlimit=\"10\" stroke-opacity=\"0\" d=\"M0 0L113 0L104 9L9 9L0 0Z\" \/>\n  <path fill=\"none\" stroke=\"black\" stroke-width=\"1\" stroke-linecap=\"round\" stroke-linejoin=\"round\" d=\"M0 0L113 0\" \/>\n  <path fill=\"none\" stroke=\"black\" stroke-width=\"1\" stroke-linecap=\"round\" stroke-linejoin=\"round\" d=\"M104 9L9 9\" \/>\n  <path fill=\"#262E38\" d=\"M113 0L113 191L104 182L104 9L113 0Z\" \/>\n  <path fill=\"none\" stroke=\"black\" stroke-width=\"1\" stroke-miterlimit=\"10\" stroke-opacity=\"0\" d=\"M113 0L113 191L104 182L104 9L113 0Z\" \/>\n  <path fill=\"none\" stroke=\"black\" stroke-width=\"1\" stroke-linecap=\"round\" stroke-linejoin=\"round\" d=\"M113 0L113 191\" \/>\n  <path fill=\"none\" stroke=\"black\" stroke-width=\"1\" stroke-linecap=\"round\" stroke-linejoin=\"round\" d=\"M104 182L104 9\" \/>\n  <path fill=\"#262E38\" d=\"M113 191L0 191L9 182L104 182L113 191Z\" \/>\n  <path fill=\"none\" stroke=\"black\" stroke-width=\"1\" stroke-miterlimit=\"10\" stroke-opacity=\"0\" d=\"M113 191L0 191L9 182L104 182L113 191Z\" \/>\n  <path fill=\"none\" stroke=\"black\" stroke-width=\"1\" stroke-linecap=\"round\" stroke-linejoin=\"round\" d=\"M113 191L0 191\" \/>\n  <path fill=\"none\" stroke=\"black\" stroke-width=\"1\" stroke-linecap=\"round\" stroke-linejoin=\"round\" d=\"M9 182L104 182\" \/>\n  <path fill=\"none\" stroke=\"#262E38\" stroke-width=\"1\" stroke-linecap=\"round\" stroke-linejoin=\"round\" d=\"M5 5L14 14\" \/>\n  <path fill=\"none\" stroke=\"#262E38\" stroke-width=\"1\" stroke-linecap=\"round\" stroke-linejoin=\"round\" d=\"M14 177L5 186\" \/>\n  <path fill=\"none\" stroke=\"#262E38\" stroke-width=\"1\" stroke-linecap=\"round\" stroke-linejoin=\"round\" d=\"M108 5L99 14\" \/>\n  <path fill=\"none\" stroke=\"#262E38\" stroke-width=\"1\" stroke-linecap=\"round\" stroke-linejoin=\"round\" d=\"M14 14L5 5\" \/>\n  <path fill=\"none\" stroke=\"#262E38\" stroke-width=\"1\" stroke-linecap=\"round\" stroke-linejoin=\"round\" d=\"M108 186L99 177\" \/>\n  <path fill=\"none\" stroke=\"#262E38\" stroke-width=\"1\" stroke-linecap=\"round\" stroke-linejoin=\"round\" d=\"M99 14L108 5\" \/>\n  <path fill=\"none\" stroke=\"#262E38\" stroke-width=\"1\" stroke-linecap=\"round\" stroke-linejoin=\"round\" d=\"M5 186L14 177\" \/>\n  <path fill=\"none\" stroke=\"#262E38\" stroke-width=\"1\" stroke-linecap=\"round\" stroke-linejoin=\"round\" d=\"M99 177L108 186\" \/>\n  <path fill=\"#262E38\" d=\"M5 186L5 5L14 14L14 177L5 186Z\" \/>\n  <path fill=\"none\" stroke=\"black\" stroke-width=\"1\" stroke-miterlimit=\"10\" stroke-opacity=\"0\" d=\"M5 186L5 5L14 14L14 177L5 186Z\" \/>\n  <path fill=\"none\" stroke=\"black\" stroke-width=\"1\" stroke-linecap=\"round\" stroke-linejoin=\"round\" d=\"M5 186L5 5\" \/>\n  <path fill=\"none\" stroke=\"black\" stroke-width=\"1\" stroke-linecap=\"round\" stroke-linejoin=\"round\" d=\"M14 14L14 177\" \/>\n  <path fill=\"#262E38\" d=\"M5 5L108 5L99 14L14 14L5 5Z\" \/>\n  <path fill=\"none\" stroke=\"black\" stroke-width=\"1\" stroke-miterlimit=\"10\" stroke-opacity=\"0\" d=\"M5 5L108 5L99 14L14 14L5 5Z\" \/>\n  <path fill=\"none\" stroke=\"black\" stroke-width=\"1\" stroke-linecap=\"round\" stroke-linejoin=\"round\" d=\"M5 5L108 5\" \/>\n  <path fill=\"none\" stroke=\"black\" stroke-width=\"1\" stroke-linecap=\"round\" stroke-linejoin=\"round\" d=\"M99 14L14 14\" \/>\n  <path fill=\"#262E38\" d=\"M108 5L108 186L99 177L99 14L108 5Z\" \/>\n  <path fill=\"none\" stroke=\"black\" stroke-width=\"1\" stroke-miterlimit=\"10\" stroke-opacity=\"0\" d=\"M108 5L108 186L99 177L99 14L108 5Z\" \/>\n  <path fill=\"none\" stroke=\"black\" stroke-width=\"1\" stroke-linecap=\"round\" stroke-linejoin=\"round\" d=\"M108 5L108 186\" \/>\n  <path fill=\"none\" stroke=\"black\" stroke-width=\"1\" stroke-linecap=\"round\" stroke-linejoin=\"round\" d=\"M99 177L99 14\" \/>\n  <path fill=\"#262E38\" d=\"M108 186L5 186L14 177L99 177L108 186Z\" \/>\n  <path fill=\"none\" stroke=\"black\" stroke-width=\"1\" stroke-miterlimit=\"10\" stroke-opacity=\"0\" d=\"M108 186L5 186L14 177L99 177L108 186Z\" \/>\n  <path fill=\"none\" stroke=\"black\" stroke-width=\"1\" stroke-linecap=\"round\" stroke-linejoin=\"round\" d=\"M108 186L5 186\" \/>\n  <path fill=\"none\" stroke=\"black\" stroke-width=\"1\" stroke-linecap=\"round\" stroke-linejoin=\"round\" d=\"M14 177L99 177\" \/>\n  <path fill=\"none\" stroke=\"black\" stroke-width=\"1\" stroke-linecap=\"round\" stroke-linejoin=\"round\" d=\"M108 5L5 96L108 186\" \/>\n  <path fill=\"none\" stroke=\"black\" stroke-width=\"1\" stroke-linecap=\"round\" stroke-linejoin=\"round\" d=\"M108 186L57 5L5 186\" \/>\n  <path fill=\"none\" stroke=\"black\" stroke-width=\"1\" stroke-linecap=\"round\" stroke-linejoin=\"round\" d=\"M0 212L113 212\" \/>\n  <path fill=\"none\" stroke=\"black\" stroke-width=\"1\" stroke-linecap=\"round\" stroke-linejoin=\"round\" d=\"M0 197L0 217\" \/>\n  <path d=\"M1 212L4 209L4 215L1 212Z\" \/>\n  <path fill=\"none\" stroke=\"black\" stroke-width=\"1\" stroke-miterlimit=\"10\" d=\"M1 212L4 209L4 215L1 212Z\" \/>\n  <path fill=\"none\" stroke=\"black\" stroke-width=\"1\" stroke-linecap=\"round\" stroke-linejoin=\"round\" d=\"M113 197L113 217\" \/>\n  <path d=\"M112 212L109 209L109 215L112 212Z\" \/>\n  <path fill=\"none\" stroke=\"black\" stroke-width=\"1\" stroke-miterlimit=\"10\" d=\"M112 212L109 209L109 215L112 212Z\" \/>\n  <text font-size=\"12\" font-family=\"Arial\" x=\"46.826172, 53.5, 60.173828\" y=\"208.875\">\n\t\t\t800\n\t<\/text>\n  <path fill=\"none\" stroke=\"black\" stroke-width=\"1\" stroke-linecap=\"round\" stroke-linejoin=\"round\" d=\"M134 191L134 0\" \/>\n  <path fill=\"none\" stroke=\"black\" stroke-width=\"1\" stroke-linecap=\"round\" stroke-linejoin=\"round\" d=\"M119 191L139 191\" \/>\n  <path d=\"M134 190L137 187L131 187L134 190Z\" \/>\n  <path fill=\"none\" stroke=\"black\" stroke-width=\"1\" stroke-miterlimit=\"10\" d=\"M134 190L137 187L131 187L134 190Z\" \/>\n  <path fill=\"none\" stroke=\"black\" stroke-width=\"1\" stroke-linecap=\"round\" stroke-linejoin=\"round\" d=\"M119 0L139 0\" \/>\n  <path d=\"M134 1L137 4L131 4L134 1Z\" \/>\n  <path fill=\"none\" stroke=\"black\" stroke-width=\"1\" stroke-miterlimit=\"10\" d=\"M134 1L137 4L131 4L134 1Z\" \/>\n  <text transform=\"matrix(0 -1 1 0 29.8125 222.188)\" font-size=\"12\" font-family=\"Arial\" x=\"111.98926, 118.66309, 125.33691, 132.01074\" y=\"100.6875\">\n\t\t\t1350\n\t<\/text>\n<\/svg>","code":"4f312e090129407598f648e132d0a6caa1776e7593568d73042b37d289db8569.svg"},"printImage":{"type":"pngbase64","value":"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","code":"0df49678bad0c5bee892cded519256ed8b191992a19d7fc66cf6ac06f95ebd1b.png"},"originImage":null,"product":{"id":66741,"name":"Fen\u00eatre 1 vantail","code":"F1","dimensionTitle":"Type selon dormant","dimension1":{"label":"Hauteur","shortLabel":"Haut.","value":1350,"unit":"mm"},"dimension2":{"label":"Largeur","shortLabel":"Larg.","value":800,"unit":"mm"},"informations":["Performance thermique Uw=1,3 : Sw=0,51, TLw=0,62, Acoustique RA en dB(A)=31, Classement AEV=A4 \/ E600b\/V3b"],"descriptions":[],"optionDescriptions":[],"quantity":1,"quantityUnit":"","pseudoRangeName":"Menuiseries POP","pseudoRangeCode":"TONUS","purchaseBasePrice":368.5,"purchaseDefaultDiscount":50,"purchaseDefaultDiscount2":40,"purchaseDiscount":50,"purchaseDiscount2":40,"purchaseDefaultPrice":110.55,"purchasePrice":110.55,"securedPurchasePrice":110.55,"defaultSecuredPurchasePrice":110.55,"securityRate":0,"saleBasePrice":110.55,"saleCoefficient":1.5,"saleMargin":0,"saleDiscount":0,"saleDefaultPrice":165.83,"saleForcelessPrice":165.83,"salePrice":165.83,"range":{"name":"Menuiseries","code":"SIMPLE","descriptions":["Menuiserie PVC, 3 chambres, Double vitrage, Garantie de 5 ans sur l\u2019ensemble des profils, et les vitrages."]},"options":[{"id":45556,"name":"Gamme POP","pseudoRangeName":"Menuiseries POP","pseudoRangeCode":"TONUS","isNetPrice":false,"quantity":1,"saleBasePrice":0,"saleDefaultPrice":0,"saleForcelessPrice":null,"salePrice":0,"saleCoefficient":1.5,"saleMargin":null,"saleDiscount":null,"purchaseBasePrice":0,"purchaseDefaultPrice":0,"purchasePrice":0,"securedPurchasePrice":0,"defaultSecuredPurchasePrice":0,"securityRate":0,"purchaseDefaultDiscount":50,"purchaseDefaultDiscount2":40,"purchaseDiscount":50,"purchaseDiscount2":40},{"id":45554,"name":"Couleur de la menuiserie : Gris anthracite RAL 7016","pseudoRangeName":"Menuiseries POP","pseudoRangeCode":"TONUS","isNetPrice":false,"quantity":1,"saleBasePrice":22.11,"saleDefaultPrice":33.17,"saleForcelessPrice":null,"salePrice":33.17,"saleCoefficient":1.5,"saleMargin":null,"saleDiscount":null,"purchaseBasePrice":73.7,"purchaseDefaultPrice":22.11,"purchasePrice":22.11,"securedPurchasePrice":22.11,"defaultSecuredPurchasePrice":22.11,"securityRate":0,"purchaseDefaultDiscount":50,"purchaseDefaultDiscount2":40,"purchaseDiscount":50,"purchaseDiscount2":40},{"id":45558,"name":"Pose en applique int\u00e9rieure","pseudoRangeName":"Menuiseries POP","pseudoRangeCode":"TONUS","isNetPrice":false,"quantity":1,"saleBasePrice":0,"saleDefaultPrice":0,"saleForcelessPrice":null,"salePrice":0,"saleCoefficient":1.5,"saleMargin":null,"saleDiscount":null,"purchaseBasePrice":0,"purchaseDefaultPrice":0,"purchasePrice":0,"securedPurchasePrice":0,"defaultSecuredPurchasePrice":0,"securityRate":0,"purchaseDefaultDiscount":50,"purchaseDefaultDiscount2":40,"purchaseDiscount":50,"purchaseDiscount2":40},{"id":45559,"name":"Dimensions tableau","pseudoRangeName":"Menuiseries POP","pseudoRangeCode":"TONUS","isNetPrice":false,"quantity":1,"saleBasePrice":0,"saleDefaultPrice":0,"saleForcelessPrice":null,"salePrice":0,"saleCoefficient":1.5,"saleMargin":null,"saleDiscount":null,"purchaseBasePrice":0,"purchaseDefaultPrice":0,"purchasePrice":0,"securedPurchasePrice":0,"defaultSecuredPurchasePrice":0,"securityRate":0,"purchaseDefaultDiscount":50,"purchaseDefaultDiscount2":40,"purchaseDiscount":50,"purchaseDiscount2":40},{"id":45557,"name":"Dormant de 60 mm","pseudoRangeName":"Menuiseries POP","pseudoRangeCode":"TONUS","isNetPrice":false,"quantity":1,"saleBasePrice":0,"saleDefaultPrice":0,"saleForcelessPrice":null,"salePrice":0,"saleCoefficient":1.5,"saleMargin":null,"saleDiscount":null,"purchaseBasePrice":0,"purchaseDefaultPrice":0,"purchasePrice":0,"securedPurchasePrice":0,"defaultSecuredPurchasePrice":0,"securityRate":0,"purchaseDefaultDiscount":50,"purchaseDefaultDiscount2":40,"purchaseDiscount":50,"purchaseDiscount2":40},{"id":45561,"name":"Appui standard","pseudoRangeName":"Menuiseries POP","pseudoRangeCode":"TONUS","isNetPrice":false,"quantity":1,"saleBasePrice":0,"saleDefaultPrice":0,"saleForcelessPrice":null,"salePrice":0,"saleCoefficient":1.5,"saleMargin":null,"saleDiscount":null,"purchaseBasePrice":0,"purchaseDefaultPrice":0,"purchasePrice":0,"securedPurchasePrice":0,"defaultSecuredPurchasePrice":0,"securityRate":0,"purchaseDefaultDiscount":50,"purchaseDefaultDiscount2":40,"purchaseDiscount":50,"purchaseDiscount2":40},{"id":45564,"name":"Droite tirant (vue int\u00e9rieure)","pseudoRangeName":"Menuiseries POP","pseudoRangeCode":"TONUS","isNetPrice":false,"quantity":1,"saleBasePrice":0,"saleDefaultPrice":0,"saleForcelessPrice":null,"salePrice":0,"saleCoefficient":1.5,"saleMargin":null,"saleDiscount":null,"purchaseBasePrice":0,"purchaseDefaultPrice":0,"purchasePrice":0,"securedPurchasePrice":0,"defaultSecuredPurchasePrice":0,"securityRate":0,"purchaseDefaultDiscount":50,"purchaseDefaultDiscount2":40,"purchaseDiscount":50,"purchaseDiscount2":40},{"id":45565,"name":"1 vantail oscillo-battant","pseudoRangeName":"Menuiseries POP","pseudoRangeCode":"TONUS","isNetPrice":false,"quantity":1,"saleBasePrice":0,"saleDefaultPrice":0,"saleForcelessPrice":null,"salePrice":0,"saleCoefficient":1.5,"saleMargin":null,"saleDiscount":null,"purchaseBasePrice":0,"purchaseDefaultPrice":0,"purchasePrice":0,"securedPurchasePrice":0,"defaultSecuredPurchasePrice":0,"securityRate":0,"purchaseDefaultDiscount":50,"purchaseDefaultDiscount2":40,"purchaseDiscount":50,"purchaseDiscount2":40},{"id":45566,"name":"Double vitrage VIR 4\/16 Warm Edge + argon\/4","pseudoRangeName":"Menuiseries POP","pseudoRangeCode":"TONUS","isNetPrice":false,"quantity":1,"saleBasePrice":0,"saleDefaultPrice":0,"saleForcelessPrice":null,"salePrice":0,"saleCoefficient":1.5,"saleMargin":null,"saleDiscount":null,"purchaseBasePrice":0,"purchaseDefaultPrice":0,"purchasePrice":0,"securedPurchasePrice":0,"defaultSecuredPurchasePrice":0,"securityRate":0,"purchaseDefaultDiscount":50,"purchaseDefaultDiscount2":40,"purchaseDiscount":50,"purchaseDiscount2":40},{"id":45576,"name":"Poign\u00e9e classique titane","pseudoRangeName":"Menuiseries POP","pseudoRangeCode":"TONUS","isNetPrice":false,"quantity":1,"saleBasePrice":0,"saleDefaultPrice":0,"saleForcelessPrice":null,"salePrice":0,"saleCoefficient":1.5,"saleMargin":null,"saleDiscount":null,"purchaseBasePrice":0,"purchaseDefaultPrice":0,"purchasePrice":0,"securedPurchasePrice":0,"defaultSecuredPurchasePrice":0,"securityRate":0,"purchaseDefaultDiscount":50,"purchaseDefaultDiscount2":40,"purchaseDiscount":50,"purchaseDiscount2":40},{"id":45586,"name":"Hauteur d'all\u00e8ge ma\u00e7onnerie = 100mm","pseudoRangeName":"Menuiseries POP","pseudoRangeCode":"TONUS","isNetPrice":false,"quantity":1,"saleBasePrice":0,"saleDefaultPrice":0,"saleForcelessPrice":null,"salePrice":0,"saleCoefficient":1.5,"saleMargin":null,"saleDiscount":null,"purchaseBasePrice":0,"purchaseDefaultPrice":0,"purchasePrice":0,"securedPurchasePrice":0,"defaultSecuredPurchasePrice":0,"securityRate":0,"purchaseDefaultDiscount":50,"purchaseDefaultDiscount2":40,"purchaseDiscount":50,"purchaseDiscount2":40},{"id":45589,"name":"Hauteur de poign\u00e9e standard","pseudoRangeName":"Menuiseries POP","pseudoRangeCode":"TONUS","isNetPrice":false,"quantity":1,"saleBasePrice":0,"saleDefaultPrice":0,"saleForcelessPrice":null,"salePrice":0,"saleCoefficient":1.5,"saleMargin":null,"saleDiscount":null,"purchaseBasePrice":0,"purchaseDefaultPrice":0,"purchasePrice":0,"securedPurchasePrice":0,"defaultSecuredPurchasePrice":0,"securityRate":0,"purchaseDefaultDiscount":50,"purchaseDefaultDiscount2":40,"purchaseDiscount":50,"purchaseDiscount2":40},{"id":45592,"name":"Parclose quart de rond","pseudoRangeName":"Menuiseries POP","pseudoRangeCode":"TONUS","isNetPrice":false,"quantity":1,"saleBasePrice":0,"saleDefaultPrice":0,"saleForcelessPrice":null,"salePrice":0,"saleCoefficient":1.5,"saleMargin":null,"saleDiscount":null,"purchaseBasePrice":0,"purchaseDefaultPrice":0,"purchasePrice":0,"securedPurchasePrice":0,"defaultSecuredPurchasePrice":0,"securityRate":0,"purchaseDefaultDiscount":50,"purchaseDefaultDiscount2":40,"purchaseDiscount":50,"purchaseDiscount2":40}],"composite":null},"pricer":{"name":"MENUISERIES PVC","version":"2024","pricerLabel":"BOBBY - MENUISERIES PVC","pricerVersionLabel":"BOBBY - MENUISERIES PVC 2024","versionId":248},"supplier":{"name":"BOBBY","address":"Zone Industrielle","addressComplement":"Rue Principale","zipCode":"99000","city":"EXEMPLE","country":"","phoneNumber":"00 01 02 03 04","faxNumber":"00 01 02 03 04","mobilePhone":"","email":"","description":null,"logo":null},"cultureName":"fr-FR","currency":"EUR","isDemoQuote":false,"supplierUserId":152,"indirectMode":false,"location":null,"observations":{"customer":null,"supplier":null},"elciaInternal":null,"elciaInternalCodification":{"supplierCode":"2031","pricerCode":"001","familyCode":"001"},"pricing":{"totalPurchaseBasePrice":442.2,"totalPurchaseDefaultPrice":132.66,"totalPurchasePrice":132.66,"totalPurchasePriceWithEcoParts":132.66,"totalSecuredPurchasePrice":132.66,"totalDefaultSecuredPurchasePrice":132.66,"totalSaleBasePrice":132.66,"totalSaleDefaultPrice":198.99,"totalSaleForcelessPrice":198.99,"totalSalePrice":198.99,"saleUnitPrice":198.99,"totalExclTax":198.99,"totalInclTax":238.79,"saleCustomerDiscount":0,"saleCustomerDiscountPercentage":null,"vatRate":20,"ecoPartREP":null,"ecoPartDEEE":null,"isEcoPartREPIncludedInBasePrice":false,"isEcoPartDEEEIncludedInBasePrice":false,"ecoTax":null,"pseudoRangePricings":[{"pricerVersionId":248,"rangeName":"Menuiseries","rangeCode":"SIMPLE","pseudoRangeName":"Menuiseries POP","pseudoRangeCode":"TONUS","subTotalPurchaseBasePrice":442.2,"subTotalPurchaseDefaultPrice":132.66,"subTotalPurchasePrice":132.66,"subTotalSecuredPurchasePrice":132.66,"subTotalDefaultSecuredPurchasePrice":132.66,"subTotalSaleBasePrice":132.66,"subTotalSaleDefaultPrice":199,"subTotalSaleForcelessPrice":165.83,"subTotalSalePrice":198.99,"purchaseDefaultDiscount":50,"purchaseDefaultDiscount2":40,"purchaseDiscount":50,"purchaseDiscount2":40,"saleDiscount":0,"saleCoefficient":1.5,"saleMargin":0,"securityRate":0},{"pricerVersionId":248,"rangeName":"Menuiseries","rangeCode":"SIMPLE","pseudoRangeName":"Volets Roulants","pseudoRangeCode":"R-VR","subTotalPurchaseBasePrice":0,"subTotalPurchaseDefaultPrice":0,"subTotalPurchasePrice":0,"subTotalSecuredPurchasePrice":0,"subTotalDefaultSecuredPurchasePrice":0,"subTotalSaleBasePrice":0,"subTotalSaleDefaultPrice":0,"subTotalSaleForcelessPrice":0,"subTotalSalePrice":0,"purchaseDefaultDiscount":50,"purchaseDefaultDiscount2":40,"purchaseDiscount":50,"purchaseDiscount2":40,"saleDiscount":0,"saleCoefficient":1.5,"saleMargin":0,"securityRate":0}],"netPricing":null,"margin":{"unit":66.33,"total":66.33,"percentage":33.33}}}