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Schweißgeräte und vieles mehr

dump:

0 (array):

product (array):

id = '14499'
productMainId = '4808'
ean = '4051629123515'
vendorProductId = '097-003451-20012'
manufacturerProductId = 'muss nachgepflegt werden'
manufacturerId = null
productSearchId = null
stock = '86'
stockBehaviour = '1'
stockView = '0'
stockViewText = null
dateCreated = '2024-05-15 15:06:51'
dateModified = null
public = '1'
active = '1'
deleted = '0'
packagingAmount = '500'
packagingUnit = 'sp'
priceAmount = '100'
priceUnit = 'kg'
forcePrice = '0'
priority = '0'
validFrom = null
validTo = null
hidden = '0'
notSellable = '0'
externalId = '74001'

productText (array):

id = '21227'
productId = '14499'
languageId = '1'
nameShort = 'SW 70S G4'
name = 'SW 70S G4 5.0kg/Spule 1.2mm'
description = '<ul class="description_list"><li class="first-item">Unlegierte Massivdrahtelektrode</li><li>Verkupfert, lagengespult</li><li>Spritzerarm durch hohe chemische Reinheit</li><li>Geringe Verunreinigung des Zuführsystems</li><li>CTOD getestetes Schweißgut</li><li class="last-item">Industrie-, Handwerk- und Reparaturbetriebe sowie Schiffbau</li></ul>'
descriptionShort = '<p>Unlegierte Massivdrahtelektrode</p><p>Verkupfert, lagengespult</p>'
deliveryScope = null

isSellable = true
productStock (object: ProductStockModel):

(private) redLimit = null
(private) yellowLimit = null
(private) product (object: ProductEntity):

(private) id = '14499'
(private) productMainId = '4808'
(private) ean = '4051629123515'
(private) vendorProductId = '097-003451-20012'
(private) manufacturerProductId = 'muss nachgepflegt werden'
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '86'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2024-05-15 15:06:51'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '500'
(private) packagingUnit = 'sp'
(private) priceAmount = '100'
(private) priceUnit = 'kg'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '74001'
(private) seoldInstance = null

(private) behaviour = null
(private) showOption = null
(private) showOptionText = null
(private) stock = null

productPrice = 8.9499999999999993
productTax = '19'
productPriceGross = 10.650499999999999
productCurrency = 0
productPriceForAmount = 8.9499999999999993
manufacturer (array):

name = ''

productQuantityUnit = 'sp'
mime (array):

0 (object: MimeEntity):

(private) id = '18688'
(private) parentId = null
(private) uri = 'IM0001993.jpg'
(private) type = 'Produktbild'
(private) usage = null
(private) mimeType = 'image/jpeg'
(private) width = '800'
(private) height = '600'
(private) size = null
(private) version = null
(private) externalId = '0A42852'
(private) languageId = null
(private) yBaseoldInstance = null

1 (object: MimeEntity):

(private) id = '18691'
(private) parentId = null
(private) uri = 'IM0000495thszw.jpg'
(private) type = 'adInfo'
(private) usage = null
(private) mimeType = 'image/jpeg'
(private) width = '80'
(private) height = '80'
(private) size = null
(private) version = null
(private) externalId = '0A30778thszw'
(private) languageId = null
(private) yBaseoldInstance = null

attributes (array):

47 (array):

name = 'DINnorm'
value = 'DIN EN ISO 14341-A - G 46 2 C1 4 Si1 / G 46 4 M21 4 Si1'
unit = null
attributeId = '47'
attributeValueId = '10838526'
productAttributeId = '515766540'

576 (array):

name = 'Hauptschweißverfahren'
value = 'drive'
unit = null
attributeId = '576'
attributeValueId = '7984097'
productAttributeId = '515766561'

53 (array):

52 (array):

name = 'AWSnorm'
value = 'AWS A-5.18 - ER 70S-6'
unit = null
attributeId = '52'
attributeValueId = '10838527'
productAttributeId = '515766541'

577 (array):

name = 'Schweißverfahren'
value = 'DC+'
unit = null
attributeId = '577'
attributeValueId = '8374123'
productAttributeId = '515766562'

54 (array):

name = 'zulassung'
value = 'TÜV / DB / GL / LR'
unit = null
attributeId = '54'
attributeValueId = '10745'
productAttributeId = '515766573'

productPriceCollection (array):

0 (array):

type = 'date'
quantity = '0'
validFrom = '2024-03-22 00:00:00'
validTo = null
price = 8.9499999999999993
tax = 19.0
taxTotal = 1.7004999999999999
total = 10.650499999999999

1 (array):

type = 'date'
quantity = '0'
validFrom = '2022-03-11 00:00:00'
validTo = null
price = 22.100000000000001
tax = 19.0
taxTotal = 4.1990000000000007
total = 26.299000000000003

productName = 'SW 70S G4'
produktbezeichnung = 'Unlegierte Massivdrahtelektrode'
price = 8.9499999999999993
currencySign = '€'
ewmPriceSurcharge = '0,00 €'
recommendedAccessories (array):

0 = null

filterAttributes (array):

14499 (array):

name = 'lblVariantenwahl:'
values (array):

14499 = '1.2 mm, S200'
14500 = '0.8 mm, B300'
14507 = '1.6 mm, B300'

hasSpareParts = '0'
ewmVariants (array):

0 (array):

productPrice = 8.9499999999999993
productPriceGross = 10.650499999999999
id = '14499'

1 (array):

productPrice = 21.899999999999999
productPriceGross = 26.061
id = '14500'

2 (array):

productPrice = 80.819999999999993
productPriceGross = 96.175799999999995
id = '14507'

ewmLowestPriceGross = 10.650499999999999
ewmLowestPrice = 8.9499999999999993
ewmLowestPricePackagingUnit = 'sp'
ewmLowestPricePackagingAmount = '500'
avshop = 'AVSHOP'
listprice = '24.55'
ewmRabattgruppe = 'Z3'
ewmQuantityPriceCollection (array):

0 (array):

quantity = '0'
price = 8.9499999999999993
tax = '19'
taxTotal = 1.7004999999999999
total = 10.650499999999999

ewmStock = '86'
ewmStockColor = '<span class="green"></span>  auf Lager'
vmMime (array):

0 (object: MimeEntity):

1 (object: MimeEntity):

blocks (array):

PT_TD_lang (array):

0 = '<table class="detail_table"><tbody><tr><td class="td1">Normen</td><td>DIN EN ISO 14341-A - G 46 2 C1 4 Si1 / G 46 4 M21 4 Si1</td></tr><tr><td class="td1"/><td>AWS A-5.18 - ER 70S-6</td></tr><tr><td class="td1">Werkstoffnummer</td><td>1.5130</td></tr><tr><td class="td1">Schweißpositionen</td><td>PA / PB / PC / PD / PE / PF / PG</td></tr><tr><td class="td1">Polarität</td><td>DC+</td></tr><tr><td class="td1">Ø</td><td>1.2 mm</td></tr><tr><td class="td1">Chemische Zusammensetzung (in %)</td><td>C : 0.08 %Si : 1 %Mn : 1.7 %P : 0.02 %S : 0.015 %</td></tr><tr><td class="td1">Schutzgas</td><td>C1 / M21 / M20 - M33</td></tr><tr><td class="td1">Zugfestigkeit, Rm</td><td>530 J - 680 MPa</td></tr><tr><td class="td1">Dehnung, A5</td><td>≥20 %</td></tr><tr><td class="td1">Kerbschlagarbeit, Av</td><td>-40 °C / ≥47 J</td></tr><tr><td class="td1">Zulassungen</td><td>TÜV / DB / GL / LR</td></tr><tr><td class="td1">Gebinde</td><td>S200</td></tr><tr><td class="td1">Grundwerkstoffe</td><td>S185 - S355G1 | S255N - S355N | P255NH - P355NH | P235GH - P285NH | P235 - P355T2 | 20MnNb6 | L210 - L360N / Schiffbaustähle A,B,D,E</td></tr></tbody></table>'
1 = '<table class="detail_table"><tbody><tr><td class="td1">Normen</td><td>DIN EN ISO 14341-A - G 46 2 C1 4 Si1 / G 46 4 M21 4 Si1</td></tr><tr><td class="td1"/><td>AWS A-5.18 - ER 70S-6</td></tr><tr><td class="td1">Werkstoffnummer</td><td>1.5130</td></tr><tr><td class="td1">Schweißpositionen</td><td>PA / PB / PC / PD / PE / PF / PG</td></tr><tr><td class="td1">Polarität</td><td>DC+</td></tr><tr><td class="td1">Ø</td><td>0.8 mm</td></tr><tr><td class="td1">Chemische Zusammensetzung (in %)</td><td>C : 0.08 %Si : 1 %Mn : 1.7 %P : 0.02 %S : 0.015 %</td></tr><tr><td class="td1">Schutzgas</td><td>C1 / M21 / M20 - M33</td></tr><tr><td class="td1">Zugfestigkeit, Rm</td><td>530 J - 680 MPa</td></tr><tr><td class="td1">Dehnung, A5</td><td>≥20 %</td></tr><tr><td class="td1">Kerbschlagarbeit, Av</td><td>-40 °C / ≥47 J</td></tr><tr><td class="td1">Zulassungen</td><td>TÜV / DB / GL / LR</td></tr><tr><td class="td1">Gebinde</td><td>B300</td></tr><tr><td class="td1">Grundwerkstoffe</td><td>S185 - S355G1 | S255N - S355N | P255NH - P355NH | P235GH - P285NH | P235 - P355T2 | 20MnNb6 | L210 - L360N / Schiffbaustähle A,B,D,E</td></tr></tbody></table>'
2 = '<table class="detail_table"><tbody><tr><td class="td1">Normen</td><td>DIN EN ISO 14341-A - G 46 2 C1 4 Si1 / G 46 4 M21 4 Si1</td></tr><tr><td class="td1"/><td>AWS A-5.18 - ER 70S-6</td></tr><tr><td class="td1">Werkstoffnummer</td><td>1.5130</td></tr><tr><td class="td1">Schweißpositionen</td><td>PA / PB / PC / PD / PE / PF / PG</td></tr><tr><td class="td1">Polarität</td><td>DC+</td></tr><tr><td class="td1">Ø</td><td>1.6 mm</td></tr><tr><td class="td1">Chemische Zusammensetzung (in %)</td><td>C : 0.08 %Si : 1 %Mn : 1.7 %P : 0.02 %S : 0.015 %</td></tr><tr><td class="td1">Schutzgas</td><td>C1 / M21 / M20 - M33</td></tr><tr><td class="td1">Zugfestigkeit, Rm</td><td>530 J - 680 MPa</td></tr><tr><td class="td1">Dehnung, A5</td><td>≥20 %</td></tr><tr><td class="td1">Kerbschlagarbeit, Av</td><td>-40 °C / ≥47 J</td></tr><tr><td class="td1">Zulassungen</td><td>TÜV / DB / GL / LR</td></tr><tr><td class="td1">Gebinde</td><td>B300</td></tr><tr><td class="td1">Grundwerkstoffe</td><td>S185 - S355G1 | S255N - S355N | P255NH - P355NH | P235GH - P285NH | P235 - P355T2 | 20MnNb6 | L210 - L360N / Schiffbaustähle A,B,D,E</td></tr></tbody></table>'

PT_TD_Vergl (array):

0 = '{"Normen": "DIN EN ISO 14341-A - G 46 2 C1 4 Si1 / G 46 4 M21 4 Si1","": "AWS A-5.18 - ER 70S-6","Werkstoffnummer": "1.5130","Schweißpositionen": "PA / PB / PC / PD / PE / PF / PG","Polarität": "DC+","Ø": "1.2 mm","Chemische Zusammensetzung (in %)": "C : 0.08 %Si : 1 %Mn : 1.7 %P : 0.02 %S : 0.015 %","Schutzgas": "C1 / M21 / M20 - M33","Zugfestigkeit, Rm": "530 J - 680 MPa","Dehnung, A5": "≥20 %","Kerbschlagarbeit, Av": "-40 °C / ≥47 J","Zulassungen": "TÜV / DB / GL / LR","Gebinde": "S200","Grundwerkstoffe": "S185 - S355G1 | S255N - S355N | P255NH - P355NH | P235GH - P285NH | P235 - P355T2 | 20MnNb6 | L210 - L360N / Schiffbaustähle A,B,D,E"}'
1 = '{"Normen": "DIN EN ISO 14341-A - G 46 2 C1 4 Si1 / G 46 4 M21 4 Si1","": "AWS A-5.18 - ER 70S-6","Werkstoffnummer": "1.5130","Schweißpositionen": "PA / PB / PC / PD / PE / PF / PG","Polarität": "DC+","Ø": "0.8 mm","Chemische Zusammensetzung (in %)": "C : 0.08 %Si : 1 %Mn : 1.7 %P : 0.02 %S : 0.015 %","Schutzgas": "C1 / M21 / M20 - M33","Zugfestigkeit, Rm": "530 J - 680 MPa","Dehnung, A5": "≥20 %","Kerbschlagarbeit, Av": "-40 °C / ≥47 J","Zulassungen": "TÜV / DB / GL / LR","Gebinde": "B300","Grundwerkstoffe": "S185 - S355G1 | S255N - S355N | P255NH - P355NH | P235GH - P285NH | P235 - P355T2 | 20MnNb6 | L210 - L360N / Schiffbaustähle A,B,D,E"}'
2 = '{"Normen": "DIN EN ISO 14341-A - G 46 2 C1 4 Si1 / G 46 4 M21 4 Si1","": "AWS A-5.18 - ER 70S-6","Werkstoffnummer": "1.5130","Schweißpositionen": "PA / PB / PC / PD / PE / PF / PG","Polarität": "DC+","Ø": "1.6 mm","Chemische Zusammensetzung (in %)": "C : 0.08 %Si : 1 %Mn : 1.7 %P : 0.02 %S : 0.015 %","Schutzgas": "C1 / M21 / M20 - M33","Zugfestigkeit, Rm": "530 J - 680 MPa","Dehnung, A5": "≥20 %","Kerbschlagarbeit, Av": "-40 °C / ≥47 J","Zulassungen": "TÜV / DB / GL / LR","Gebinde": "B300","Grundwerkstoffe": "S185 - S355G1 | S255N - S355N | P255NH - P355NH | P235GH - P285NH | P235 - P355T2 | 20MnNb6 | L210 - L360N / Schiffbaustähle A,B,D,E"}'

innoWeld (array):

0 = '<p/>'
1 = '<p/>'
2 = '<p/>'

Einsatzgebiete (array):

0 = null
1 = null
2 = null

vmAttributes (array):

47 (array):

name = 'DINnorm'
unit = null
values (array):

0 = 'DIN EN ISO 14341-A - G 46 2 C1 4 Si1 / G 46 4 M21 4 Si1'

52 (array):

name = 'AWSnorm'
unit = null
values (array):

0 = 'AWS A-5.18 - ER 70S-6'

43 (array):

name = 'durchmesser'
unit = null
values (array):

0 = '1.2 mm'

53 (array):

name = 'werkstoffe'
unit = null
values (array):

54 (array):

name = 'zulassung'
unit = null
values (array):

0 = 'TÜV / DB / GL / LR'

576 (array):

name = 'Hauptschweißverfahren'
unit = null
values (array):

0 = 'drive'

577 (array):

name = 'Schweißverfahren'
unit = null
values (array):

0 = 'DC+'

vmCharacteristics (array):

1 (array):

product (array):

id = '134066'
productMainId = '4787'
ean = '4051629122440'
vendorProductId = '097-003528-40350'
manufacturerProductId = '12070403.23EW'
manufacturerId = null
productSearchId = null
stock = '63'
stockBehaviour = '1'
stockView = '0'
stockViewText = null
dateCreated = '2024-05-15 15:06:51'
dateModified = null
public = '1'
active = '1'
deleted = '0'
packagingAmount = '450'
packagingUnit = 'do'
priceAmount = '100'
priceUnit = 'kg'
forcePrice = '0'
priority = '2'
validFrom = null
validTo = null
hidden = '0'
notSellable = '0'
externalId = '140234'

productText (array):

id = '856010'
productId = '134066'
languageId = '1'
nameShort = 'SE 2209 Duplex'
name = 'SE 2209 Duplex 4.0x350mm'
description = '<ul class="description_list"><li class="first-item">Selbstlösende Schlacke, sehr geringe Spritzerneigung</li><li>Rutilumhüllte, hochlegierte Stabelektrode</li><li>Hervorragende Zünd- und Wiederzündeigenschaften</li><li>Für ferritisch-austenitische Cr-Ni-Mo-Stähle</li><li>Resistent gegen chloridhaltige Produkte und saure Gase</li><li>Einsatz in der Offshore-Technik z. B. im Rohrleitungsbau</li><li class="last-item">Maximale Betriebstemperatur des Endprodukts: 250 °C</li></ul>'
descriptionShort = '<p>Selbstlösende Schlacke, sehr geringe Spritzerneigung</p><p>Rutilumhüllte, hochlegierte Stabelektrode</p>'
deliveryScope = null

isSellable = true
productStock (object: ProductStockModel):

(private) redLimit = null
(private) yellowLimit = null
(private) product (object: ProductEntity):

(private) id = '134066'
(private) productMainId = '4787'
(private) ean = '4051629122440'
(private) vendorProductId = '097-003528-40350'
(private) manufacturerProductId = '12070403.23EW'
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '63'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2024-05-15 15:06:51'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '450'
(private) packagingUnit = 'do'
(private) priceAmount = '100'
(private) priceUnit = 'kg'
(private) forcePrice = '0'
(private) priority = '2'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '140234'
(private) seoldInstance = null

(private) behaviour = null
(private) showOption = null
(private) showOptionText = null
(private) stock = null

productPrice = 82.079999999999998
productTax = '19'
productPriceGross = 97.675200000000004
productCurrency = 0
productPriceForAmount = 82.079999999999998
manufacturer (array):

name = ''

productQuantityUnit = 'do'
mime (array):

0 (object: MimeEntity):

(private) id = '270725'
(private) parentId = null
(private) uri = 'IM0099082.jpg'
(private) type = 'Produktbild'
(private) usage = null
(private) mimeType = 'image/jpeg'
(private) width = '800'
(private) height = '600'
(private) size = null
(private) version = null
(private) externalId = '0A4274755'
(private) languageId = null
(private) yBaseoldInstance = null

1 (object: MimeEntity):

(private) id = '18388'
(private) parentId = null
(private) uri = 'IM0001989thszw.jpg'
(private) type = 'adInfo'
(private) usage = null
(private) mimeType = 'image/jpeg'
(private) width = '80'
(private) height = '80'
(private) size = null
(private) version = null
(private) externalId = '0A42840thszw'
(private) languageId = null
(private) yBaseoldInstance = null

attributes (array):

47 (array):

name = 'DINnorm'
value = 'DIN EN ISO 3581-A - E 22 9 3 N LR 32'
unit = null
attributeId = '47'
attributeValueId = '11727426'
productAttributeId = '515761030'

576 (array):

name = 'Hauptschweißverfahren'
value = 'drive'
unit = null
attributeId = '576'
attributeValueId = '7984097'
productAttributeId = '515761037'

53 (array):

name = 'werkstoffe'
value = '1.4362, 1.4462 / Hoch korrosionsbeständige Stähle gleicher oder ähnlicher Zusammensetzung'
unit = null
attributeId = '53'
attributeValueId = '11727427'
productAttributeId = '515761047'

52 (array):

name = 'AWSnorm'
value = 'AWS A-5.4 - E 2209 L-16'
unit = null
attributeId = '52'
attributeValueId = '10838626'
productAttributeId = '515761031'

577 (array):

name = 'Schweißverfahren'
value = 'DC-/+'
unit = null
attributeId = '577'
attributeValueId = '8065974'
productAttributeId = '515761038'

productPriceCollection (array):

0 (array):

type = 'date'
quantity = '0'
validFrom = '2024-03-22 00:00:00'
validTo = null
price = 61.965000000000003
tax = 19.0
taxTotal = 11.773350000000001
total = 73.738349999999997

1 (array):

type = 'date'
quantity = '0'
validFrom = '2022-03-11 00:00:00'
validTo = null
price = 377.81999999999999
tax = 19.0
taxTotal = 71.785799999999995
total = 449.60579999999999

productName = 'SE 2209 Duplex'
produktbezeichnung = 'Hochlegierte Stabelektrode'
price = 82.079999999999998
currencySign = '€'
ewmPriceSurcharge = '20,12 €'
recommendedAccessories (array):

0 = null

filterAttributes (array):

134066 (array):

name = 'lblVariantenwahl:'
values (array):

14394 = '2.5 mm, 300 mm'
14395 = '3.25 mm, 350 mm'
134066 = '4 mm, 350 mm'

hasSpareParts = '0'
ewmVariants (array):

0 (array):

productPrice = 326.55999999999995
productPriceGross = 388.60639999999995
id = '14394'

1 (array):

productPrice = 349.19499999999999
productPriceGross = 415.54205000000002
id = '14395'

2 (array):

productPrice = 82.079999999999998
productPriceGross = 97.675200000000004
id = '134066'

ewmLowestPriceGross = 97.675200000000004
ewmLowestPrice = 82.079999999999998
ewmLowestPricePackagingUnit = 'do'
ewmLowestPricePackagingAmount = '450'
avshop = 'AVSHOP'
listprice = '439.92'
ewmRabattgruppe = 'Z2'
ewmQuantityPriceCollection (array):

0 (array):

quantity = '0'
price = 82.079999999999998
tax = '19'
taxTotal = 15.5952
total = 97.675200000000004

ewmStock = '63'
ewmStockColor = '<span class="green"></span>  auf Lager'
vmMime (array):

0 (object: MimeEntity):

1 (object: MimeEntity):

blocks (array):

PT_TD_lang (array):

0 = '<table class="detail_table"><tbody><tr><td class="td1">Normen</td><td>DIN EN ISO 3581-A - E 22 9 3 N LR 32</td></tr><tr><td class="td1"/><td>AWS A-5.4 - E 2209 L-16</td></tr><tr><td class="td1">Werkstoffnummer</td><td>1.4462</td></tr><tr><td class="td1">Umhüllungstyp</td><td>Rutil-Basisch</td></tr><tr><td class="td1">Schweißpositionen</td><td>PA / PB / PC / PD / PE / PF</td></tr><tr><td class="td1">Polarität</td><td>DC-/+</td></tr><tr><td class="td1">Rücktrocknung</td><td>320 °C - 2 h</td></tr><tr><td class="td1">Ø</td><td>2.5 mm</td></tr><tr><td class="td1">Chemische Zusammensetzung (in %)</td><td>C : 0.04 %Si : 1 %Mn : 0.6 %Cr : 22.5 %Ni : 9 %Mo : 3 %N : 0.2 %Fe : 999 -</td></tr><tr><td class="td1">Zugfestigkeit, Rm</td><td>550 MPa</td></tr><tr><td class="td1">Dehnung, A5</td><td>20 %</td></tr><tr><td class="td1">Kerbschlagarbeit, Av</td><td>20 °C / 40 J</td></tr><tr><td class="td1">Gebinde</td><td>Dose</td></tr><tr><td class="td1">Länge</td><td>300 mm</td></tr><tr><td class="td1">Grundwerkstoffe</td><td>1.4362, 1.4462 / Hoch korrosionsbeständige Stähle gleicher oder ähnlicher Zusammensetzung</td></tr></tbody></table>'
1 = '<table class="detail_table"><tbody><tr><td class="td1">Normen</td><td>DIN EN ISO 3581-A - E 22 9 3 N LR 32</td></tr><tr><td class="td1"/><td>AWS A-5.4 - E 2209 L-16</td></tr><tr><td class="td1">Werkstoffnummer</td><td>1.4462</td></tr><tr><td class="td1">Umhüllungstyp</td><td>Rutil-Basisch</td></tr><tr><td class="td1">Schweißpositionen</td><td>PA / PB / PC / PD / PE / PF</td></tr><tr><td class="td1">Polarität</td><td>DC-/+</td></tr><tr><td class="td1">Rücktrocknung</td><td>320 °C - 2 h</td></tr><tr><td class="td1">Ø</td><td>3.25 mm</td></tr><tr><td class="td1">Chemische Zusammensetzung (in %)</td><td>C : 0.04 %Si : 1 %Mn : 0.6 %Cr : 22.5 %Ni : 9 %Mo : 3 %N : 0.2 %Fe : 999 -</td></tr><tr><td class="td1">Zugfestigkeit, Rm</td><td>550 MPa</td></tr><tr><td class="td1">Dehnung, A5</td><td>20 %</td></tr><tr><td class="td1">Kerbschlagarbeit, Av</td><td>20 °C / 40 J</td></tr><tr><td class="td1">Gebinde</td><td>Dose</td></tr><tr><td class="td1">Länge</td><td>350 mm</td></tr><tr><td class="td1">Grundwerkstoffe</td><td>1.4362, 1.4462 / Hoch korrosionsbeständige Stähle gleicher oder ähnlicher Zusammensetzung</td></tr></tbody></table>'
2 = '<table class="detail_table"><tbody><tr><td class="td1">Normen</td><td>DIN EN ISO 3581-A - E 22 9 3 N LR 32</td></tr><tr><td class="td1"/><td>AWS A-5.4 - E 2209 L-16</td></tr><tr><td class="td1">Werkstoffnummer</td><td>1.4462</td></tr><tr><td class="td1">Umhüllungstyp</td><td>Rutil-Basisch</td></tr><tr><td class="td1">Schweißpositionen</td><td>PA / PB / PC / PD / PE / PF</td></tr><tr><td class="td1">Polarität</td><td>DC-/+</td></tr><tr><td class="td1">Rücktrocknung</td><td>320 °C - 2 h</td></tr><tr><td class="td1">Ø</td><td>4 mm</td></tr><tr><td class="td1">Chemische Zusammensetzung (in %)</td><td>C : 0.04 %Si : 1 %Mn : 0.6 %Cr : 22.5 %Ni : 9 %Mo : 3 %N : 0.2 %Fe : 999 -</td></tr><tr><td class="td1">Zugfestigkeit, Rm</td><td>550 MPa</td></tr><tr><td class="td1">Dehnung, A5</td><td>20 %</td></tr><tr><td class="td1">Kerbschlagarbeit, Av</td><td>20 °C / 40 J</td></tr><tr><td class="td1">Gebinde</td><td>Dose</td></tr><tr><td class="td1">Länge</td><td>350 mm</td></tr><tr><td class="td1">Grundwerkstoffe</td><td>1.4362, 1.4462 / Hoch korrosionsbeständige Stähle gleicher oder ähnlicher Zusammensetzung</td></tr></tbody></table>'

PT_TD_Vergl (array):

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2 = '{"Normen": "DIN EN ISO 3581-A - E 22 9 3 N LR 32","": "AWS A-5.4 - E 2209 L-16","Werkstoffnummer": "1.4462","Umhüllungstyp": "Rutil-Basisch","Schweißpositionen": "PA / PB / PC / PD / PE / PF","Polarität": "DC-/+","Rücktrocknung": "320 °C - 2 h","Ø": "4 mm","Chemische Zusammensetzung (in %)": "C : 0.04 %Si : 1 %Mn : 0.6 %Cr : 22.5 %Ni : 9 %Mo : 3 %N : 0.2 %Fe : 999 -","Zugfestigkeit, Rm": "550 MPa","Dehnung, A5": "20 %","Kerbschlagarbeit, Av": "20 °C / 40 J","Gebinde": "Dose","Länge": "350 mm","Grundwerkstoffe": "1.4362, 1.4462 / Hoch korrosionsbeständige Stähle gleicher oder ähnlicher Zusammensetzung"}'

innoWeld (array):

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vmAttributes (array):

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values (array):

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43 (array):

name = 'durchmesser'
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values (array):

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53 (array):

name = 'werkstoffe'
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values (array):

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49 (array):

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576 (array):

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values (array):

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577 (array):

name = 'Schweißverfahren'
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values (array):

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vmCharacteristics (array):

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product (array):

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productMainId = '110714'
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vendorProductId = '097-003564-30010'
manufacturerProductId = '91310310'
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productSearchId = null
stock = '96'
stockBehaviour = '1'
stockView = '0'
stockViewText = null
dateCreated = '2024-03-25 07:56:35'
dateModified = null
public = '1'
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priceUnit = 'kg'
forcePrice = '0'
priority = '0'
validFrom = null
validTo = null
hidden = '0'
notSellable = '0'
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productText (array):

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productId = '133844'
languageId = '1'
nameShort = 'SW 70S G4 Bronze'
name = 'SW 70S G4 Bronze Spule 1.0mm'
description = '<ul class="description_list"><li class="first-item">Unlegierte Massivdrahtelektrode</li><li>Verbronzt, lagengespult</li><li>Spritzerarm durch hohe chemische Reinheit</li><li>Geringe Verunreinigung des Zuführsystems</li><li class="last-item">Industrie-, Handwerk- und Reparaturbetriebe sowie Schiffbau</li></ul>'
descriptionShort = '<p>Unlegierte Massivdrahtelektrode</p>'
deliveryScope = null

isSellable = true
productStock (object: ProductStockModel):

(private) redLimit = null
(private) yellowLimit = null
(private) product (object: ProductEntity):

(private) id = '133844'
(private) productMainId = '110714'
(private) ean = null
(private) vendorProductId = '097-003564-30010'
(private) manufacturerProductId = '91310310'
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '96'
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(private) stockViewText = null
(private) dateCreated = '2024-03-25 07:56:35'
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(private) public = '1'
(private) active = '1'
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(private) packagingUnit = 'sp'
(private) priceAmount = '100'
(private) priceUnit = 'kg'
(private) forcePrice = '0'
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(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '487495'
(private) seoldInstance = null

(private) behaviour = null
(private) showOption = null
(private) showOptionText = null
(private) stock = null

productPrice = 21.899999999999999
productTax = '19'
productPriceGross = 26.061
productCurrency = 0
productPriceForAmount = 21.899999999999999
manufacturer (array):

name = ''

productQuantityUnit = 'sp'
mime (array):

0 (object: MimeEntity):

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(private) mimeType = 'image/jpeg'
(private) width = '800'
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(private) size = null
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1 (object: MimeEntity):

attributes (array):

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576 (array):

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attributeId = '576'
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52 (array):

name = 'AWSnorm'
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unit = null
attributeId = '52'
attributeValueId = '10838527'
productAttributeId = '485730995'

577 (array):

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value = 'DC+'
unit = null
attributeId = '577'
attributeValueId = '8374123'
productAttributeId = '485730999'

43 (array):

name = 'durchmesser'
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unit = null
attributeId = '43'
attributeValueId = '9501'
productAttributeId = '485730996'

productPriceCollection (array):

0 (array):

type = 'date'
quantity = '0'
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price = 21.899999999999999
tax = 19.0
taxTotal = 4.1609999999999996
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1 (array):

type = 'date'
quantity = '0'
validFrom = '2022-03-11 00:00:00'
validTo = null
price = 62.399999999999999
tax = 19.0
taxTotal = 11.856
total = 74.256

productName = 'SW 70S G4 Bronze'
produktbezeichnung = 'Unlegierte Massivdrahtelektrode'
price = 21.899999999999999
currencySign = '€'
ewmPriceSurcharge = '0,00 €'
recommendedAccessories (array):

0 = null

hasSpareParts = '0'
ewmVariants (array):

0 (array):

productPrice = 21.899999999999999
productPriceGross = 26.061
id = '133844'

ewmLowestPriceGross = 26.061
ewmLowestPrice = 21.899999999999999
ewmLowestPricePackagingUnit = 'sp'
ewmLowestPricePackagingAmount = '1500'
avshop = 'AVSHOP'
listprice = '69.3'
ewmRabattgruppe = 'Z3'
ewmQuantityPriceCollection (array):

0 (array):

quantity = '0'
price = 21.899999999999999
tax = '19'
taxTotal = 4.1609999999999996
total = 26.061

ewmStock = '96'
ewmStockColor = '<span class="green"></span>  auf Lager'
vmMime (array):

0 (object: MimeEntity):

1 (object: MimeEntity):

blocks (array):

PT_TD_lang (array):

0 = '<table class="detail_table"><tbody><tr><td class="td1">Normen</td><td>DIN EN ISO 14341-A - G46 4M/C G4Si1</td></tr><tr><td class="td1"/><td>AWS A-5.18 - ER 70S-6</td></tr><tr><td class="td1">Werkstoffnummer</td><td>1.5130</td></tr><tr><td class="td1">Schweißpositionen</td><td>PA / PB / PC / PE / PF / PG</td></tr><tr><td class="td1">Polarität</td><td>DC+</td></tr><tr><td class="td1">Ø</td><td>1 mm</td></tr><tr><td class="td1">Chemische Zusammensetzung (in %)</td><td>C : 0.08 %Si : 1 %Mn : 1.7 %P : <0.025 %S : <0.025 %</td></tr><tr><td class="td1">Schutzgas</td><td>C1 / M21 / M22 - M33</td></tr><tr><td class="td1">Streckgrenze</td><td>>460 MPa</td></tr><tr><td class="td1">Zugfestigkeit, Rm</td><td>530 MPa - 680 MPa</td></tr><tr><td class="td1">Dehnung, A5</td><td>>20 %</td></tr><tr><td class="td1">Kerbschlagarbeit, Av</td><td>-40 °C / >47 J</td></tr><tr><td class="td1">Gebinde</td><td>B300</td></tr><tr><td class="td1">Grundwerkstoffe</td><td>S185 - E335+CR | S235N - S355N | P255NH - P355NH | P235GH, P265GH | P295GH, P355GH | P235G1TH - P355T2 | L210 - L360GA | L240NB - L415NB | S235JRS2-S235J4S | S310G1S – S355G2S | GE200 – GE260</td></tr></tbody></table>'

PT_TD_Vergl (array):

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innoWeld (array):

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values (array):

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values (array):

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43 (array):

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vmCharacteristics (array):

3 (array):

product (array):

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stock = '41'
stockBehaviour = '1'
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dateCreated = '2023-03-15 09:27:30'
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productText (array):

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languageId = '1'
nameShort = 'UM 24 G'
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descriptionShort = '<p>Gasgekühlter Standard-MIG/MAG-Schweißbrenner</p><p>Einschaltdauer CO2: 250 A / 60 %</p>'
deliveryScope = null

isSellable = true
productStock (object: ProductStockModel):

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(private) product (object: ProductEntity):

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(private) behaviour = null
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productPrice = 67.900000000000006
productTax = '19'
productPriceGross = 80.801000000000002
productCurrency = 0
productPriceForAmount = 67.900000000000006
manufacturer (array):

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mime (array):

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1 (object: MimeEntity):

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3 (object: MimeEntity):

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(private) usage = null
(private) mimeType = 'application/pdf'
(private) width = null
(private) height = null
(private) size = null
(private) version = null
(private) externalId = '099-600010-EW505'
(private) languageId = null
(private) yBaseoldInstance = null

8 (object: MimeEntity):

(private) id = '73779'
(private) parentId = null
(private) uri = '099-600010-EW504.pdf'
(private) type = '000'
(private) usage = null
(private) mimeType = 'application/pdf'
(private) width = null
(private) height = null
(private) size = null
(private) version = null
(private) externalId = '099-600010-EW504'
(private) languageId = null
(private) yBaseoldInstance = null

9 (object: MimeEntity):

(private) id = '73778'
(private) parentId = null
(private) uri = '099-600010-EW503.pdf'
(private) type = '000'
(private) usage = null
(private) mimeType = 'application/pdf'
(private) width = null
(private) height = null
(private) size = null
(private) version = null
(private) externalId = '099-600010-EW503'
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(private) yBaseoldInstance = null

10 (object: MimeEntity):

(private) id = '73777'
(private) parentId = null
(private) uri = '099-600010-EW502.pdf'
(private) type = '000'
(private) usage = null
(private) mimeType = 'application/pdf'
(private) width = null
(private) height = null
(private) size = null
(private) version = null
(private) externalId = '099-600010-EW502'
(private) languageId = null
(private) yBaseoldInstance = null

11 (object: MimeEntity):

(private) id = '73776'
(private) parentId = null
(private) uri = '099-600010-EW501.pdf'
(private) type = '000'
(private) usage = null
(private) mimeType = 'application/pdf'
(private) width = null
(private) height = null
(private) size = null
(private) version = null
(private) externalId = '099-600010-EW501'
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(private) yBaseoldInstance = null

12 (object: MimeEntity):

(private) id = '73775'
(private) parentId = null
(private) uri = '099-600010-EW500.pdf'
(private) type = '000'
(private) usage = null
(private) mimeType = 'application/pdf'
(private) width = null
(private) height = null
(private) size = null
(private) version = null
(private) externalId = '099-600010-EW500'
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13 (object: MimeEntity):

(private) id = '73787'
(private) parentId = null
(private) uri = '099-600010-EW518.pdf'
(private) type = '000'
(private) usage = null
(private) mimeType = 'application/pdf'
(private) width = null
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(private) size = null
(private) version = null
(private) externalId = '099-600010-EW518'
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14 (object: MimeEntity):

(private) id = '262931'
(private) parentId = null
(private) uri = 'IM0093915.jpg'
(private) type = 'Explosion'
(private) usage = null
(private) mimeType = 'image/jpeg'
(private) width = '800'
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attributes (array):

34 (array):

name = 'KUEHLUNG'
value = 'gasgekühlt'
unit = null
attributeId = '34'
attributeValueId = '519'
productAttributeId = '359883841'

576 (array):

name = 'Hauptschweißverfahren'
value = 'drive'
unit = null
attributeId = '576'
attributeValueId = '7984097'
productAttributeId = '359883816'

43 (array):

name = 'durchmesser'
value = '0.6 mm - 1.2 mm'
unit = null
attributeId = '43'
attributeValueId = '29477'
productAttributeId = '359883813'

54 (array):

name = 'zulassung'
value = 'CE-Zeichen / UKCA-Zeichen / EAC-Zeichen'
unit = null
attributeId = '54'
attributeValueId = '8149299'
productAttributeId = '359883815'

productPriceCollection (array):

0 (array):

type = 'date'
quantity = '0'
validFrom = '2024-06-19 00:00:00'
validTo = '2024-07-31 21:00:00'
price = 67.900000000000006
tax = 19.0
taxTotal = 12.901000000000002
total = 80.801000000000002

1 (array):

type = 'date'
quantity = '0'
validFrom = '2023-03-15 00:00:00'
validTo = null
price = 97.0
tax = 19.0
taxTotal = 18.43
total = 115.43000000000001

productName = 'UM 24 G'
produktbezeichnung = 'MIG/MAG-Schweißbrenner, gasgekühlt'
price = 67.900000000000006
currencySign = '€'
ewmPriceSurcharge = '0,00 €'
accessories (array):

6670 (object: ProductEntity):

(private) id = '18713'
(private) productMainId = '6670'
(private) ean = '4051629103111'
(private) vendorProductId = '094-019852-00000'
(private) manufacturerProductId = '30013904'
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '4'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2024-03-22 07:57:42'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '100'
(private) packagingUnit = 'stk'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '162349'
(private) seoldInstance = null

6669 (object: ProductEntity):

(private) id = '18712'
(private) productMainId = '6669'
(private) ean = null
(private) vendorProductId = '394-000134-00000'
(private) manufacturerProductId = '91900102'
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '4'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2024-03-22 07:57:42'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '100'
(private) packagingUnit = 'stk'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '162347'
(private) seoldInstance = null

7080 (object: ProductEntity):

(private) id = '19935'
(private) productMainId = '7080'
(private) ean = null
(private) vendorProductId = '098-004718-00000'
(private) manufacturerProductId = '125.211'
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '25'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2022-02-18 11:48:24'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '100'
(private) packagingUnit = 'stk'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '289078'
(private) seoldInstance = null

107610 (object: ProductEntity):

(private) id = '130066'
(private) productMainId = '107610'
(private) ean = null
(private) vendorProductId = '098-005208-00000'
(private) manufacturerProductId = '99925234'
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = null
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2023-01-20 08:42:05'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '100'
(private) packagingUnit = 'stk'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '476198'
(private) seoldInstance = null

2150 (object: ProductEntity):

(private) id = '20456'
(private) productMainId = '2150'
(private) ean = '4051629087862'
(private) vendorProductId = '094-000074-00000'
(private) manufacturerProductId = '191.0003'
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '139'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2024-03-22 07:57:42'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '100'
(private) packagingUnit = 'stk'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '71856'
(private) seoldInstance = null

7358 (object: ProductEntity):

(private) id = '20553'
(private) productMainId = '7358'
(private) ean = null
(private) vendorProductId = '098-004206-00000'
(private) manufacturerProductId = '013817'
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = null
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2024-03-22 07:57:42'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '100'
(private) packagingUnit = 'stk'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '289473'
(private) seoldInstance = null

22183 (object: ProductEntity):

(private) id = '43792'
(private) productMainId = '22183'
(private) ean = null
(private) vendorProductId = '098-005149-00000'
(private) manufacturerProductId = '12088426'
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '62'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2024-03-22 07:57:42'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '100'
(private) packagingUnit = 'stk'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '455820'
(private) seoldInstance = null

4957 (object: ProductEntity):

(private) id = '14973'
(private) productMainId = '4957'
(private) ean = '4051629029244'
(private) vendorProductId = '394-001234-00000'
(private) manufacturerProductId = 'ICS00807'
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '161'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2023-03-15 09:27:06'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '1000'
(private) packagingUnit = 've'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '139173'
(private) seoldInstance = null

103154 (object: ProductEntity):

(private) id = '125288'
(private) productMainId = '103154'
(private) ean = '4051629029206'
(private) vendorProductId = '394-000361-00000'
(private) manufacturerProductId = 'ICS00806'
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '1820'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2023-03-15 09:27:06'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '1000'
(private) packagingUnit = 've'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '139171'
(private) seoldInstance = null

103155 (object: ProductEntity):

(private) id = '125289'
(private) productMainId = '103155'
(private) ean = '4051629029169'
(private) vendorProductId = '394-000362-00000'
(private) manufacturerProductId = 'ICS00800'
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '8016'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2023-03-15 09:27:06'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '1000'
(private) packagingUnit = 've'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '139172'
(private) seoldInstance = null

4970 (object: ProductEntity):

(private) id = '15009'
(private) productMainId = '4970'
(private) ean = '4051629029725'
(private) vendorProductId = '394-001229-00000'
(private) manufacturerProductId = 'ICU0004-12'
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '1416'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2023-03-15 09:27:06'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '2000'
(private) packagingUnit = 'v20'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '2'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '139193'
(private) seoldInstance = null

4968 (object: ProductEntity):

(private) id = '15002'
(private) productMainId = '4968'
(private) ean = '4051629034279'
(private) vendorProductId = '394-005224-00000'
(private) manufacturerProductId = 'ICU0004-82'
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '1300'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2023-03-15 09:27:06'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '2000'
(private) packagingUnit = 'v20'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '2'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '139185'
(private) seoldInstance = null

4967 (object: ProductEntity):

(private) id = '14999'
(private) productMainId = '4967'
(private) ean = '4051629034293'
(private) vendorProductId = '394-016108-00000'
(private) manufacturerProductId = '2256612 (RaBa)'
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '869'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2023-03-15 09:27:06'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '2000'
(private) packagingUnit = 'v20'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '2'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '139181'
(private) seoldInstance = null

7376 (object: ProductEntity):

(private) id = '20583'
(private) productMainId = '7376'
(private) ean = '4051629030196'
(private) vendorProductId = '394-000363-00000'
(private) manufacturerProductId = 'ICU0683'
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '1823'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2023-03-15 09:27:06'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '1000'
(private) packagingUnit = 've'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '307816'
(private) seoldInstance = null

7370 (object: ProductEntity):

(private) id = '20573'
(private) productMainId = '7370'
(private) ean = '4051629029572'
(private) vendorProductId = '394-000360-00000'
(private) manufacturerProductId = 'ICF0039'
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '5215'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2023-03-15 09:27:06'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '1000'
(private) packagingUnit = 've'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '307800'
(private) seoldInstance = null

22180 (object: ProductEntity):

(private) id = '43789'
(private) productMainId = '22180'
(private) ean = '4051629097120'
(private) vendorProductId = '094-013967-00000'
(private) manufacturerProductId = '11092'
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '4258'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2024-03-22 07:57:42'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '2000'
(private) packagingUnit = 've'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '440555'
(private) seoldInstance = null

3450 (object: ProductEntity):

(private) id = '10389'
(private) productMainId = '3450'
(private) ean = '4051629016596'
(private) vendorProductId = '094-013802-00005'
(private) manufacturerProductId = '3472750K1'
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '20'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2023-03-15 09:27:06'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '100'
(private) packagingUnit = 'stk'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '2'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '75117'
(private) seoldInstance = null

3448 (object: ProductEntity):

(private) id = '10381'
(private) productMainId = '3448'
(private) ean = '4051629016510'
(private) vendorProductId = '094-013800-00000'
(private) manufacturerProductId = '3411530K1'
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '18'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2023-03-15 09:27:06'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '100'
(private) packagingUnit = 'stk'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '75107'
(private) seoldInstance = null

3449 (object: ProductEntity):

(private) id = '10384'
(private) productMainId = '3449'
(private) ean = '4051629016541'
(private) vendorProductId = '094-013801-00000'
(private) manufacturerProductId = '3412030K1'
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '13'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2023-03-15 09:27:06'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '100'
(private) packagingUnit = 'stk'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '75111'
(private) seoldInstance = null

3471 (object: ProductEntity):

(private) id = '42397'
(private) productMainId = '3471'
(private) ean = '4051629095973'
(private) vendorProductId = '094-013075-00501'
(private) manufacturerProductId = null
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '430'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2023-03-15 09:27:06'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '100'
(private) packagingUnit = 'stk'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '1'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '75257'
(private) seoldInstance = null

3472 (object: ProductEntity):

(private) id = '42990'
(private) productMainId = '3472'
(private) ean = '4051629091487'
(private) vendorProductId = '094-007239-00501'
(private) manufacturerProductId = null
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '397'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2023-03-15 09:27:06'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '100'
(private) packagingUnit = 'stk'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '75260'
(private) seoldInstance = null

6685 (object: ProductEntity):

(private) id = '42393'
(private) productMainId = '6685'
(private) ean = '4051629096581'
(private) vendorProductId = '094-013662-00502'
(private) manufacturerProductId = null
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '150'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2023-03-15 09:27:06'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '200'
(private) packagingUnit = 've'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '75252'
(private) seoldInstance = null

accessoriesCategorized (array):

7219 (array):

7768 (array):

6670 (object: ProductEntity): [recursion, skipped]
6669 (object: ProductEntity): [recursion, skipped]
2150 (object: ProductEntity): [recursion, skipped]
7358 (object: ProductEntity): [recursion, skipped]
22183 (object: ProductEntity): [recursion, skipped]
22180 (object: ProductEntity): [recursion, skipped]

7354 (array):

4957 (object: ProductEntity): [recursion, skipped]
103154 (object: ProductEntity): [recursion, skipped]
103155 (object: ProductEntity): [recursion, skipped]
4970 (object: ProductEntity): [recursion, skipped]
4968 (object: ProductEntity): [recursion, skipped]
4967 (object: ProductEntity): [recursion, skipped]
7376 (object: ProductEntity): [recursion, skipped]
7370 (object: ProductEntity): [recursion, skipped]
3450 (object: ProductEntity): [recursion, skipped]
3448 (object: ProductEntity): [recursion, skipped]
3449 (object: ProductEntity): [recursion, skipped]
3471 (object: ProductEntity): [recursion, skipped]
3472 (object: ProductEntity): [recursion, skipped]
6685 (object: ProductEntity): [recursion, skipped]

7219 = null

6690 (array):

6690 = null
7470 (array):

7080 (object: ProductEntity): [recursion, skipped]
107610 (object: ProductEntity): [recursion, skipped]

accessoriesCategorizedTexts (array):

7219 (array):

7768 = 'Zubehör'
7354 = 'Verschleißteile'
7219 = 'Schweißbrenner'

6690 (array):

6690 = 'Werkstattausstattung'
7470 = 'Schweißwerkzeuge'

accessoriesCount = 22
revAccessories (array):

0 (object: ProductEntity):

(private) id = '40125'
(private) productMainId = '20746'
(private) ean = '4051629038796'
(private) vendorProductId = '090-005545-00502'
(private) manufacturerProductId = null
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '2'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2024-06-24 10:13:23'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '100'
(private) packagingUnit = 'stk'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '310272'
(private) seoldInstance = null

1 (object: ProductEntity):

(private) id = '40126'
(private) productMainId = '20747'
(private) ean = '4051629040126'
(private) vendorProductId = '090-005547-00502'
(private) manufacturerProductId = null
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '9'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2024-06-24 10:13:23'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '100'
(private) packagingUnit = 'stk'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '310274'
(private) seoldInstance = null

2 (object: ProductEntity):

(private) id = '40127'
(private) productMainId = '20748'
(private) ean = '4051629038802'
(private) vendorProductId = '090-005546-00502'
(private) manufacturerProductId = null
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '1'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2024-06-24 10:13:23'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '100'
(private) packagingUnit = 'stk'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '310276'
(private) seoldInstance = null

3 (object: ProductEntity):

(private) id = '40128'
(private) productMainId = '20749'
(private) ean = '4051629040133'
(private) vendorProductId = '090-005548-00502'
(private) manufacturerProductId = null
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '7'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2024-06-24 10:13:23'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '100'
(private) packagingUnit = 'stk'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '310278'
(private) seoldInstance = null

4 (object: ProductEntity):

(private) id = '41807'
(private) productMainId = '21120'
(private) ean = '4051629040331'
(private) vendorProductId = '091-005545-00502'
(private) manufacturerProductId = null
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '2'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2024-06-24 10:13:23'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '100'
(private) packagingUnit = 'stk'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '337517'
(private) seoldInstance = null

5 (object: ProductEntity):

(private) id = '41806'
(private) productMainId = '21119'
(private) ean = '4051629040348'
(private) vendorProductId = '091-005546-00502'
(private) manufacturerProductId = null
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = null
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2024-06-24 10:13:23'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '100'
(private) packagingUnit = 'stk'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '337519'
(private) seoldInstance = null

6 (object: ProductEntity):

(private) id = '125344'
(private) productMainId = '103195'
(private) ean = '4051629079256'
(private) vendorProductId = '090-005680-00502'
(private) manufacturerProductId = null
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = null
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2024-06-24 10:13:23'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '100'
(private) packagingUnit = 'stk'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '475544'
(private) seoldInstance = null

7 (object: ProductEntity):

(private) id = '125345'
(private) productMainId = '103196'
(private) ean = '4051629079287'
(private) vendorProductId = '090-005681-00502'
(private) manufacturerProductId = null
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '16'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2024-06-24 10:13:23'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '100'
(private) packagingUnit = 'stk'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '475546'
(private) seoldInstance = null

8 (object: ProductEntity):

(private) id = '125346'
(private) productMainId = '103197'
(private) ean = '4051629079294'
(private) vendorProductId = '090-005682-00502'
(private) manufacturerProductId = null
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '8'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2024-06-24 10:13:23'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '100'
(private) packagingUnit = 'stk'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '475548'
(private) seoldInstance = null

9 (object: ProductEntity):

(private) id = '125347'
(private) productMainId = '103198'
(private) ean = '4051629079300'
(private) vendorProductId = '090-005683-00502'
(private) manufacturerProductId = null
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '5'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2024-06-24 10:13:23'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '100'
(private) packagingUnit = 'stk'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '475550'
(private) seoldInstance = null

10 (object: ProductEntity):

(private) id = '129281'
(private) productMainId = '107067'
(private) ean = '4051629079379'
(private) vendorProductId = '091-005680-00502'
(private) manufacturerProductId = null
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '4'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2024-06-24 10:13:23'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '100'
(private) packagingUnit = 'stk'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '476419'
(private) seoldInstance = null

11 (object: ProductEntity):

(private) id = '129282'
(private) productMainId = '107068'
(private) ean = '4051629079386'
(private) vendorProductId = '091-005681-00502'
(private) manufacturerProductId = null
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '3'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2024-06-24 10:13:23'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '100'
(private) packagingUnit = 'stk'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '476423'
(private) seoldInstance = null

revAccessoriesCategorized (array):

13857 (array):

13856 (array):

0 (object: ProductEntity): [recursion, skipped]
1 (object: ProductEntity): [recursion, skipped]
2 (object: ProductEntity): [recursion, skipped]
3 (object: ProductEntity): [recursion, skipped]
4 (object: ProductEntity): [recursion, skipped]
5 (object: ProductEntity): [recursion, skipped]
6 (object: ProductEntity): [recursion, skipped]
7 (object: ProductEntity): [recursion, skipped]
8 (object: ProductEntity): [recursion, skipped]
9 (object: ProductEntity): [recursion, skipped]
10 (object: ProductEntity): [recursion, skipped]
11 (object: ProductEntity): [recursion, skipped]

13857 = null

revAccessoriesCategorizedTexts (array):

13857 (array):

13856 = 'Picomig puls / Picomig Synergic'
13857 = 'MIG/MAG-Schweißgeräte'

revAccessoriesCount = 12
recommendedAccessories (array):

0 = null

vtls (array):

43792 (object: ProductEntity):

14973 (object: ProductEntity):

125288 (object: ProductEntity):

125289 (object: ProductEntity):

14997 (object: ProductEntity):

(private) id = '14997'
(private) productMainId = '4967'
(private) ean = '4051629029800'
(private) vendorProductId = '394-016105-00000'
(private) manufacturerProductId = '2256608 (RaBa)'
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '419'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2023-03-15 09:27:06'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '2000'
(private) packagingUnit = 'v20'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '139179'
(private) seoldInstance = null

15007 (object: ProductEntity):

(private) id = '15007'
(private) productMainId = '4970'
(private) ean = '4051629001233'
(private) vendorProductId = '394-001191-00000'
(private) manufacturerProductId = 'ICU0004-08'
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '2828'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2023-03-15 09:27:06'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '2000'
(private) packagingUnit = 'v20'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '139194'
(private) seoldInstance = null

15000 (object: ProductEntity):

(private) id = '15000'
(private) productMainId = '4968'
(private) ean = '4051629034286'
(private) vendorProductId = '394-005407-00000'
(private) manufacturerProductId = 'ICU0004-78'
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '2439'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2023-03-15 09:27:06'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '2000'
(private) packagingUnit = 'v20'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '139183'
(private) seoldInstance = null

20583 (object: ProductEntity):

20573 (object: ProductEntity):

43789 (object: ProductEntity):

10384 (object: ProductEntity):

42990 (object: ProductEntity):

10387 (object: ProductEntity):

(private) id = '10387'
(private) productMainId = '3450'
(private) ean = '4051629016572'
(private) vendorProductId = '094-013802-00000'
(private) manufacturerProductId = '3472730K1'
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '22'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2023-03-15 09:27:06'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '100'
(private) packagingUnit = 'stk'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '75115'
(private) seoldInstance = null

10381 (object: ProductEntity):

42396 (object: ProductEntity):

(private) id = '42396'
(private) productMainId = '3471'
(private) ean = '4051629095966'
(private) vendorProductId = '094-013074-00501'
(private) manufacturerProductId = null
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '134'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2023-03-15 09:27:06'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '100'
(private) packagingUnit = 'stk'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '75256'
(private) seoldInstance = null

42393 (object: ProductEntity):

filterAttributes (array):

40986 (array):

name = 'lblVariantenwahl:'
values (array):

40986 = '3 m'
40987 = '4 m'
40988 = '5 m'

hasSpareParts = '1'
ewmVariants (array):

0 (array):

productPrice = 67.900000000000006
productPriceGross = 80.801000000000002
id = '40986'
accessories (array):

6670 (array):

productMainId = '6670'
id = '18713'
vendorProductId = '094-019852-00000'
name = 'ADAP CZA'
produktbezeichnung = 'Adapter für Schweißbrenner mit Eurozentralanschluss auf Cloosanschluss (Gas/Wasser außen) geräteseitig'

6669 (array):

productMainId = '6669'
id = '18712'
vendorProductId = '394-000134-00000'
name = 'ADAP EZA/DZA'
produktbezeichnung = 'Adapter für Schweißbrenner mit Eurozentralanschluss auf Dinsezentralanschluss geräteseitig'

7080 (array):

productMainId = '7080'
id = '19935'
vendorProductId = '098-004718-00000'
name = '3 x 5/6'
produktbezeichnung = 'Zündkerzenbürste'

107610 (array):

productMainId = '107610'
id = '130066'
vendorProductId = '098-005208-00000'
name = 'CBB Ø 15 mm'
produktbezeichnung = 'Zylinderbürste Messingdraht'

2150 (array):

productMainId = '2150'
id = '20456'
vendorProductId = '094-000074-00000'
name = 'GFM 25'
produktbezeichnung = 'Durchflussmengenmesser'

7358 (array):

productMainId = '7358'
id = '20553'
vendorProductId = '098-004206-00000'
name = 'original FIX'
produktbezeichnung = 'MIG/MAG-Schweißbrennerhalter'

22183 (array):

productMainId = '22183'
id = '43792'
vendorProductId = '098-005149-00000'
name = 'O-Ring Picker'
produktbezeichnung = 'O-Ring Picker'

4957 (array):

productMainId = '4957'
id = '14973'
vendorProductId = '394-001234-00000'
name = 'GN Eco Ø=10mm L=63,5mm MIG 24/240'
produktbezeichnung = 'Gasdüse, stark konisch'

103154 (array):

productMainId = '103154'
id = '125288'
vendorProductId = '394-000361-00000'
name = 'GN Eco Ø=12,5mm L=63,5mm MIG 24/240'
produktbezeichnung = 'Gasdüse, konisch'

103155 (array):

productMainId = '103155'
id = '125289'
vendorProductId = '394-000362-00000'
name = 'GN Eco Ø=17mm L=63,5mm MIG 24/240'
produktbezeichnung = 'Gasdüse, zylindrisch'

4970 (array):

productMainId = '4970'
id = '15009'
vendorProductId = '394-001229-00000'
name = 'CT Eco M6 E-Cu Ø=1.2mm'
produktbezeichnung = 'Stromdüse'

4968 (array):

productMainId = '4968'
id = '15002'
vendorProductId = '394-005224-00000'
name = 'CT Eco M6x28 CuCrZr Ø=1.2mm'
produktbezeichnung = 'Stromdüse'

4967 (array):

productMainId = '4967'
id = '14999'
vendorProductId = '394-016108-00000'
name = 'CT Eco M6x28 E-Cu Ø=1,2mm Alu'
produktbezeichnung = 'Stromdüse, Aluminiumschweißen'

7376 (array):

productMainId = '7376'
id = '20583'
vendorProductId = '394-000363-00000'
name = 'CTH Eco M6x26mm MIG 24/240'
produktbezeichnung = 'Düsenstock'

7370 (array):

productMainId = '7370'
id = '20573'
vendorProductId = '394-000360-00000'
name = 'GD Eco L=20 mm, MIG 24/240'
produktbezeichnung = 'Gasverteiler'

22180 (array):

productMainId = '22180'
id = '43789'
vendorProductId = '094-013967-00000'
name = '4,0MMX1,0MM'
produktbezeichnung = 'O-Ring für Eurozentralanschluss'

3450 (array):

productMainId = '3450'
id = '10389'
vendorProductId = '094-013802-00005'
name = 'LPTFE COMBI 2.7mm x 4.7mm 5m'
produktbezeichnung = 'Kombiseele, Teflon'

3448 (array):

productMainId = '3448'
id = '10381'
vendorProductId = '094-013800-00000'
name = 'LPTFE COMBI 1.5mm x 4.0mm 3m'
produktbezeichnung = 'Kombiseele, Teflon'

3449 (array):

productMainId = '3449'
id = '10384'
vendorProductId = '094-013801-00000'
name = 'LPTFE COMBI 2.0mm x 4.0mm 3m'
produktbezeichnung = 'Kombiseele, Teflon'

3471 (array):

productMainId = '3471'
id = '42397'
vendorProductId = '094-013075-00501'
name = 'LSTC 1.5mm x 3.8mm 4.6m'
produktbezeichnung = 'Drahtführungsspirale, isoliert'

3472 (array):

productMainId = '3472'
id = '42990'
vendorProductId = '094-007239-00501'
name = 'LSTC 2.0mm x 4.6mm 3.6m'
produktbezeichnung = 'Drahtführungsspirale, isoliert'

6685 (array):

productMainId = '6685'
id = '42393'
vendorProductId = '094-013662-00502'
name = 'LSTC 2.4mm x 4.6mm 3.6m'
produktbezeichnung = 'Drahtführungsspirale, isoliert'

1 (array):

productPrice = 76.439999999999998
productPriceGross = 90.9636
id = '40987'

2 (array):

productPrice = 84.629999999999995
productPriceGross = 100.7097
id = '40988'

ewmLowestPriceGross = 80.801000000000002
ewmLowestPrice = 67.900000000000006
ewmLowestPricePackagingUnit = 'stk'
ewmLowestPricePackagingAmount = '100'
avshop = 'AVSHOP'
listprice = '97'
ewmRabattgruppe = 'B4'
darstellungsart = 'Gruppendarstellung nur VT ohne Einleitung'
darstellungsarttemplate = 'Gruppendarstellung nur VT ohne Einleitung.tpl'
ewmQuantityPriceCollection (array):

0 (array):

quantity = '0'
price = 67.900000000000006
tax = '19'
taxTotal = 12.901000000000002
total = 80.801000000000002

ewmStock = '41'
ewmStockColor = '<span class="green"></span>  auf Lager'
vmMime (array):

0 (object: MimeEntity):

1 (object: MimeEntity):

2 (object: MimeEntity):

3 (object: MimeEntity):

4 (object: MimeEntity):

5 (object: MimeEntity):

6 (object: MimeEntity):

7 (object: MimeEntity):

8 (object: MimeEntity):

9 (object: MimeEntity):

10 (object: MimeEntity):

11 (object: MimeEntity):

12 (object: MimeEntity):

13 (object: MimeEntity):

14 (object: MimeEntity):

blocks (array):

PT_TD_lang (array):

0 = '<table class="ewmPimTechData detail_table" data-date="2023-06-27 14:10:47" data-mainWp="MIG/MAG" data-voltages="0" data-tablename="TDBren" data-productid="312074"><tr data-fieldname=\'Schweissstrom_max_Gas_Coll\'><td class=\'td1\'>Einschaltdauer CO2</td><td>250 A / 60 %</td></tr><tr data-fieldname=\'Schweissstrom_max_Gas_Coll\'><td class=\'td1\'>Einschaltdauer M21</td><td>220 A / 60 %</td></tr><tr data-fieldname=\'Durchmesser_Coll\'><td class=\'td1\'>Ø Draht</td><td>0.6 mm - 1.2 mm</td></tr><tr data-fieldname=\'Brenneranschluss\'><td class=\'td1\'>Anschlusspole</td><td><span title="">Eurozentralanschluss</span> </td></tr><tr data-fieldname=\'Anschluesse_neu_Coll\'><td class=\'td1\'>Brenneranschluss</td><td>Eurozentralanschluss </td></tr><tr data-fieldname=\'Schlauchpaket_laenge\'><td class=\'td1\'>Schlauchpaketlänge</td><td><span title="">5</span> m</td></tr><tr data-fieldname=\'Zulassung\'><td class=\'td1\'>Prüfzeichen</td><td><svg class="ewmApproval" version="1.1" id="Ebene_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px" width="32" height="24.0828" viewBox="0 0 200 140" enable-background="new 0 0 200 140" xml:space="preserve"> <g> <path fill="#1F1A17" d="M187.189,2.958c-37.301,0-67.518,30.217-67.518,67.504S149.889,138,187.189,138c3.543,0,7.029-0.3,10.4-0.797v-20.59 c-3.339,0.73-6.824,1.13-10.4,1.13c-22.603,0-41.551-15.906-46.168-37.154h39.416V60.334h-39.416 c4.617-21.25,23.543-37.153,46.168-37.153c3.576,0,7.047,0.365,10.4,1.129V3.721C194.204,3.192,190.732,2.958,187.189,2.958 L187.189,2.958z M25.108,70.462c0-26.098,21.153-47.281,47.252-47.281c2.291,0,4.549,0.17,6.773,0.497V3.26 c-2.224-0.2-4.482-0.335-6.773-0.335c-37.289,0-67.526,30.218-67.526,67.538c0,37.286,30.238,67.534,67.526,67.534 c2.291,0,4.549-0.132,6.773-0.362v-20.389c-2.224,0.328-4.449,0.465-6.773,0.465C46.271,117.743,25.108,96.593,25.108,70.462 L25.108,70.462z"/> </g> </svg> <svg class="ewmApproval" width="24" height="24" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" > <defs> <g id="ewmSign649ad1c789ec0"> <path style="fill-rule: evenodd" fill="#1F1A17" d="M.01,.01V7.51c0,1.93,1.57,3.5,3.5,3.5H7.51c1.93,0,3.5-1.57,3.5-3.5V.01h-2.5V7.51c0,.55-.45,1-1,1H3.51c-.55,0-1-.45-1-1V.01H.01Z" /> <polygon style="fill-rule: evenodd" fill="#1F1A17" points="13.01 .01 13.01 11.01 15.51 11.01 15.51 7.01 20.51 11.01 24.01 11.01 17.01 5.51 24.01 .01 20.51 .01 15.51 4.01 15.51 .01 13.01 .01" /> <path style="fill-rule: evenodd" fill="#1F1A17" d="M11.01,13.01v2.5H3.51c-.55,0-1,.45-1,1v4c0,.55,.45,1,1,1h7.5v2.5H3.51C1.58,24.01,.01,22.45,.01,20.51v-4c0-1.93,1.57-3.5,3.5-3.5h7.5Z" /> <path style="fill-rule: evenodd" fill="#1F1A17" d="M13.01,24.01v-7.5c0-1.93,1.57-3.5,3.5-3.5h4c1.93,0,3.5,1.57,3.5,3.5v7.5h-2.5v-2.5h-6v2.5h-2.5Zm2.5-5h6v-2.5c0-.55-.45-1-1-1h-4c-.55,0-1,.45-1,1v2.5h0Z" /> </g> </defs> <use xlink:href="#ewmSign649ad1c789ec0" /> </svg> <svg class="ewmApproval" width="24" height="23.9988" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" > <defs> <g id="ewmSign649ad1c789ec9"> <path style="fill-rule: evenodd" fill="#1F1A17" d="M9.45,28.34c0.46,0,2.9,0,3.15,0V15.74h3.14V28.32c0.27,0,2.68,0,3.15,0V0H9.45V28.34h0ZM15.73,3.15H12.61v9.44h3.12V3.15h0Z" /> <path fill="#1F1A17" d="M6.27,28.34V25.2c-0.13,0-3,0-3.11,0V15.76l0,0h3.1V12.62H3.51a0.78,0.78,0,0,1-.36,0V3.15H6.3V0H0V28.34H6.27Z" /> <path fill="#1F1A17" d="M22,28.33h6.29c0-.88,0-2.34,0-3.15H25.19v-22c0.82,0,2.26,0,3.15,0V0H22V28.33h0Z" /> </g> </defs> <use xlink:href="#ewmSign649ad1c789ec9" transform="scale(0.8571)" /> </svg></td></tr></table>'
1 = '<table class="ewmPimTechData detail_table" data-date="2023-06-27 14:10:47" data-mainWp="MIG/MAG" data-voltages="0" data-tablename="TDBren" data-productid="312074"><tr data-fieldname=\'Schweissstrom_max_Gas_Coll\'><td class=\'td1\'>Einschaltdauer CO2</td><td>250 A / 60 %</td></tr><tr data-fieldname=\'Schweissstrom_max_Gas_Coll\'><td class=\'td1\'>Einschaltdauer M21</td><td>220 A / 60 %</td></tr><tr data-fieldname=\'Durchmesser_Coll\'><td class=\'td1\'>Ø Draht</td><td>0.6 mm - 1.2 mm</td></tr><tr data-fieldname=\'Brenneranschluss\'><td class=\'td1\'>Anschlusspole</td><td><span title="">Eurozentralanschluss</span> </td></tr><tr data-fieldname=\'Anschluesse_neu_Coll\'><td class=\'td1\'>Brenneranschluss</td><td>Eurozentralanschluss </td></tr><tr data-fieldname=\'Schlauchpaket_laenge\'><td class=\'td1\'>Schlauchpaketlänge</td><td><span title="">5</span> m</td></tr><tr data-fieldname=\'Zulassung\'><td class=\'td1\'>Prüfzeichen</td><td><svg class="ewmApproval" version="1.1" id="Ebene_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px" width="32" height="24.0828" viewBox="0 0 200 140" enable-background="new 0 0 200 140" xml:space="preserve"> <g> <path fill="#1F1A17" d="M187.189,2.958c-37.301,0-67.518,30.217-67.518,67.504S149.889,138,187.189,138c3.543,0,7.029-0.3,10.4-0.797v-20.59 c-3.339,0.73-6.824,1.13-10.4,1.13c-22.603,0-41.551-15.906-46.168-37.154h39.416V60.334h-39.416 c4.617-21.25,23.543-37.153,46.168-37.153c3.576,0,7.047,0.365,10.4,1.129V3.721C194.204,3.192,190.732,2.958,187.189,2.958 L187.189,2.958z M25.108,70.462c0-26.098,21.153-47.281,47.252-47.281c2.291,0,4.549,0.17,6.773,0.497V3.26 c-2.224-0.2-4.482-0.335-6.773-0.335c-37.289,0-67.526,30.218-67.526,67.538c0,37.286,30.238,67.534,67.526,67.534 c2.291,0,4.549-0.132,6.773-0.362v-20.389c-2.224,0.328-4.449,0.465-6.773,0.465C46.271,117.743,25.108,96.593,25.108,70.462 L25.108,70.462z"/> </g> </svg> <svg class="ewmApproval" width="24" height="24" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" > <defs> <g id="ewmSign649ad1c789ec0"> <path style="fill-rule: evenodd" fill="#1F1A17" d="M.01,.01V7.51c0,1.93,1.57,3.5,3.5,3.5H7.51c1.93,0,3.5-1.57,3.5-3.5V.01h-2.5V7.51c0,.55-.45,1-1,1H3.51c-.55,0-1-.45-1-1V.01H.01Z" /> <polygon style="fill-rule: evenodd" fill="#1F1A17" points="13.01 .01 13.01 11.01 15.51 11.01 15.51 7.01 20.51 11.01 24.01 11.01 17.01 5.51 24.01 .01 20.51 .01 15.51 4.01 15.51 .01 13.01 .01" /> <path style="fill-rule: evenodd" fill="#1F1A17" d="M11.01,13.01v2.5H3.51c-.55,0-1,.45-1,1v4c0,.55,.45,1,1,1h7.5v2.5H3.51C1.58,24.01,.01,22.45,.01,20.51v-4c0-1.93,1.57-3.5,3.5-3.5h7.5Z" /> <path style="fill-rule: evenodd" fill="#1F1A17" d="M13.01,24.01v-7.5c0-1.93,1.57-3.5,3.5-3.5h4c1.93,0,3.5,1.57,3.5,3.5v7.5h-2.5v-2.5h-6v2.5h-2.5Zm2.5-5h6v-2.5c0-.55-.45-1-1-1h-4c-.55,0-1,.45-1,1v2.5h0Z" /> </g> </defs> <use xlink:href="#ewmSign649ad1c789ec0" /> </svg> <svg class="ewmApproval" width="24" height="23.9988" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" > <defs> <g id="ewmSign649ad1c789ec9"> <path style="fill-rule: evenodd" fill="#1F1A17" d="M9.45,28.34c0.46,0,2.9,0,3.15,0V15.74h3.14V28.32c0.27,0,2.68,0,3.15,0V0H9.45V28.34h0ZM15.73,3.15H12.61v9.44h3.12V3.15h0Z" /> <path fill="#1F1A17" d="M6.27,28.34V25.2c-0.13,0-3,0-3.11,0V15.76l0,0h3.1V12.62H3.51a0.78,0.78,0,0,1-.36,0V3.15H6.3V0H0V28.34H6.27Z" /> <path fill="#1F1A17" d="M22,28.33h6.29c0-.88,0-2.34,0-3.15H25.19v-22c0.82,0,2.26,0,3.15,0V0H22V28.33h0Z" /> </g> </defs> <use xlink:href="#ewmSign649ad1c789ec9" transform="scale(0.8571)" /> </svg></td></tr></table>'
2 = '<table class="ewmPimTechData detail_table" data-date="2023-06-27 14:10:47" data-mainWp="MIG/MAG" data-voltages="0" data-tablename="TDBren" data-productid="312074"><tr data-fieldname=\'Schweissstrom_max_Gas_Coll\'><td class=\'td1\'>Einschaltdauer CO2</td><td>250 A / 60 %</td></tr><tr data-fieldname=\'Schweissstrom_max_Gas_Coll\'><td class=\'td1\'>Einschaltdauer M21</td><td>220 A / 60 %</td></tr><tr data-fieldname=\'Durchmesser_Coll\'><td class=\'td1\'>Ø Draht</td><td>0.6 mm - 1.2 mm</td></tr><tr data-fieldname=\'Brenneranschluss\'><td class=\'td1\'>Anschlusspole</td><td><span title="">Eurozentralanschluss</span> </td></tr><tr data-fieldname=\'Anschluesse_neu_Coll\'><td class=\'td1\'>Brenneranschluss</td><td>Eurozentralanschluss </td></tr><tr data-fieldname=\'Schlauchpaket_laenge\'><td class=\'td1\'>Schlauchpaketlänge</td><td><span title="">5</span> m</td></tr><tr data-fieldname=\'Zulassung\'><td class=\'td1\'>Prüfzeichen</td><td><svg class="ewmApproval" version="1.1" id="Ebene_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px" width="32" height="24.0828" viewBox="0 0 200 140" enable-background="new 0 0 200 140" xml:space="preserve"> <g> <path fill="#1F1A17" d="M187.189,2.958c-37.301,0-67.518,30.217-67.518,67.504S149.889,138,187.189,138c3.543,0,7.029-0.3,10.4-0.797v-20.59 c-3.339,0.73-6.824,1.13-10.4,1.13c-22.603,0-41.551-15.906-46.168-37.154h39.416V60.334h-39.416 c4.617-21.25,23.543-37.153,46.168-37.153c3.576,0,7.047,0.365,10.4,1.129V3.721C194.204,3.192,190.732,2.958,187.189,2.958 L187.189,2.958z M25.108,70.462c0-26.098,21.153-47.281,47.252-47.281c2.291,0,4.549,0.17,6.773,0.497V3.26 c-2.224-0.2-4.482-0.335-6.773-0.335c-37.289,0-67.526,30.218-67.526,67.538c0,37.286,30.238,67.534,67.526,67.534 c2.291,0,4.549-0.132,6.773-0.362v-20.389c-2.224,0.328-4.449,0.465-6.773,0.465C46.271,117.743,25.108,96.593,25.108,70.462 L25.108,70.462z"/> </g> </svg> <svg class="ewmApproval" width="24" height="24" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" > <defs> <g id="ewmSign649ad1c789ec0"> <path style="fill-rule: evenodd" fill="#1F1A17" d="M.01,.01V7.51c0,1.93,1.57,3.5,3.5,3.5H7.51c1.93,0,3.5-1.57,3.5-3.5V.01h-2.5V7.51c0,.55-.45,1-1,1H3.51c-.55,0-1-.45-1-1V.01H.01Z" /> <polygon style="fill-rule: evenodd" fill="#1F1A17" points="13.01 .01 13.01 11.01 15.51 11.01 15.51 7.01 20.51 11.01 24.01 11.01 17.01 5.51 24.01 .01 20.51 .01 15.51 4.01 15.51 .01 13.01 .01" /> <path style="fill-rule: evenodd" fill="#1F1A17" d="M11.01,13.01v2.5H3.51c-.55,0-1,.45-1,1v4c0,.55,.45,1,1,1h7.5v2.5H3.51C1.58,24.01,.01,22.45,.01,20.51v-4c0-1.93,1.57-3.5,3.5-3.5h7.5Z" /> <path style="fill-rule: evenodd" fill="#1F1A17" d="M13.01,24.01v-7.5c0-1.93,1.57-3.5,3.5-3.5h4c1.93,0,3.5,1.57,3.5,3.5v7.5h-2.5v-2.5h-6v2.5h-2.5Zm2.5-5h6v-2.5c0-.55-.45-1-1-1h-4c-.55,0-1,.45-1,1v2.5h0Z" /> </g> </defs> <use xlink:href="#ewmSign649ad1c789ec0" /> </svg> <svg class="ewmApproval" width="24" height="23.9988" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" > <defs> <g id="ewmSign649ad1c789ec9"> <path style="fill-rule: evenodd" fill="#1F1A17" d="M9.45,28.34c0.46,0,2.9,0,3.15,0V15.74h3.14V28.32c0.27,0,2.68,0,3.15,0V0H9.45V28.34h0ZM15.73,3.15H12.61v9.44h3.12V3.15h0Z" /> <path fill="#1F1A17" d="M6.27,28.34V25.2c-0.13,0-3,0-3.11,0V15.76l0,0h3.1V12.62H3.51a0.78,0.78,0,0,1-.36,0V3.15H6.3V0H0V28.34H6.27Z" /> <path fill="#1F1A17" d="M22,28.33h6.29c0-.88,0-2.34,0-3.15H25.19v-22c0.82,0,2.26,0,3.15,0V0H22V28.33h0Z" /> </g> </defs> <use xlink:href="#ewmSign649ad1c789ec9" transform="scale(0.8571)" /> </svg></td></tr></table>'

PT_TD_Vergl (array):

0 = '{"Einschaltdauer CO2": "250 A / 60 %","Einschaltdauer M21": "220 A / 60 %","Ø Draht": "0.6 mm - 1.2 mm","Anschlusspole": "Eurozentralanschluss","Brenneranschluss": "Eurozentralanschluss","Schlauchpaketlänge": "3 m","Zulassungen": "CE-Zeichen / UKCA-Zeichen / EAC-Zeichen"}'
1 = '{"Einschaltdauer CO2": "250 A / 60 %","Einschaltdauer M21": "220 A / 60 %","Ø Draht": "0.6 mm - 1.2 mm","Anschlusspole": "Eurozentralanschluss","Brenneranschluss": "Eurozentralanschluss","Schlauchpaketlänge": "4 m","Zulassungen": "CE-Zeichen / UKCA-Zeichen / EAC-Zeichen"}'
2 = '{"Einschaltdauer CO2": "250 A / 60 %","Einschaltdauer M21": "220 A / 60 %","Ø Draht": "0.6 mm - 1.2 mm","Anschlusspole": "Eurozentralanschluss","Brenneranschluss": "Eurozentralanschluss","Schlauchpaketlänge": "5 m","Zulassungen": "CE-Zeichen / UKCA-Zeichen / EAC-Zeichen"}'

innoWeld (array):

0 = '<p/>'
1 = '<p/>'
2 = '<p/>'

Einsatzgebiete (array):

0 = null
1 = null
2 = null

vmAttributes (array):

43 (array):

name = 'durchmesser'
unit = null
values (array):

0 = '0.6 mm - 1.2 mm'

54 (array):

name = 'zulassung'
unit = null
values (array):

0 = 'CE-Zeichen / UKCA-Zeichen / EAC-Zeichen'

576 (array):

name = 'Hauptschweißverfahren'
unit = null
values (array):

0 = 'drive'

531 (array):

name = 'SCHLAUCHPAKET_LAENGE'
unit = null
values (array):

0 = '3'

34 (array):

name = 'KUEHLUNG'
unit = null
values (array):

0 = 'gasgekühlt'

vmCharacteristics (array):

4 (array):

product (array):

id = '40995'
productMainId = '13119'
ean = '4051629046050'
vendorProductId = '394-600010-00000'
manufacturerProductId = null
manufacturerId = null
productSearchId = null
stock = '37'
stockBehaviour = '1'
stockView = '0'
stockViewText = null
dateCreated = '2023-03-15 09:27:30'
dateModified = null
public = '1'
active = '1'
deleted = '0'
packagingAmount = '100'
packagingUnit = 'stk'
priceAmount = '100'
priceUnit = 'stk'
forcePrice = '0'
priority = '0'
validFrom = null
validTo = null
hidden = '0'
notSellable = '0'
externalId = '327295'

productText (array):

id = '165064'
productId = '40995'
languageId = '1'
nameShort = 'UM 240 W'
name = 'UM 240 W 3m'
description = '<ul class="description_list"><li class="first-item">Wassergekühlter Standard-MIG/MAG-Schweißbrenner</li><li>Ergonomische Griffschale mit Kugelgelenk</li><li>Knickschutzfeder am Brenner sowie am Anschluss</li><li>Bestens geeignet für den Einsatz an Standardschweißgeräten ohne Pulsfunktion</li><li>Typbezogene Standardverschleißteile</li><li><b>Ausrüstung ab Werk (Stahldraht Ø 1,0):</b></li><li class="knurps">Gasdüse konisch Ø 12,5 mm; 63,5 mm</li><li class="knurps">Gasverteiler 20 mm</li><li class="knurps">Stromdüse M6 x 28 mm; Ø 1,0 mm</li><li class="knurps">Düsenstock M6 x 26 mm</li><li class="knurps">Empfehlung:</li><li class="knurps">Zum Fördern von Stahldrähten empfehlen wir die Verwendung einer Drahtführungsspirale mit Kapillarrohr</li><li class="knurps">Zum Fördern von CrNi-, Aluminium-, Füll- und CuSi-Drähten empfehlen wir die Verwendung einer PA-Kombiseele mit Führungsrohr (alternativ kann auch eine Teflon- oder Kohleteflonseele verwendet werden)</li></ul>'
descriptionShort = '<p>Wassergekühlter Standard-MIG/MAG-Schweißbrenner</p><p>Einschaltdauer CO2: 300 A / 100 %</p>'
deliveryScope = null

isSellable = true
productStock (object: ProductStockModel):

(private) redLimit = null
(private) yellowLimit = null
(private) product (object: ProductEntity):

(private) id = '40995'
(private) productMainId = '13119'
(private) ean = '4051629046050'
(private) vendorProductId = '394-600010-00000'
(private) manufacturerProductId = null
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '37'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2023-03-15 09:27:30'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '100'
(private) packagingUnit = 'stk'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '327295'
(private) seoldInstance = null

(private) behaviour = null
(private) showOption = null
(private) showOptionText = null
(private) stock = null

productPrice = 144.90000000000001
productTax = '19'
productPriceGross = 172.43100000000001
productCurrency = 0
productPriceForAmount = 144.90000000000001
manufacturer (array):

name = ''

productQuantityUnit = 'stk'
mime (array):

0 (object: MimeEntity):

(private) id = '71736'
(private) parentId = null
(private) uri = 'IM0059144.jpg'
(private) type = 'Produktbild'
(private) usage = null
(private) mimeType = 'image/jpeg'
(private) width = '800'
(private) height = '600'
(private) size = null
(private) version = null
(private) externalId = '0A3109147'
(private) languageId = null
(private) yBaseoldInstance = null

1 (object: MimeEntity):

2 (object: MimeEntity):

3 (object: MimeEntity):

4 (object: MimeEntity):

5 (object: MimeEntity):

6 (object: MimeEntity):

7 (object: MimeEntity):

8 (object: MimeEntity):

9 (object: MimeEntity):

10 (object: MimeEntity):

11 (object: MimeEntity):

12 (object: MimeEntity):

13 (object: MimeEntity):

14 (object: MimeEntity):

attributes (array):

34 (array):

name = 'KUEHLUNG'
value = 'wassergekühlt'
unit = null
attributeId = '34'
attributeValueId = '529'
productAttributeId = '359883940'

576 (array):

name = 'Hauptschweißverfahren'
value = 'drive'
unit = null
attributeId = '576'
attributeValueId = '7984097'
productAttributeId = '359883915'

43 (array):

name = 'durchmesser'
value = '0.6 mm - 1.2 mm'
unit = null
attributeId = '43'
attributeValueId = '29477'
productAttributeId = '359883912'

54 (array):

name = 'zulassung'
value = 'CE-Zeichen / UKCA-Zeichen / EAC-Zeichen'
unit = null
attributeId = '54'
attributeValueId = '8149299'
productAttributeId = '359883914'

productPriceCollection (array):

0 (array):

type = 'date'
quantity = '0'
validFrom = '2024-06-19 00:00:00'
validTo = '2024-07-31 21:00:00'
price = 144.90000000000001
tax = 19.0
taxTotal = 27.530999999999999
total = 172.43100000000001

1 (array):

type = 'date'
quantity = '0'
validFrom = '2023-03-15 00:00:00'
validTo = null
price = 207.0
tax = 19.0
taxTotal = 39.329999999999998
total = 246.32999999999998

productName = 'UM 240 W'
produktbezeichnung = 'MIG/MAG-Schweißbrenner, wassergekühlt'
price = 144.90000000000001
currencySign = '€'
ewmPriceSurcharge = '0,00 €'
accessories (array):

6670 (object: ProductEntity):

6669 (object: ProductEntity):

7080 (object: ProductEntity):

107610 (object: ProductEntity):

2150 (object: ProductEntity):

7358 (object: ProductEntity):

22183 (object: ProductEntity):

4957 (object: ProductEntity):

103154 (object: ProductEntity):

103155 (object: ProductEntity):

4970 (object: ProductEntity):

4968 (object: ProductEntity):

4967 (object: ProductEntity):

7376 (object: ProductEntity):

7370 (object: ProductEntity):

22180 (object: ProductEntity):

3450 (object: ProductEntity):

3448 (object: ProductEntity):

3449 (object: ProductEntity):

3471 (object: ProductEntity):

3472 (object: ProductEntity):

6685 (object: ProductEntity):

accessoriesCategorized (array):

7219 (array):

7768 (array):

7354 (array):

7219 = null

6690 (array):

6690 = null
7470 (array):

7080 (object: ProductEntity): [recursion, skipped]
107610 (object: ProductEntity): [recursion, skipped]

accessoriesCategorizedTexts (array):

7219 (array):

7768 = 'Zubehör'
7354 = 'Verschleißteile'
7219 = 'Schweißbrenner'

6690 (array):

6690 = 'Werkstattausstattung'
7470 = 'Schweißwerkzeuge'

accessoriesCount = 22
revAccessories (array):

0 (object: ProductEntity):

(private) id = '130312'
(private) productMainId = '107789'
(private) ean = '4051629082546'
(private) vendorProductId = '090-005697-00502'
(private) manufacturerProductId = null
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '2'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2024-06-24 10:13:23'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '100'
(private) packagingUnit = 'stk'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '479939'
(private) seoldInstance = null

1 (object: ProductEntity):

(private) id = '130314'
(private) productMainId = '107791'
(private) ean = '4051629086452'
(private) vendorProductId = '090-005698-00502'
(private) manufacturerProductId = null
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '11'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2024-06-24 10:13:23'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '100'
(private) packagingUnit = 'stk'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '479943'
(private) seoldInstance = null

revAccessoriesCategorized (array):

13857 (array):

13856 (array):

0 (object: ProductEntity): [recursion, skipped]
1 (object: ProductEntity): [recursion, skipped]

13857 = null

revAccessoriesCategorizedTexts (array):

13857 (array):

13856 = 'Picomig puls / Picomig Synergic'
13857 = 'MIG/MAG-Schweißgeräte'

revAccessoriesCount = 2
recommendedAccessories (array):

0 = null

vtls (array):

43792 (object: ProductEntity):

14973 (object: ProductEntity):

125288 (object: ProductEntity):

125289 (object: ProductEntity):

14997 (object: ProductEntity):

15007 (object: ProductEntity):

15000 (object: ProductEntity):

20583 (object: ProductEntity):

20573 (object: ProductEntity):

43789 (object: ProductEntity):

10384 (object: ProductEntity):

42990 (object: ProductEntity):

10387 (object: ProductEntity):

10381 (object: ProductEntity):

42396 (object: ProductEntity):

42393 (object: ProductEntity):

filterAttributes (array):

40995 (array):

name = 'lblVariantenwahl:'
values (array):

40995 = '3 m'
40996 = '4 m'
40997 = '5 m'

hasSpareParts = '1'
ewmVariants (array):

0 (array):

productPrice = 144.90000000000001
productPriceGross = 172.43100000000001
id = '40995'
accessories (array):

6670 (array):

6669 (array):

7080 (array):

productMainId = '7080'
id = '19935'
vendorProductId = '098-004718-00000'
name = '3 x 5/6'
produktbezeichnung = 'Zündkerzenbürste'

107610 (array):

productMainId = '107610'
id = '130066'
vendorProductId = '098-005208-00000'
name = 'CBB Ø 15 mm'
produktbezeichnung = 'Zylinderbürste Messingdraht'

2150 (array):

productMainId = '2150'
id = '20456'
vendorProductId = '094-000074-00000'
name = 'GFM 25'
produktbezeichnung = 'Durchflussmengenmesser'

7358 (array):

productMainId = '7358'
id = '20553'
vendorProductId = '098-004206-00000'
name = 'original FIX'
produktbezeichnung = 'MIG/MAG-Schweißbrennerhalter'

22183 (array):

productMainId = '22183'
id = '43792'
vendorProductId = '098-005149-00000'
name = 'O-Ring Picker'
produktbezeichnung = 'O-Ring Picker'

4957 (array):

productMainId = '4957'
id = '14973'
vendorProductId = '394-001234-00000'
name = 'GN Eco Ø=10mm L=63,5mm MIG 24/240'
produktbezeichnung = 'Gasdüse, stark konisch'

103154 (array):

productMainId = '103154'
id = '125288'
vendorProductId = '394-000361-00000'
name = 'GN Eco Ø=12,5mm L=63,5mm MIG 24/240'
produktbezeichnung = 'Gasdüse, konisch'

103155 (array):

productMainId = '103155'
id = '125289'
vendorProductId = '394-000362-00000'
name = 'GN Eco Ø=17mm L=63,5mm MIG 24/240'
produktbezeichnung = 'Gasdüse, zylindrisch'

4970 (array):

productMainId = '4970'
id = '15009'
vendorProductId = '394-001229-00000'
name = 'CT Eco M6 E-Cu Ø=1.2mm'
produktbezeichnung = 'Stromdüse'

4968 (array):

productMainId = '4968'
id = '15002'
vendorProductId = '394-005224-00000'
name = 'CT Eco M6x28 CuCrZr Ø=1.2mm'
produktbezeichnung = 'Stromdüse'

4967 (array):

productMainId = '4967'
id = '14999'
vendorProductId = '394-016108-00000'
name = 'CT Eco M6x28 E-Cu Ø=1,2mm Alu'
produktbezeichnung = 'Stromdüse, Aluminiumschweißen'

7376 (array):

productMainId = '7376'
id = '20583'
vendorProductId = '394-000363-00000'
name = 'CTH Eco M6x26mm MIG 24/240'
produktbezeichnung = 'Düsenstock'

7370 (array):

productMainId = '7370'
id = '20573'
vendorProductId = '394-000360-00000'
name = 'GD Eco L=20 mm, MIG 24/240'
produktbezeichnung = 'Gasverteiler'

22180 (array):

productMainId = '22180'
id = '43789'
vendorProductId = '094-013967-00000'
name = '4,0MMX1,0MM'
produktbezeichnung = 'O-Ring für Eurozentralanschluss'

3450 (array):

productMainId = '3450'
id = '10389'
vendorProductId = '094-013802-00005'
name = 'LPTFE COMBI 2.7mm x 4.7mm 5m'
produktbezeichnung = 'Kombiseele, Teflon'

3448 (array):

productMainId = '3448'
id = '10381'
vendorProductId = '094-013800-00000'
name = 'LPTFE COMBI 1.5mm x 4.0mm 3m'
produktbezeichnung = 'Kombiseele, Teflon'

3449 (array):

productMainId = '3449'
id = '10384'
vendorProductId = '094-013801-00000'
name = 'LPTFE COMBI 2.0mm x 4.0mm 3m'
produktbezeichnung = 'Kombiseele, Teflon'

3471 (array):

productMainId = '3471'
id = '42397'
vendorProductId = '094-013075-00501'
name = 'LSTC 1.5mm x 3.8mm 4.6m'
produktbezeichnung = 'Drahtführungsspirale, isoliert'

3472 (array):

productMainId = '3472'
id = '42990'
vendorProductId = '094-007239-00501'
name = 'LSTC 2.0mm x 4.6mm 3.6m'
produktbezeichnung = 'Drahtführungsspirale, isoliert'

6685 (array):

productMainId = '6685'
id = '42393'
vendorProductId = '094-013662-00502'
name = 'LSTC 2.4mm x 4.6mm 3.6m'
produktbezeichnung = 'Drahtführungsspirale, isoliert'

1 (array):

productPrice = 162.75
productPriceGross = 193.67250000000001
id = '40996'

2 (array):

productPrice = 178.15000000000001
productPriceGross = 211.99850000000001
id = '40997'

ewmLowestPriceGross = 172.43100000000001
ewmLowestPrice = 144.90000000000001
ewmLowestPricePackagingUnit = 'stk'
ewmLowestPricePackagingAmount = '100'
avshop = 'AVSHOP'
listprice = '207'
ewmRabattgruppe = 'B4'
darstellungsart = 'Gruppendarstellung nur VT ohne Einleitung'
darstellungsarttemplate = 'Gruppendarstellung nur VT ohne Einleitung.tpl'
ewmQuantityPriceCollection (array):

0 (array):

quantity = '0'
price = 144.90000000000001
tax = '19'
taxTotal = 27.530999999999999
total = 172.43100000000001

ewmStock = '37'
ewmStockColor = '<span class="green"></span>  auf Lager'
vmMime (array):

0 (object: MimeEntity):

1 (object: MimeEntity):

2 (object: MimeEntity):

3 (object: MimeEntity):

4 (object: MimeEntity):

5 (object: MimeEntity):

6 (object: MimeEntity):

7 (object: MimeEntity):

8 (object: MimeEntity):

9 (object: MimeEntity):

10 (object: MimeEntity):

11 (object: MimeEntity):

12 (object: MimeEntity):

13 (object: MimeEntity):

14 (object: MimeEntity):

blocks (array):

PT_TD_lang (array):

0 = '<table class="ewmPimTechData detail_table" data-date="2023-06-27 15:01:42" data-mainWp="MIG/MAG" data-voltages="0" data-tablename="TDBren" data-productid="312086"><tr data-fieldname=\'Schweissstrom_max_Gas_Coll\'><td class=\'td1\'>Einschaltdauer CO2</td><td>300 A / 100 %</td></tr><tr data-fieldname=\'Schweissstrom_max_Gas_Coll\'><td class=\'td1\'>Einschaltdauer M21</td><td>270 A / 100 %</td></tr><tr data-fieldname=\'Durchmesser_Coll\'><td class=\'td1\'>Ø Draht</td><td>0.6 mm - 1.2 mm</td></tr><tr data-fieldname=\'Brenneranschluss\'><td class=\'td1\'>Anschlusspole</td><td><span title="">Eurozentralanschluss</span> </td></tr><tr data-fieldname=\'Anschluesse_neu_Coll\'><td class=\'td1\'>Brenneranschluss</td><td>Eurozentralanschluss </td></tr><tr data-fieldname=\'Schlauchpaket_laenge\'><td class=\'td1\'>Schlauchpaketlänge</td><td><span title="">5</span> m</td></tr><tr data-fieldname=\'Zulassung\'><td class=\'td1\'>Prüfzeichen</td><td><svg class="ewmApproval" version="1.1" id="Ebene_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px" width="32" height="24.0828" viewBox="0 0 200 140" enable-background="new 0 0 200 140" xml:space="preserve"> <g> <path fill="#1F1A17" d="M187.189,2.958c-37.301,0-67.518,30.217-67.518,67.504S149.889,138,187.189,138c3.543,0,7.029-0.3,10.4-0.797v-20.59 c-3.339,0.73-6.824,1.13-10.4,1.13c-22.603,0-41.551-15.906-46.168-37.154h39.416V60.334h-39.416 c4.617-21.25,23.543-37.153,46.168-37.153c3.576,0,7.047,0.365,10.4,1.129V3.721C194.204,3.192,190.732,2.958,187.189,2.958 L187.189,2.958z M25.108,70.462c0-26.098,21.153-47.281,47.252-47.281c2.291,0,4.549,0.17,6.773,0.497V3.26 c-2.224-0.2-4.482-0.335-6.773-0.335c-37.289,0-67.526,30.218-67.526,67.538c0,37.286,30.238,67.534,67.526,67.534 c2.291,0,4.549-0.132,6.773-0.362v-20.389c-2.224,0.328-4.449,0.465-6.773,0.465C46.271,117.743,25.108,96.593,25.108,70.462 L25.108,70.462z"/> </g> </svg> <svg class="ewmApproval" width="24" height="24" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" > <defs> <g id="ewmSign649addb6832f5"> <path style="fill-rule: evenodd" fill="#1F1A17" d="M.01,.01V7.51c0,1.93,1.57,3.5,3.5,3.5H7.51c1.93,0,3.5-1.57,3.5-3.5V.01h-2.5V7.51c0,.55-.45,1-1,1H3.51c-.55,0-1-.45-1-1V.01H.01Z" /> <polygon style="fill-rule: evenodd" fill="#1F1A17" points="13.01 .01 13.01 11.01 15.51 11.01 15.51 7.01 20.51 11.01 24.01 11.01 17.01 5.51 24.01 .01 20.51 .01 15.51 4.01 15.51 .01 13.01 .01" /> <path style="fill-rule: evenodd" fill="#1F1A17" d="M11.01,13.01v2.5H3.51c-.55,0-1,.45-1,1v4c0,.55,.45,1,1,1h7.5v2.5H3.51C1.58,24.01,.01,22.45,.01,20.51v-4c0-1.93,1.57-3.5,3.5-3.5h7.5Z" /> <path style="fill-rule: evenodd" fill="#1F1A17" d="M13.01,24.01v-7.5c0-1.93,1.57-3.5,3.5-3.5h4c1.93,0,3.5,1.57,3.5,3.5v7.5h-2.5v-2.5h-6v2.5h-2.5Zm2.5-5h6v-2.5c0-.55-.45-1-1-1h-4c-.55,0-1,.45-1,1v2.5h0Z" /> </g> </defs> <use xlink:href="#ewmSign649addb6832f5" /> </svg> <svg class="ewmApproval" width="24" height="23.9988" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" > <defs> <g id="ewmSign649addb683302"> <path style="fill-rule: evenodd" fill="#1F1A17" d="M9.45,28.34c0.46,0,2.9,0,3.15,0V15.74h3.14V28.32c0.27,0,2.68,0,3.15,0V0H9.45V28.34h0ZM15.73,3.15H12.61v9.44h3.12V3.15h0Z" /> <path fill="#1F1A17" d="M6.27,28.34V25.2c-0.13,0-3,0-3.11,0V15.76l0,0h3.1V12.62H3.51a0.78,0.78,0,0,1-.36,0V3.15H6.3V0H0V28.34H6.27Z" /> <path fill="#1F1A17" d="M22,28.33h6.29c0-.88,0-2.34,0-3.15H25.19v-22c0.82,0,2.26,0,3.15,0V0H22V28.33h0Z" /> </g> </defs> <use xlink:href="#ewmSign649addb683302" transform="scale(0.8571)" /> </svg></td></tr></table>'
1 = '<table class="ewmPimTechData detail_table" data-date="2023-06-27 15:01:42" data-mainWp="MIG/MAG" data-voltages="0" data-tablename="TDBren" data-productid="312086"><tr data-fieldname=\'Schweissstrom_max_Gas_Coll\'><td class=\'td1\'>Einschaltdauer CO2</td><td>300 A / 100 %</td></tr><tr data-fieldname=\'Schweissstrom_max_Gas_Coll\'><td class=\'td1\'>Einschaltdauer M21</td><td>270 A / 100 %</td></tr><tr data-fieldname=\'Durchmesser_Coll\'><td class=\'td1\'>Ø Draht</td><td>0.6 mm - 1.2 mm</td></tr><tr data-fieldname=\'Brenneranschluss\'><td class=\'td1\'>Anschlusspole</td><td><span title="">Eurozentralanschluss</span> </td></tr><tr data-fieldname=\'Anschluesse_neu_Coll\'><td class=\'td1\'>Brenneranschluss</td><td>Eurozentralanschluss </td></tr><tr data-fieldname=\'Schlauchpaket_laenge\'><td class=\'td1\'>Schlauchpaketlänge</td><td><span title="">5</span> m</td></tr><tr data-fieldname=\'Zulassung\'><td class=\'td1\'>Prüfzeichen</td><td><svg class="ewmApproval" version="1.1" id="Ebene_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px" width="32" height="24.0828" viewBox="0 0 200 140" enable-background="new 0 0 200 140" xml:space="preserve"> <g> <path fill="#1F1A17" d="M187.189,2.958c-37.301,0-67.518,30.217-67.518,67.504S149.889,138,187.189,138c3.543,0,7.029-0.3,10.4-0.797v-20.59 c-3.339,0.73-6.824,1.13-10.4,1.13c-22.603,0-41.551-15.906-46.168-37.154h39.416V60.334h-39.416 c4.617-21.25,23.543-37.153,46.168-37.153c3.576,0,7.047,0.365,10.4,1.129V3.721C194.204,3.192,190.732,2.958,187.189,2.958 L187.189,2.958z M25.108,70.462c0-26.098,21.153-47.281,47.252-47.281c2.291,0,4.549,0.17,6.773,0.497V3.26 c-2.224-0.2-4.482-0.335-6.773-0.335c-37.289,0-67.526,30.218-67.526,67.538c0,37.286,30.238,67.534,67.526,67.534 c2.291,0,4.549-0.132,6.773-0.362v-20.389c-2.224,0.328-4.449,0.465-6.773,0.465C46.271,117.743,25.108,96.593,25.108,70.462 L25.108,70.462z"/> </g> </svg> <svg class="ewmApproval" width="24" height="24" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" > <defs> <g id="ewmSign649addb6832f5"> <path style="fill-rule: evenodd" fill="#1F1A17" d="M.01,.01V7.51c0,1.93,1.57,3.5,3.5,3.5H7.51c1.93,0,3.5-1.57,3.5-3.5V.01h-2.5V7.51c0,.55-.45,1-1,1H3.51c-.55,0-1-.45-1-1V.01H.01Z" /> <polygon style="fill-rule: evenodd" fill="#1F1A17" points="13.01 .01 13.01 11.01 15.51 11.01 15.51 7.01 20.51 11.01 24.01 11.01 17.01 5.51 24.01 .01 20.51 .01 15.51 4.01 15.51 .01 13.01 .01" /> <path style="fill-rule: evenodd" fill="#1F1A17" d="M11.01,13.01v2.5H3.51c-.55,0-1,.45-1,1v4c0,.55,.45,1,1,1h7.5v2.5H3.51C1.58,24.01,.01,22.45,.01,20.51v-4c0-1.93,1.57-3.5,3.5-3.5h7.5Z" /> <path style="fill-rule: evenodd" fill="#1F1A17" d="M13.01,24.01v-7.5c0-1.93,1.57-3.5,3.5-3.5h4c1.93,0,3.5,1.57,3.5,3.5v7.5h-2.5v-2.5h-6v2.5h-2.5Zm2.5-5h6v-2.5c0-.55-.45-1-1-1h-4c-.55,0-1,.45-1,1v2.5h0Z" /> </g> </defs> <use xlink:href="#ewmSign649addb6832f5" /> </svg> <svg class="ewmApproval" width="24" height="23.9988" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" > <defs> <g id="ewmSign649addb683302"> <path style="fill-rule: evenodd" fill="#1F1A17" d="M9.45,28.34c0.46,0,2.9,0,3.15,0V15.74h3.14V28.32c0.27,0,2.68,0,3.15,0V0H9.45V28.34h0ZM15.73,3.15H12.61v9.44h3.12V3.15h0Z" /> <path fill="#1F1A17" d="M6.27,28.34V25.2c-0.13,0-3,0-3.11,0V15.76l0,0h3.1V12.62H3.51a0.78,0.78,0,0,1-.36,0V3.15H6.3V0H0V28.34H6.27Z" /> <path fill="#1F1A17" d="M22,28.33h6.29c0-.88,0-2.34,0-3.15H25.19v-22c0.82,0,2.26,0,3.15,0V0H22V28.33h0Z" /> </g> </defs> <use xlink:href="#ewmSign649addb683302" transform="scale(0.8571)" /> </svg></td></tr></table>'
2 = '<table class="ewmPimTechData detail_table" data-date="2023-06-27 15:01:42" data-mainWp="MIG/MAG" data-voltages="0" data-tablename="TDBren" data-productid="312086"><tr data-fieldname=\'Schweissstrom_max_Gas_Coll\'><td class=\'td1\'>Einschaltdauer CO2</td><td>300 A / 100 %</td></tr><tr data-fieldname=\'Schweissstrom_max_Gas_Coll\'><td class=\'td1\'>Einschaltdauer M21</td><td>270 A / 100 %</td></tr><tr data-fieldname=\'Durchmesser_Coll\'><td class=\'td1\'>Ø Draht</td><td>0.6 mm - 1.2 mm</td></tr><tr data-fieldname=\'Brenneranschluss\'><td class=\'td1\'>Anschlusspole</td><td><span title="">Eurozentralanschluss</span> </td></tr><tr data-fieldname=\'Anschluesse_neu_Coll\'><td class=\'td1\'>Brenneranschluss</td><td>Eurozentralanschluss </td></tr><tr data-fieldname=\'Schlauchpaket_laenge\'><td class=\'td1\'>Schlauchpaketlänge</td><td><span title="">5</span> m</td></tr><tr data-fieldname=\'Zulassung\'><td class=\'td1\'>Prüfzeichen</td><td><svg class="ewmApproval" version="1.1" id="Ebene_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px" width="32" height="24.0828" viewBox="0 0 200 140" enable-background="new 0 0 200 140" xml:space="preserve"> <g> <path fill="#1F1A17" d="M187.189,2.958c-37.301,0-67.518,30.217-67.518,67.504S149.889,138,187.189,138c3.543,0,7.029-0.3,10.4-0.797v-20.59 c-3.339,0.73-6.824,1.13-10.4,1.13c-22.603,0-41.551-15.906-46.168-37.154h39.416V60.334h-39.416 c4.617-21.25,23.543-37.153,46.168-37.153c3.576,0,7.047,0.365,10.4,1.129V3.721C194.204,3.192,190.732,2.958,187.189,2.958 L187.189,2.958z M25.108,70.462c0-26.098,21.153-47.281,47.252-47.281c2.291,0,4.549,0.17,6.773,0.497V3.26 c-2.224-0.2-4.482-0.335-6.773-0.335c-37.289,0-67.526,30.218-67.526,67.538c0,37.286,30.238,67.534,67.526,67.534 c2.291,0,4.549-0.132,6.773-0.362v-20.389c-2.224,0.328-4.449,0.465-6.773,0.465C46.271,117.743,25.108,96.593,25.108,70.462 L25.108,70.462z"/> </g> </svg> <svg class="ewmApproval" width="24" height="24" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" > <defs> <g id="ewmSign649addb6832f5"> <path style="fill-rule: evenodd" fill="#1F1A17" d="M.01,.01V7.51c0,1.93,1.57,3.5,3.5,3.5H7.51c1.93,0,3.5-1.57,3.5-3.5V.01h-2.5V7.51c0,.55-.45,1-1,1H3.51c-.55,0-1-.45-1-1V.01H.01Z" /> <polygon style="fill-rule: evenodd" fill="#1F1A17" points="13.01 .01 13.01 11.01 15.51 11.01 15.51 7.01 20.51 11.01 24.01 11.01 17.01 5.51 24.01 .01 20.51 .01 15.51 4.01 15.51 .01 13.01 .01" /> <path style="fill-rule: evenodd" fill="#1F1A17" d="M11.01,13.01v2.5H3.51c-.55,0-1,.45-1,1v4c0,.55,.45,1,1,1h7.5v2.5H3.51C1.58,24.01,.01,22.45,.01,20.51v-4c0-1.93,1.57-3.5,3.5-3.5h7.5Z" /> <path style="fill-rule: evenodd" fill="#1F1A17" d="M13.01,24.01v-7.5c0-1.93,1.57-3.5,3.5-3.5h4c1.93,0,3.5,1.57,3.5,3.5v7.5h-2.5v-2.5h-6v2.5h-2.5Zm2.5-5h6v-2.5c0-.55-.45-1-1-1h-4c-.55,0-1,.45-1,1v2.5h0Z" /> </g> </defs> <use xlink:href="#ewmSign649addb6832f5" /> </svg> <svg class="ewmApproval" width="24" height="23.9988" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" > <defs> <g id="ewmSign649addb683302"> <path style="fill-rule: evenodd" fill="#1F1A17" d="M9.45,28.34c0.46,0,2.9,0,3.15,0V15.74h3.14V28.32c0.27,0,2.68,0,3.15,0V0H9.45V28.34h0ZM15.73,3.15H12.61v9.44h3.12V3.15h0Z" /> <path fill="#1F1A17" d="M6.27,28.34V25.2c-0.13,0-3,0-3.11,0V15.76l0,0h3.1V12.62H3.51a0.78,0.78,0,0,1-.36,0V3.15H6.3V0H0V28.34H6.27Z" /> <path fill="#1F1A17" d="M22,28.33h6.29c0-.88,0-2.34,0-3.15H25.19v-22c0.82,0,2.26,0,3.15,0V0H22V28.33h0Z" /> </g> </defs> <use xlink:href="#ewmSign649addb683302" transform="scale(0.8571)" /> </svg></td></tr></table>'

PT_TD_Vergl (array):

0 = '{"Einschaltdauer CO2": "300 A / 100 %","Einschaltdauer M21": "270 A / 100 %","Ø Draht": "0.6 mm - 1.2 mm","Anschlusspole": "Eurozentralanschluss","Brenneranschluss": "Eurozentralanschluss","Schlauchpaketlänge": "3 m","Zulassungen": "CE-Zeichen / UKCA-Zeichen / EAC-Zeichen"}'
1 = '{"Einschaltdauer CO2": "300 A / 100 %","Einschaltdauer M21": "270 A / 100 %","Ø Draht": "0.6 mm - 1.2 mm","Anschlusspole": "Eurozentralanschluss","Brenneranschluss": "Eurozentralanschluss","Schlauchpaketlänge": "4 m","Zulassungen": "CE-Zeichen / UKCA-Zeichen / EAC-Zeichen"}'
2 = '{"Einschaltdauer CO2": "300 A / 100 %","Einschaltdauer M21": "270 A / 100 %","Ø Draht": "0.6 mm - 1.2 mm","Anschlusspole": "Eurozentralanschluss","Brenneranschluss": "Eurozentralanschluss","Schlauchpaketlänge": "5 m","Zulassungen": "CE-Zeichen / UKCA-Zeichen / EAC-Zeichen"}'

innoWeld (array):

0 = '<p/>'
1 = '<p/>'
2 = '<p/>'

Einsatzgebiete (array):

0 = null
1 = null
2 = null

vmAttributes (array):

43 (array):

name = 'durchmesser'
unit = null
values (array):

0 = '0.6 mm - 1.2 mm'

54 (array):

name = 'zulassung'
unit = null
values (array):

0 = 'CE-Zeichen / UKCA-Zeichen / EAC-Zeichen'

576 (array):

name = 'Hauptschweißverfahren'
unit = null
values (array):

0 = 'drive'

531 (array):

name = 'SCHLAUCHPAKET_LAENGE'
unit = null
values (array):

0 = '3'

34 (array):

name = 'KUEHLUNG'
unit = null
values (array):

0 = 'wassergekühlt'

vmCharacteristics (array):

5 (array):

product (array):

id = '40998'
productMainId = '13120'
ean = '4051629046029'
vendorProductId = '394-600011-00000'
manufacturerProductId = null
manufacturerId = null
productSearchId = null
stock = '71'
stockBehaviour = '1'
stockView = '0'
stockViewText = null
dateCreated = '2023-03-15 09:27:30'
dateModified = null
public = '1'
active = '1'
deleted = '0'
packagingAmount = '100'
packagingUnit = 'stk'
priceAmount = '100'
priceUnit = 'stk'
forcePrice = '0'
priority = '0'
validFrom = null
validTo = null
hidden = '0'
notSellable = '0'
externalId = '327299'

productText (array):

id = '165067'
productId = '40998'
languageId = '1'
nameShort = 'UM 401 W'
name = 'UM 401 W 3m'
description = '<ul class="description_list"><li class="first-item">Wassergekühlter Standard-MIG/MAG-Schweißbrenner</li><li>Ergonomische Griffschale mit Kugelgelenk</li><li>Knickschutzfeder am Brenner sowie am Anschluss</li><li>Bestens geeignet für den Einsatz an Standardschweißgeräten ohne Pulsfunktion</li><li>Typbezogene Standardverschleißteile</li><li><b>Ausrüstung ab Werk (Stahldraht Ø 1,2):</b></li><li class="knurps">Gasdüse konisch Ø 16 mm; 76 mm</li><li class="knurps">Gasverteiler "Long life" 28 mm</li><li class="knurps">Stromdüse M8 x 30 mm; Ø 1,2 mm</li><li class="knurps">Düsenstock M8 x 25 mm</li><li class="knurps">Empfehlung:</li><li class="knurps">Zum Fördern von Stahldrähten empfehlen wir die Verwendung einer Drahtführungsspirale mit Kapillarrohr</li><li class="knurps">Zum Fördern von CrNi-, Aluminium-, Füll- und CuSi-Drähten empfehlen wir die Verwendung einer PA-Kombiseele mit Führungsrohr (alternativ kann auch eine Teflon- oder Kohleteflonseele verwendet werden)</li></ul>'
descriptionShort = '<p>Wassergekühlter Standard-MIG/MAG-Schweißbrenner</p><p>Einschaltdauer CO2: 400 A / 100 %</p>'
deliveryScope = null

isSellable = true
productStock (object: ProductStockModel):

(private) redLimit = null
(private) yellowLimit = null
(private) product (object: ProductEntity):

(private) id = '40998'
(private) productMainId = '13120'
(private) ean = '4051629046029'
(private) vendorProductId = '394-600011-00000'
(private) manufacturerProductId = null
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '71'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2023-03-15 09:27:30'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '100'
(private) packagingUnit = 'stk'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '327299'
(private) seoldInstance = null

(private) behaviour = null
(private) showOption = null
(private) showOptionText = null
(private) stock = null

productPrice = 144.90000000000001
productTax = '19'
productPriceGross = 172.43100000000001
productCurrency = 0
productPriceForAmount = 144.90000000000001
manufacturer (array):

name = ''

productQuantityUnit = 'stk'
mime (array):

0 (object: MimeEntity):

(private) id = '71737'
(private) parentId = null
(private) uri = 'IM0059145.jpg'
(private) type = 'Produktbild'
(private) usage = null
(private) mimeType = 'image/jpeg'
(private) width = '800'
(private) height = '600'
(private) size = null
(private) version = null
(private) externalId = '0A3109149'
(private) languageId = null
(private) yBaseoldInstance = null

1 (object: MimeEntity):

2 (object: MimeEntity):

3 (object: MimeEntity):

4 (object: MimeEntity):

5 (object: MimeEntity):

6 (object: MimeEntity):

7 (object: MimeEntity):

8 (object: MimeEntity):

9 (object: MimeEntity):

10 (object: MimeEntity):

11 (object: MimeEntity):

12 (object: MimeEntity):

13 (object: MimeEntity):

14 (object: MimeEntity):

(private) id = '262934'
(private) parentId = null
(private) uri = 'IM0093918.jpg'
(private) type = 'Explosion'
(private) usage = null
(private) mimeType = 'image/jpeg'
(private) width = '800'
(private) height = '600'
(private) size = null
(private) version = null
(private) externalId = '1A4233385'
(private) languageId = null
(private) yBaseoldInstance = null

attributes (array):

34 (array):

name = 'KUEHLUNG'
value = 'wassergekühlt'
unit = null
attributeId = '34'
attributeValueId = '529'
productAttributeId = '359883973'

576 (array):

name = 'Hauptschweißverfahren'
value = 'drive'
unit = null
attributeId = '576'
attributeValueId = '7984097'
productAttributeId = '359883948'

43 (array):

name = 'durchmesser'
value = '0.8 mm - 1.6 mm'
unit = null
attributeId = '43'
attributeValueId = '15997'
productAttributeId = '359883945'

54 (array):

name = 'zulassung'
value = 'CE-Zeichen / UKCA-Zeichen / EAC-Zeichen'
unit = null
attributeId = '54'
attributeValueId = '8149299'
productAttributeId = '359883947'

productPriceCollection (array):

0 (array):

type = 'date'
quantity = '0'
validFrom = '2024-06-19 00:00:00'
validTo = '2024-07-31 21:00:00'
price = 144.90000000000001
tax = 19.0
taxTotal = 27.530999999999999
total = 172.43100000000001

1 (array):

type = 'date'
quantity = '0'
validFrom = '2023-03-15 00:00:00'
validTo = null
price = 207.0
tax = 19.0
taxTotal = 39.329999999999998
total = 246.32999999999998

productName = 'UM 401 W'
produktbezeichnung = 'MIG/MAG-Schweißbrenner, wassergekühlt'
price = 144.90000000000001
currencySign = '€'
ewmPriceSurcharge = '0,00 €'
accessories (array):

6670 (object: ProductEntity):

6669 (object: ProductEntity):

7080 (object: ProductEntity):

107610 (object: ProductEntity):

2150 (object: ProductEntity):

7358 (object: ProductEntity):

4976 (object: ProductEntity):

(private) id = '15034'
(private) productMainId = '4976'
(private) ean = null
(private) vendorProductId = '394-000707-00000'
(private) manufacturerProductId = '68310101'
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '82'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2023-03-15 09:27:06'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '100'
(private) packagingUnit = 'stk'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '139444'
(private) seoldInstance = null

4965 (object: ProductEntity):

(private) id = '14995'
(private) productMainId = '4965'
(private) ean = null
(private) vendorProductId = '394-000469-00000'
(private) manufacturerProductId = '91921801'
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '5'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2023-03-15 09:27:06'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '100'
(private) packagingUnit = 'stk'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '114896'
(private) seoldInstance = null

4625 (object: ProductEntity):

(private) id = '20546'
(private) productMainId = '4625'
(private) ean = null
(private) vendorProductId = '394-000761-00000'
(private) manufacturerProductId = '50191241'
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '1191'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2024-03-22 07:57:42'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '2000'
(private) packagingUnit = 've'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '139348'
(private) seoldInstance = null

7372 (object: ProductEntity):

(private) id = '92447'
(private) productMainId = '7372'
(private) ean = null
(private) vendorProductId = '394-000959-00000'
(private) manufacturerProductId = '50191203'
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '119'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2023-03-15 09:27:06'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '100'
(private) packagingUnit = 'stk'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '2'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '462549'
(private) seoldInstance = null

22183 (object: ProductEntity):

4959 (object: ProductEntity):

(private) id = '14979'
(private) productMainId = '4959'
(private) ean = '4051629029411'
(private) vendorProductId = '394-000436-00000'
(private) manufacturerProductId = 'ICS00740'
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '1470'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2023-03-15 09:27:06'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '1000'
(private) packagingUnit = 've'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '139311'
(private) seoldInstance = null

103162 (object: ProductEntity):

(private) id = '125296'
(private) productMainId = '103162'
(private) ean = '4051629001110'
(private) vendorProductId = '394-000437-00000'
(private) manufacturerProductId = 'ICS00746'
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '947'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2023-03-15 09:27:06'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '1000'
(private) packagingUnit = 've'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '139313'
(private) seoldInstance = null

7364 (object: ProductEntity):

(private) id = '20565'
(private) productMainId = '7364'
(private) ean = null
(private) vendorProductId = '394-000711-00000'
(private) manufacturerProductId = '50193361'
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '97'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2023-03-15 09:27:06'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '100'
(private) packagingUnit = 'stk'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '291545'
(private) seoldInstance = null

103161 (object: ProductEntity):

(private) id = '125295'
(private) productMainId = '103161'
(private) ean = '4051629029374'
(private) vendorProductId = '394-000435-00000'
(private) manufacturerProductId = 'ICS00713'
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '4278'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2023-03-15 09:27:06'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '1000'
(private) packagingUnit = 've'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '139312'
(private) seoldInstance = null

5118 (object: ProductEntity):

(private) id = '15332'
(private) productMainId = '5118'
(private) ean = '4051629030035'
(private) vendorProductId = '394-000942-00000'
(private) manufacturerProductId = 'ICU0005-12'
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '12135'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2023-03-15 09:27:06'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '2000'
(private) packagingUnit = 'v20'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '2'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '139218'
(private) seoldInstance = null

4972 (object: ProductEntity):

(private) id = '15016'
(private) productMainId = '4972'
(private) ean = '4051629033906'
(private) vendorProductId = '394-000450-00000'
(private) manufacturerProductId = '2417610L'
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '3274'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2023-03-15 09:27:06'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '2000'
(private) packagingUnit = 'v20'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '1'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '139227'
(private) seoldInstance = null

7377 (object: ProductEntity):

(private) id = '20584'
(private) productMainId = '7377'
(private) ean = null
(private) vendorProductId = '394-000439-00000'
(private) manufacturerProductId = '50198101'
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '158'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2023-03-15 09:27:06'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '1000'
(private) packagingUnit = 've'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '307819'
(private) seoldInstance = null

4974 (object: ProductEntity):

(private) id = '15026'
(private) productMainId = '4974'
(private) ean = '4051629029015'
(private) vendorProductId = '394-016117-00000'
(private) manufacturerProductId = '2416610 (RaBa)'
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '610'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2023-03-15 09:27:06'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '2000'
(private) packagingUnit = 'v20'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '1'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '139243'
(private) seoldInstance = null

22180 (object: ProductEntity):

3448 (object: ProductEntity):

3449 (object: ProductEntity):

3450 (object: ProductEntity):

3471 (object: ProductEntity):

3472 (object: ProductEntity):

6685 (object: ProductEntity):

accessoriesCategorized (array):

7219 (array):

7768 (array):

6670 (object: ProductEntity): [recursion, skipped]
6669 (object: ProductEntity): [recursion, skipped]
2150 (object: ProductEntity): [recursion, skipped]
7358 (object: ProductEntity): [recursion, skipped]
4625 (object: ProductEntity): [recursion, skipped]
22183 (object: ProductEntity): [recursion, skipped]
22180 (object: ProductEntity): [recursion, skipped]

7354 (array):

4976 (object: ProductEntity): [recursion, skipped]
4965 (object: ProductEntity): [recursion, skipped]
7372 (object: ProductEntity): [recursion, skipped]
4959 (object: ProductEntity): [recursion, skipped]
103162 (object: ProductEntity): [recursion, skipped]
7364 (object: ProductEntity): [recursion, skipped]
103161 (object: ProductEntity): [recursion, skipped]
5118 (object: ProductEntity): [recursion, skipped]
4972 (object: ProductEntity): [recursion, skipped]
7377 (object: ProductEntity): [recursion, skipped]
4974 (object: ProductEntity): [recursion, skipped]
3448 (object: ProductEntity): [recursion, skipped]
3449 (object: ProductEntity): [recursion, skipped]
3450 (object: ProductEntity): [recursion, skipped]
3471 (object: ProductEntity): [recursion, skipped]
3472 (object: ProductEntity): [recursion, skipped]
6685 (object: ProductEntity): [recursion, skipped]

7219 = null

6690 (array):

6690 = null
7470 (array):

7080 (object: ProductEntity): [recursion, skipped]
107610 (object: ProductEntity): [recursion, skipped]

accessoriesCategorizedTexts (array):

7219 (array):

7768 = 'Zubehör'
7354 = 'Verschleißteile'
7219 = 'Schweißbrenner'

6690 (array):

6690 = 'Werkstattausstattung'
7470 = 'Schweißwerkzeuge'

accessoriesCount = 26
revAccessories (array):

0 (object: ProductEntity):

(private) id = '124282'
(private) productMainId = '102265'
(private) ean = '4051629048627'
(private) vendorProductId = '090-005667-00001'
(private) manufacturerProductId = null
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = null
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2024-06-24 07:40:48'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '100'
(private) packagingUnit = 'stk'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '471871'
(private) seoldInstance = null

1 (object: ProductEntity):

(private) id = '124283'
(private) productMainId = '102266'
(private) ean = '4051629048658'
(private) vendorProductId = '090-005668-00001'
(private) manufacturerProductId = null
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = null
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2024-06-24 07:40:48'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '100'
(private) packagingUnit = 'stk'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '471873'
(private) seoldInstance = null

2 (object: ProductEntity):

(private) id = '41825'
(private) productMainId = '21136'
(private) ean = '4051629037409'
(private) vendorProductId = '090-005589-00502'
(private) manufacturerProductId = null
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = null
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2024-06-24 08:21:22'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '100'
(private) packagingUnit = 'stk'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '337583'
(private) seoldInstance = null

3 (object: ProductEntity):

(private) id = '41826'
(private) productMainId = '21137'
(private) ean = '4051629038277'
(private) vendorProductId = '090-005590-00502'
(private) manufacturerProductId = null
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '4'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2024-06-24 08:21:22'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '100'
(private) packagingUnit = 'stk'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '337585'
(private) seoldInstance = null

4 (object: ProductEntity):

(private) id = '41827'
(private) productMainId = '21138'
(private) ean = '4051629038291'
(private) vendorProductId = '090-005591-00502'
(private) manufacturerProductId = null
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '4'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2024-06-24 08:21:22'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '100'
(private) packagingUnit = 'stk'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '337587'
(private) seoldInstance = null

5 (object: ProductEntity):

(private) id = '91884'
(private) productMainId = '70170'
(private) ean = '4051629057933'
(private) vendorProductId = '090-005634-00502'
(private) manufacturerProductId = null
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '1'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2024-06-24 08:21:22'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '100'
(private) packagingUnit = 'stk'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '461171'
(private) seoldInstance = null

6 (object: ProductEntity):

(private) id = '91885'
(private) productMainId = '70171'
(private) ean = '4051629057940'
(private) vendorProductId = '090-005635-00502'
(private) manufacturerProductId = null
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '3'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2024-06-24 08:21:22'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '100'
(private) packagingUnit = 'stk'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '461174'
(private) seoldInstance = null

7 (object: ProductEntity):

(private) id = '91886'
(private) productMainId = '70172'
(private) ean = '4051629057957'
(private) vendorProductId = '090-005636-00502'
(private) manufacturerProductId = null
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '5'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2024-06-24 08:21:22'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '100'
(private) packagingUnit = 'stk'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '461177'
(private) seoldInstance = null

8 (object: ProductEntity):

9 (object: ProductEntity):

(private) id = '130313'
(private) productMainId = '107790'
(private) ean = '4051629086469'
(private) vendorProductId = '090-005699-00502'
(private) manufacturerProductId = null
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = null
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2024-06-24 10:13:23'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '100'
(private) packagingUnit = 'stk'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '479941'
(private) seoldInstance = null

10 (object: ProductEntity):

11 (object: ProductEntity):

(private) id = '130315'
(private) productMainId = '107792'
(private) ean = '4051629086476'
(private) vendorProductId = '090-005700-00502'
(private) manufacturerProductId = null
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '5'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2024-06-24 10:13:23'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '100'
(private) packagingUnit = 'stk'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '479945'
(private) seoldInstance = null

revAccessoriesCategorized (array):

13857 (array):

220738 (array):

0 (object: ProductEntity): [recursion, skipped]
1 (object: ProductEntity): [recursion, skipped]

13855 (array):

2 (object: ProductEntity): [recursion, skipped]
3 (object: ProductEntity): [recursion, skipped]
4 (object: ProductEntity): [recursion, skipped]
5 (object: ProductEntity): [recursion, skipped]
6 (object: ProductEntity): [recursion, skipped]
7 (object: ProductEntity): [recursion, skipped]

13856 (array):

8 (object: ProductEntity): [recursion, skipped]
9 (object: ProductEntity): [recursion, skipped]
10 (object: ProductEntity): [recursion, skipped]
11 (object: ProductEntity): [recursion, skipped]

13857 = null

revAccessoriesCategorizedTexts (array):

13857 (array):

220738 = 'Taurus XQ Basic'
13855 = 'Taurus Steel puls S / Taurus Steel Synergic S / Taurus Basic S'
13856 = 'Picomig puls / Picomig Synergic'
13857 = 'MIG/MAG-Schweißgeräte'

revAccessoriesCount = 12
recommendedAccessories (array):

0 = null

vtls (array):

15034 (object: ProductEntity):

14995 (object: ProductEntity):

20546 (object: ProductEntity):

43792 (object: ProductEntity):

125295 (object: ProductEntity):

14979 (object: ProductEntity):

125296 (object: ProductEntity):

20565 (object: ProductEntity):

20739 (object: ProductEntity):

(private) id = '20739'
(private) productMainId = '4972'
(private) ean = null
(private) vendorProductId = '394-014024-00000'
(private) manufacturerProductId = '2417608 (RaBa)'
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = null
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2023-03-15 09:27:06'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '2000'
(private) packagingUnit = 'v20'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '307889'
(private) seoldInstance = null

20584 (object: ProductEntity):

15330 (object: ProductEntity):

(private) id = '15330'
(private) productMainId = '5118'
(private) ean = '4051629001394'
(private) vendorProductId = '394-000447-00000'
(private) manufacturerProductId = 'ICU0005-08'
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '3087'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2023-03-15 09:27:06'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '2000'
(private) packagingUnit = 'v20'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '139216'
(private) seoldInstance = null

15025 (object: ProductEntity):

(private) id = '15025'
(private) productMainId = '4974'
(private) ean = '4051629000182'
(private) vendorProductId = '394-016115-00000'
(private) manufacturerProductId = '2416608 (RaBa)'
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '157'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2023-03-15 09:27:06'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '2000'
(private) packagingUnit = 'v20'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '139242'
(private) seoldInstance = null

43789 (object: ProductEntity):

20575 (object: ProductEntity):

(private) id = '20575'
(private) productMainId = '7372'
(private) ean = '4051629021927'
(private) vendorProductId = '394-000948-00000'
(private) manufacturerProductId = 'ICF0024'
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '2770'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2023-03-15 09:27:06'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '1000'
(private) packagingUnit = 've'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '307804'
(private) seoldInstance = null

10381 (object: ProductEntity):

10384 (object: ProductEntity):

42990 (object: ProductEntity):

10387 (object: ProductEntity):

42396 (object: ProductEntity):

42393 (object: ProductEntity):

filterAttributes (array):

40998 (array):

name = 'lblVariantenwahl:'
values (array):

40998 = '3 m'
40999 = '4 m'
41000 = '5 m'

hasSpareParts = '1'
ewmVariants (array):

0 (array):

productPrice = 144.90000000000001
productPriceGross = 172.43100000000001
id = '40998'
accessories (array):

6670 (array):

6669 (array):

7080 (array):

productMainId = '7080'
id = '19935'
vendorProductId = '098-004718-00000'
name = '3 x 5/6'
produktbezeichnung = 'Zündkerzenbürste'

107610 (array):

productMainId = '107610'
id = '130066'
vendorProductId = '098-005208-00000'
name = 'CBB Ø 15 mm'
produktbezeichnung = 'Zylinderbürste Messingdraht'

2150 (array):

productMainId = '2150'
id = '20456'
vendorProductId = '094-000074-00000'
name = 'GFM 25'
produktbezeichnung = 'Durchflussmengenmesser'

7358 (array):

productMainId = '7358'
id = '20553'
vendorProductId = '098-004206-00000'
name = 'original FIX'
produktbezeichnung = 'MIG/MAG-Schweißbrennerhalter'

4976 (array):

productMainId = '4976'
id = '15034'
vendorProductId = '394-000707-00000'
name = 'CT M6-L83-AD6 0.8-1.0'
produktbezeichnung = 'Engspaltstromdüse'

4965 (array):

productMainId = '4965'
id = '14995'
vendorProductId = '394-000469-00000'
name = 'TTOOL'
produktbezeichnung = 'Zentrier-Steckschlüssel für Engspaltstromdüse'

4625 (array):

productMainId = '4625'
id = '20546'
vendorProductId = '394-000761-00000'
name = 'ISO UM 401/501 Eco'
produktbezeichnung = 'Isolierscheibe'

7372 (array):

productMainId = '7372'
id = '92447'
vendorProductId = '394-000959-00000'
name = 'MIG 35/401/501 Eco'
produktbezeichnung = 'Gasverteiler'

22183 (array):

productMainId = '22183'
id = '43792'
vendorProductId = '098-005149-00000'
name = 'O-Ring Picker'
produktbezeichnung = 'O-Ring Picker'

4959 (array):

productMainId = '4959'
id = '14979'
vendorProductId = '394-000436-00000'
name = 'GN Eco Ø=14mm L=76mm MIG 401/501'
produktbezeichnung = 'Gasdüse, stark konisch'

103162 (array):

productMainId = '103162'
id = '125296'
vendorProductId = '394-000437-00000'
name = 'GN Eco Ø=19mm L=76mm MIG 401/501'
produktbezeichnung = 'Gasdüse, zylindrisch'

7364 (array):

productMainId = '7364'
id = '20565'
vendorProductId = '394-000711-00000'
name = 'GN Eco Ø=11mm L=128 mm MIG 401/501'
produktbezeichnung = 'Engspaltgasdüse'

103161 (array):

productMainId = '103161'
id = '125295'
vendorProductId = '394-000435-00000'
name = 'GN Eco Ø=16mm L=76mm MIG 401/501'
produktbezeichnung = 'Gasdüse, konisch'

5118 (array):

productMainId = '5118'
id = '15332'
vendorProductId = '394-000942-00000'
name = 'CT Eco M8x30 E-Cu Ø=1.2mm'
produktbezeichnung = 'Stromdüse'

4972 (array):

productMainId = '4972'
id = '15016'
vendorProductId = '394-000450-00000'
name = 'CT Eco M8x30 CuCrZr Ø=1mm'
produktbezeichnung = 'Stromdüse'

7377 (array):

productMainId = '7377'
id = '20584'
vendorProductId = '394-000439-00000'
name = 'CTH Eco M6x25mm MIG 401/501'
produktbezeichnung = 'Düsenstock'

4974 (array):

productMainId = '4974'
id = '15026'
vendorProductId = '394-016117-00000'
name = 'CT Eco M8x30 E-Cu Ø=1,0mm Alu'
produktbezeichnung = 'Stromdüse, Aluminiumschweißen'

22180 (array):

productMainId = '22180'
id = '43789'
vendorProductId = '094-013967-00000'
name = '4,0MMX1,0MM'
produktbezeichnung = 'O-Ring für Eurozentralanschluss'

3448 (array):

productMainId = '3448'
id = '10381'
vendorProductId = '094-013800-00000'
name = 'LPTFE COMBI 1.5mm x 4.0mm 3m'
produktbezeichnung = 'Kombiseele, Teflon'

3449 (array):

productMainId = '3449'
id = '10384'
vendorProductId = '094-013801-00000'
name = 'LPTFE COMBI 2.0mm x 4.0mm 3m'
produktbezeichnung = 'Kombiseele, Teflon'

3450 (array):

productMainId = '3450'
id = '10387'
vendorProductId = '094-013802-00000'
name = 'LPTFE COMBI 2.7mm x 4.7mm 3m'
produktbezeichnung = 'Kombiseele, Teflon'

3471 (array):

productMainId = '3471'
id = '42397'
vendorProductId = '094-013075-00501'
name = 'LSTC 1.5mm x 3.8mm 4.6m'
produktbezeichnung = 'Drahtführungsspirale, isoliert'

3472 (array):

productMainId = '3472'
id = '42990'
vendorProductId = '094-007239-00501'
name = 'LSTC 2.0mm x 4.6mm 3.6m'
produktbezeichnung = 'Drahtführungsspirale, isoliert'

6685 (array):

productMainId = '6685'
id = '42393'
vendorProductId = '094-013662-00502'
name = 'LSTC 2.4mm x 4.6mm 3.6m'
produktbezeichnung = 'Drahtführungsspirale, isoliert'

1 (array):

productPrice = 162.75
productPriceGross = 193.67250000000001
id = '40999'

2 (array):

productPrice = 178.15000000000001
productPriceGross = 211.99850000000001
id = '41000'

0 (array):

quantity = '0'
price = 144.90000000000001
tax = '19'
taxTotal = 27.530999999999999
total = 172.43100000000001

ewmStock = '71'
ewmStockColor = '<span class="green"></span>  auf Lager'
vmMime (array):

0 (object: MimeEntity):

1 (object: MimeEntity):

2 (object: MimeEntity):

3 (object: MimeEntity):

4 (object: MimeEntity):

5 (object: MimeEntity):

6 (object: MimeEntity):

7 (object: MimeEntity):

8 (object: MimeEntity):

9 (object: MimeEntity):

10 (object: MimeEntity):

11 (object: MimeEntity):

12 (object: MimeEntity):

13 (object: MimeEntity):

14 (object: MimeEntity):

blocks (array):

PT_TD_lang (array):

0 = '<table class="ewmPimTechData detail_table" data-date="2023-06-26 08:03:09" data-mainWp="MIG/MAG" data-voltages="0" data-tablename="TDBren" data-productid="312090"><tr data-fieldname=\'Schweissstrom_max_Gas_Coll\'><td class=\'td1\'>Einschaltdauer CO2</td><td>400 A / 100 %</td></tr><tr data-fieldname=\'Schweissstrom_max_Gas_Coll\'><td class=\'td1\'>Einschaltdauer M21</td><td>350 A / 100 %</td></tr><tr data-fieldname=\'max_Schweissstrom\'><td class=\'td1\'>-</td><td><span title="">400</span> A</td></tr><tr data-fieldname=\'max_Schweissstrom\'><td class="td1"/><td><span title="">350</span> A</td></tr><tr data-fieldname=\'Einschaltdauer_Prozent\'><td class=\'td1\'>-</td><td><span title="">100</span> %</td></tr><tr data-fieldname=\'Schweissstrom_max_bei_Gasart\'><td class=\'td1\'>-</td><td><span title="">CO2</span> </td></tr><tr data-fieldname=\'Schweissstrom_max_bei_Gasart\'><td class="td1"/><td><span title="">M21</span> </td></tr><tr data-fieldname=\'Durchmesser_Coll\'><td class=\'td1\'>Ø Draht</td><td>0.8 mm - 1.6 mm</td></tr><tr data-fieldname=\'Brenneranschluss\'><td class=\'td1\'>Anschlusspole</td><td><span title="">Eurozentralanschluss</span> </td></tr><tr data-fieldname=\'Anschluesse_neu_Coll\'><td class=\'td1\'>Brenneranschluss</td><td>Eurozentralanschluss </td></tr><tr data-fieldname=\'Schlauchpaket_laenge\'><td class=\'td1\'>Schlauchpaketlänge</td><td><span title="">5</span> m</td></tr><tr data-fieldname=\'Brenneranschluss\'><td class=\'td1\'>-</td><td><span title="">Eurozentralanschluss</span> </td></tr><tr data-fieldname=\'Zulassung\'><td class=\'td1\'>Prüfzeichen</td><td><svg class="ewmApproval" version="1.1" id="Ebene_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px" width="32" height="24.0828" viewBox="0 0 200 140" enable-background="new 0 0 200 140" xml:space="preserve"> <g> <path fill="#1F1A17" d="M187.189,2.958c-37.301,0-67.518,30.217-67.518,67.504S149.889,138,187.189,138c3.543,0,7.029-0.3,10.4-0.797v-20.59 c-3.339,0.73-6.824,1.13-10.4,1.13c-22.603,0-41.551-15.906-46.168-37.154h39.416V60.334h-39.416 c4.617-21.25,23.543-37.153,46.168-37.153c3.576,0,7.047,0.365,10.4,1.129V3.721C194.204,3.192,190.732,2.958,187.189,2.958 L187.189,2.958z M25.108,70.462c0-26.098,21.153-47.281,47.252-47.281c2.291,0,4.549,0.17,6.773,0.497V3.26 c-2.224-0.2-4.482-0.335-6.773-0.335c-37.289,0-67.526,30.218-67.526,67.538c0,37.286,30.238,67.534,67.526,67.534 c2.291,0,4.549-0.132,6.773-0.362v-20.389c-2.224,0.328-4.449,0.465-6.773,0.465C46.271,117.743,25.108,96.593,25.108,70.462 L25.108,70.462z"/> </g> </svg> <svg class="ewmApproval" width="24" height="24" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" > <defs> <g id="ewmSign64992a1dbd9e6"> <path style="fill-rule: evenodd" fill="#1F1A17" d="M.01,.01V7.51c0,1.93,1.57,3.5,3.5,3.5H7.51c1.93,0,3.5-1.57,3.5-3.5V.01h-2.5V7.51c0,.55-.45,1-1,1H3.51c-.55,0-1-.45-1-1V.01H.01Z" /> <polygon style="fill-rule: evenodd" fill="#1F1A17" points="13.01 .01 13.01 11.01 15.51 11.01 15.51 7.01 20.51 11.01 24.01 11.01 17.01 5.51 24.01 .01 20.51 .01 15.51 4.01 15.51 .01 13.01 .01" /> <path style="fill-rule: evenodd" fill="#1F1A17" d="M11.01,13.01v2.5H3.51c-.55,0-1,.45-1,1v4c0,.55,.45,1,1,1h7.5v2.5H3.51C1.58,24.01,.01,22.45,.01,20.51v-4c0-1.93,1.57-3.5,3.5-3.5h7.5Z" /> <path style="fill-rule: evenodd" fill="#1F1A17" d="M13.01,24.01v-7.5c0-1.93,1.57-3.5,3.5-3.5h4c1.93,0,3.5,1.57,3.5,3.5v7.5h-2.5v-2.5h-6v2.5h-2.5Zm2.5-5h6v-2.5c0-.55-.45-1-1-1h-4c-.55,0-1,.45-1,1v2.5h0Z" /> </g> </defs> <use xlink:href="#ewmSign64992a1dbd9e6" /> </svg> <svg class="ewmApproval" width="24" height="23.9988" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" > <defs> <g id="ewmSign64992a1dbd9f3"> <path style="fill-rule: evenodd" fill="#1F1A17" d="M9.45,28.34c0.46,0,2.9,0,3.15,0V15.74h3.14V28.32c0.27,0,2.68,0,3.15,0V0H9.45V28.34h0ZM15.73,3.15H12.61v9.44h3.12V3.15h0Z" /> <path fill="#1F1A17" d="M6.27,28.34V25.2c-0.13,0-3,0-3.11,0V15.76l0,0h3.1V12.62H3.51a0.78,0.78,0,0,1-.36,0V3.15H6.3V0H0V28.34H6.27Z" /> <path fill="#1F1A17" d="M22,28.33h6.29c0-.88,0-2.34,0-3.15H25.19v-22c0.82,0,2.26,0,3.15,0V0H22V28.33h0Z" /> </g> </defs> <use xlink:href="#ewmSign64992a1dbd9f3" transform="scale(0.8571)" /> </svg></td></tr></table>'
1 = '<table class="ewmPimTechData detail_table" data-date="2023-06-26 08:03:09" data-mainWp="MIG/MAG" data-voltages="0" data-tablename="TDBren" data-productid="312090"><tr data-fieldname=\'Schweissstrom_max_Gas_Coll\'><td class=\'td1\'>Einschaltdauer CO2</td><td>400 A / 100 %</td></tr><tr data-fieldname=\'Schweissstrom_max_Gas_Coll\'><td class=\'td1\'>Einschaltdauer M21</td><td>350 A / 100 %</td></tr><tr data-fieldname=\'max_Schweissstrom\'><td class=\'td1\'>-</td><td><span title="">400</span> A</td></tr><tr data-fieldname=\'max_Schweissstrom\'><td class="td1"/><td><span title="">350</span> A</td></tr><tr data-fieldname=\'Einschaltdauer_Prozent\'><td class=\'td1\'>-</td><td><span title="">100</span> %</td></tr><tr data-fieldname=\'Schweissstrom_max_bei_Gasart\'><td class=\'td1\'>-</td><td><span title="">CO2</span> </td></tr><tr data-fieldname=\'Schweissstrom_max_bei_Gasart\'><td class="td1"/><td><span title="">M21</span> </td></tr><tr data-fieldname=\'Durchmesser_Coll\'><td class=\'td1\'>Ø Draht</td><td>0.8 mm - 1.6 mm</td></tr><tr data-fieldname=\'Brenneranschluss\'><td class=\'td1\'>Anschlusspole</td><td><span title="">Eurozentralanschluss</span> </td></tr><tr data-fieldname=\'Anschluesse_neu_Coll\'><td class=\'td1\'>Brenneranschluss</td><td>Eurozentralanschluss </td></tr><tr data-fieldname=\'Schlauchpaket_laenge\'><td class=\'td1\'>Schlauchpaketlänge</td><td><span title="">5</span> m</td></tr><tr data-fieldname=\'Brenneranschluss\'><td class=\'td1\'>-</td><td><span title="">Eurozentralanschluss</span> </td></tr><tr data-fieldname=\'Zulassung\'><td class=\'td1\'>Prüfzeichen</td><td><svg class="ewmApproval" version="1.1" id="Ebene_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px" width="32" height="24.0828" viewBox="0 0 200 140" enable-background="new 0 0 200 140" xml:space="preserve"> <g> <path fill="#1F1A17" d="M187.189,2.958c-37.301,0-67.518,30.217-67.518,67.504S149.889,138,187.189,138c3.543,0,7.029-0.3,10.4-0.797v-20.59 c-3.339,0.73-6.824,1.13-10.4,1.13c-22.603,0-41.551-15.906-46.168-37.154h39.416V60.334h-39.416 c4.617-21.25,23.543-37.153,46.168-37.153c3.576,0,7.047,0.365,10.4,1.129V3.721C194.204,3.192,190.732,2.958,187.189,2.958 L187.189,2.958z M25.108,70.462c0-26.098,21.153-47.281,47.252-47.281c2.291,0,4.549,0.17,6.773,0.497V3.26 c-2.224-0.2-4.482-0.335-6.773-0.335c-37.289,0-67.526,30.218-67.526,67.538c0,37.286,30.238,67.534,67.526,67.534 c2.291,0,4.549-0.132,6.773-0.362v-20.389c-2.224,0.328-4.449,0.465-6.773,0.465C46.271,117.743,25.108,96.593,25.108,70.462 L25.108,70.462z"/> </g> </svg> <svg class="ewmApproval" width="24" height="24" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" > <defs> <g id="ewmSign64992a1dbd9e6"> <path style="fill-rule: evenodd" fill="#1F1A17" d="M.01,.01V7.51c0,1.93,1.57,3.5,3.5,3.5H7.51c1.93,0,3.5-1.57,3.5-3.5V.01h-2.5V7.51c0,.55-.45,1-1,1H3.51c-.55,0-1-.45-1-1V.01H.01Z" /> <polygon style="fill-rule: evenodd" fill="#1F1A17" points="13.01 .01 13.01 11.01 15.51 11.01 15.51 7.01 20.51 11.01 24.01 11.01 17.01 5.51 24.01 .01 20.51 .01 15.51 4.01 15.51 .01 13.01 .01" /> <path style="fill-rule: evenodd" fill="#1F1A17" d="M11.01,13.01v2.5H3.51c-.55,0-1,.45-1,1v4c0,.55,.45,1,1,1h7.5v2.5H3.51C1.58,24.01,.01,22.45,.01,20.51v-4c0-1.93,1.57-3.5,3.5-3.5h7.5Z" /> <path style="fill-rule: evenodd" fill="#1F1A17" d="M13.01,24.01v-7.5c0-1.93,1.57-3.5,3.5-3.5h4c1.93,0,3.5,1.57,3.5,3.5v7.5h-2.5v-2.5h-6v2.5h-2.5Zm2.5-5h6v-2.5c0-.55-.45-1-1-1h-4c-.55,0-1,.45-1,1v2.5h0Z" /> </g> </defs> <use xlink:href="#ewmSign64992a1dbd9e6" /> </svg> <svg class="ewmApproval" width="24" height="23.9988" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" > <defs> <g id="ewmSign64992a1dbd9f3"> <path style="fill-rule: evenodd" fill="#1F1A17" d="M9.45,28.34c0.46,0,2.9,0,3.15,0V15.74h3.14V28.32c0.27,0,2.68,0,3.15,0V0H9.45V28.34h0ZM15.73,3.15H12.61v9.44h3.12V3.15h0Z" /> <path fill="#1F1A17" d="M6.27,28.34V25.2c-0.13,0-3,0-3.11,0V15.76l0,0h3.1V12.62H3.51a0.78,0.78,0,0,1-.36,0V3.15H6.3V0H0V28.34H6.27Z" /> <path fill="#1F1A17" d="M22,28.33h6.29c0-.88,0-2.34,0-3.15H25.19v-22c0.82,0,2.26,0,3.15,0V0H22V28.33h0Z" /> </g> </defs> <use xlink:href="#ewmSign64992a1dbd9f3" transform="scale(0.8571)" /> </svg></td></tr></table>'
2 = '<table class="ewmPimTechData detail_table" data-date="2023-06-26 08:03:09" data-mainWp="MIG/MAG" data-voltages="0" data-tablename="TDBren" data-productid="312090"><tr data-fieldname=\'Schweissstrom_max_Gas_Coll\'><td class=\'td1\'>Einschaltdauer CO2</td><td>400 A / 100 %</td></tr><tr data-fieldname=\'Schweissstrom_max_Gas_Coll\'><td class=\'td1\'>Einschaltdauer M21</td><td>350 A / 100 %</td></tr><tr data-fieldname=\'max_Schweissstrom\'><td class=\'td1\'>-</td><td><span title="">400</span> A</td></tr><tr data-fieldname=\'max_Schweissstrom\'><td class="td1"/><td><span title="">350</span> A</td></tr><tr data-fieldname=\'Einschaltdauer_Prozent\'><td class=\'td1\'>-</td><td><span title="">100</span> %</td></tr><tr data-fieldname=\'Schweissstrom_max_bei_Gasart\'><td class=\'td1\'>-</td><td><span title="">CO2</span> </td></tr><tr data-fieldname=\'Schweissstrom_max_bei_Gasart\'><td class="td1"/><td><span title="">M21</span> </td></tr><tr data-fieldname=\'Durchmesser_Coll\'><td class=\'td1\'>Ø Draht</td><td>0.8 mm - 1.6 mm</td></tr><tr data-fieldname=\'Brenneranschluss\'><td class=\'td1\'>Anschlusspole</td><td><span title="">Eurozentralanschluss</span> </td></tr><tr data-fieldname=\'Anschluesse_neu_Coll\'><td class=\'td1\'>Brenneranschluss</td><td>Eurozentralanschluss </td></tr><tr data-fieldname=\'Schlauchpaket_laenge\'><td class=\'td1\'>Schlauchpaketlänge</td><td><span title="">5</span> m</td></tr><tr data-fieldname=\'Brenneranschluss\'><td class=\'td1\'>-</td><td><span title="">Eurozentralanschluss</span> </td></tr><tr data-fieldname=\'Zulassung\'><td class=\'td1\'>Prüfzeichen</td><td><svg class="ewmApproval" version="1.1" id="Ebene_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px" width="32" height="24.0828" viewBox="0 0 200 140" enable-background="new 0 0 200 140" xml:space="preserve"> <g> <path fill="#1F1A17" d="M187.189,2.958c-37.301,0-67.518,30.217-67.518,67.504S149.889,138,187.189,138c3.543,0,7.029-0.3,10.4-0.797v-20.59 c-3.339,0.73-6.824,1.13-10.4,1.13c-22.603,0-41.551-15.906-46.168-37.154h39.416V60.334h-39.416 c4.617-21.25,23.543-37.153,46.168-37.153c3.576,0,7.047,0.365,10.4,1.129V3.721C194.204,3.192,190.732,2.958,187.189,2.958 L187.189,2.958z M25.108,70.462c0-26.098,21.153-47.281,47.252-47.281c2.291,0,4.549,0.17,6.773,0.497V3.26 c-2.224-0.2-4.482-0.335-6.773-0.335c-37.289,0-67.526,30.218-67.526,67.538c0,37.286,30.238,67.534,67.526,67.534 c2.291,0,4.549-0.132,6.773-0.362v-20.389c-2.224,0.328-4.449,0.465-6.773,0.465C46.271,117.743,25.108,96.593,25.108,70.462 L25.108,70.462z"/> </g> </svg> <svg class="ewmApproval" width="24" height="24" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" > <defs> <g id="ewmSign64992a1dbd9e6"> <path style="fill-rule: evenodd" fill="#1F1A17" d="M.01,.01V7.51c0,1.93,1.57,3.5,3.5,3.5H7.51c1.93,0,3.5-1.57,3.5-3.5V.01h-2.5V7.51c0,.55-.45,1-1,1H3.51c-.55,0-1-.45-1-1V.01H.01Z" /> <polygon style="fill-rule: evenodd" fill="#1F1A17" points="13.01 .01 13.01 11.01 15.51 11.01 15.51 7.01 20.51 11.01 24.01 11.01 17.01 5.51 24.01 .01 20.51 .01 15.51 4.01 15.51 .01 13.01 .01" /> <path style="fill-rule: evenodd" fill="#1F1A17" d="M11.01,13.01v2.5H3.51c-.55,0-1,.45-1,1v4c0,.55,.45,1,1,1h7.5v2.5H3.51C1.58,24.01,.01,22.45,.01,20.51v-4c0-1.93,1.57-3.5,3.5-3.5h7.5Z" /> <path style="fill-rule: evenodd" fill="#1F1A17" d="M13.01,24.01v-7.5c0-1.93,1.57-3.5,3.5-3.5h4c1.93,0,3.5,1.57,3.5,3.5v7.5h-2.5v-2.5h-6v2.5h-2.5Zm2.5-5h6v-2.5c0-.55-.45-1-1-1h-4c-.55,0-1,.45-1,1v2.5h0Z" /> </g> </defs> <use xlink:href="#ewmSign64992a1dbd9e6" /> </svg> <svg class="ewmApproval" width="24" height="23.9988" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" > <defs> <g id="ewmSign64992a1dbd9f3"> <path style="fill-rule: evenodd" fill="#1F1A17" d="M9.45,28.34c0.46,0,2.9,0,3.15,0V15.74h3.14V28.32c0.27,0,2.68,0,3.15,0V0H9.45V28.34h0ZM15.73,3.15H12.61v9.44h3.12V3.15h0Z" /> <path fill="#1F1A17" d="M6.27,28.34V25.2c-0.13,0-3,0-3.11,0V15.76l0,0h3.1V12.62H3.51a0.78,0.78,0,0,1-.36,0V3.15H6.3V0H0V28.34H6.27Z" /> <path fill="#1F1A17" d="M22,28.33h6.29c0-.88,0-2.34,0-3.15H25.19v-22c0.82,0,2.26,0,3.15,0V0H22V28.33h0Z" /> </g> </defs> <use xlink:href="#ewmSign64992a1dbd9f3" transform="scale(0.8571)" /> </svg></td></tr></table>'

PT_TD_Vergl (array):

0 = '{"Einschaltdauer CO2": "400 A / 100 %","Einschaltdauer M21": "350 A / 100 %","Ø Draht": "0.8 mm - 1.6 mm","Anschlusspole": "Eurozentralanschluss","Brenneranschluss": "Eurozentralanschluss","Schlauchpaketlänge": "3 m","Zulassungen": "CE-Zeichen / UKCA-Zeichen / EAC-Zeichen"}'
1 = '{"Einschaltdauer CO2": "400 A / 100 %","Einschaltdauer M21": "350 A / 100 %","Ø Draht": "0.8 mm - 1.6 mm","Anschlusspole": "Eurozentralanschluss","Brenneranschluss": "Eurozentralanschluss","Schlauchpaketlänge": "4 m","Zulassungen": "CE-Zeichen / UKCA-Zeichen / EAC-Zeichen"}'
2 = '{"Einschaltdauer CO2": "400 A / 100 %","Einschaltdauer M21": "350 A / 100 %","Ø Draht": "0.8 mm - 1.6 mm","Anschlusspole": "Eurozentralanschluss","Brenneranschluss": "Eurozentralanschluss","Schlauchpaketlänge": "5 m","Zulassungen": "CE-Zeichen / UKCA-Zeichen / EAC-Zeichen"}'

innoWeld (array):

0 = '<p/>'
1 = '<p/>'
2 = '<p/>'

Einsatzgebiete (array):

0 = null
1 = null
2 = null

vmAttributes (array):

43 (array):

name = 'durchmesser'
unit = null
values (array):

0 = '0.8 mm - 1.6 mm'

54 (array):

name = 'zulassung'
unit = null
values (array):

0 = 'CE-Zeichen / UKCA-Zeichen / EAC-Zeichen'

576 (array):

name = 'Hauptschweißverfahren'
unit = null
values (array):

0 = 'drive'

531 (array):

name = 'SCHLAUCHPAKET_LAENGE'
unit = null
values (array):

0 = '3'

34 (array):

name = 'KUEHLUNG'
unit = null
values (array):

0 = 'wassergekühlt'

vmCharacteristics (array):

6 (array):

product (array):

id = '134112'
productMainId = '110904'
ean = null
vendorProductId = '398-013012-00000'
manufacturerProductId = 'HG13-355'
manufacturerId = null
productSearchId = null
stock = '48150'
stockBehaviour = '1'
stockView = '0'
stockViewText = ''
dateCreated = '2024-06-19 08:26:55'
dateModified = '2024-06-19 09:48:01'
public = '1'
active = '1'
deleted = '0'
packagingAmount = '2500'
packagingUnit = 've'
priceAmount = '100'
priceUnit = 'stk'
forcePrice = '0'
priority = '3'
validFrom = null
validTo = null
hidden = '0'
notSellable = '0'
externalId = '489587'

productText (array):

id = '856056'
productId = '134112'
languageId = '1'
nameShort = 'EWM KE 600 - 1000 A'
name = 'EWM KE 800 - 1000 A, 13 x 355 mm'
description = '<ul class="description_list"><li class="first-item">Kohleelektroden</li><li>Zur Ausbesserung fehlerhafter Schweißnähte, Fugenvorbereitung und Oberflächenbearbeitung</li><li>Funktionsweise: Zündung eines Lichtbogens zwischen Elektrode und Werkstück mit Hilfe der kupferummantelten Kohleelektrode. Durch Druckluft wird das Schweißbad ausgeblasen</li><li>Geeignet zum Ausfugen schwer zugänglicher Stellen</li><li>Überschweißung ausgefugter Stellen ohne Nacharbeit möglich</li><li>Minimierung des Werkstückverzugs durch sehr geringe Erwärmung beim Kohlefugenhobeln</li></ul>'
descriptionShort = '<p>Kohleelektroden</p>'
deliveryScope = ''

isSellable = true
productStock (object: ProductStockModel):

(private) redLimit = null
(private) yellowLimit = null
(private) product (object: ProductEntity):

(private) id = '134112'
(private) productMainId = '110904'
(private) ean = null
(private) vendorProductId = '398-013012-00000'
(private) manufacturerProductId = 'HG13-355'
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '48150'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = ''
(private) dateCreated = '2024-06-19 08:26:55'
(private) dateModified = '2024-06-19 09:48:01'
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '2500'
(private) packagingUnit = 've'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '3'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '489587'
(private) seoldInstance = null

(private) behaviour = null
(private) showOption = null
(private) showOptionText = null
(private) stock = null

productPrice = 19.0
productTax = '19'
productPriceGross = 22.609999999999999
productCurrency = 0
productPriceForAmount = 19.0
manufacturer (array):

name = ''

productQuantityUnit = 've'
mime (array):

0 (object: MimeEntity):

(private) id = '271695'
(private) parentId = null
(private) uri = 'IM0099479.jpg'
(private) type = 'Produktbild'
(private) usage = null
(private) mimeType = 'image/jpeg'
(private) width = '800'
(private) height = '600'
(private) size = null
(private) version = null
(private) externalId = '0A4279502'
(private) languageId = null
(private) yBaseoldInstance = null

attributes (array):

576 (array):

name = 'Hauptschweißverfahren'
value = 'drive'
unit = null
attributeId = '576'
attributeValueId = '7984097'
productAttributeId = '512749058'

productPriceCollection (array):

0 (array):

type = 'date'
quantity = '0'
validFrom = '2024-06-19 00:00:00'
validTo = '2024-07-31 00:00:00'
price = 19.0
tax = 19.0
taxTotal = 3.6099999999999999
total = 22.609999999999999

1 (array):

type = 'date'
quantity = '0'
validFrom = '2021-11-16 00:00:00'
validTo = null
price = 20.0
tax = 19.0
taxTotal = 3.7999999999999998
total = 23.800000000000001

productName = 'EWM KE 600 - 1000 A'
produktbezeichnung = 'Kohleelektroden'
price = 19.0
currencySign = '€'
ewmPriceSurcharge = '0,00 €'
revAccessories (array):

0 (object: ProductEntity):

(private) id = '91661'
(private) productMainId = '70022'
(private) ean = null
(private) vendorProductId = '098-004899-00000'
(private) manufacturerProductId = '516.D003'
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '20'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2024-05-17 13:07:52'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '100'
(private) packagingUnit = 'stk'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '460720'
(private) seoldInstance = null

1 (object: ProductEntity):

(private) id = '40172'
(private) productMainId = '20793'
(private) ean = '4051629041161'
(private) vendorProductId = '092-008313-00000'
(private) manufacturerProductId = null
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '5'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2024-06-24 10:13:23'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '100'
(private) packagingUnit = 'stk'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '59289'
(private) seoldInstance = null

revAccessoriesCategorized (array):

6690 (array):

6690 = null
6431 (array):

0 (object: ProductEntity): [recursion, skipped]

13857 (array):

14182 (array):

1 (object: ProductEntity): [recursion, skipped]

13857 = null

revAccessoriesCategorizedTexts (array):

6690 (array):

6690 = 'Werkstattausstattung'
6431 = 'Masseklemmen, Schweißkabel und Zubehör'

13857 (array):

14182 = 'Taurus Basic'
13857 = 'MIG/MAG-Schweißgeräte'

revAccessoriesCount = 2
recommendedAccessories (array):

0 = null

filterAttributes (array):

134112 (array):

name = 'lblVariantenwahl:'
values (array):

134109 = '11 mm, 305 mm, 600 A - 650 A'
134110 = '12 mm, 305 mm, 750 A - 850 A'
134111 = '13 mm, 305 mm, 800 A - 1000 A'
134112 = '13 mm, 355 mm, 800 A - 1000 A'
134113 = '13 mm, 510 mm, 800 A - 1000 A'

hasSpareParts = '0'
ewmVariants (array):

0 (array):

productPrice = 28.5
productPriceGross = 33.914999999999999
id = '134109'

1 (array):

productPrice = 28.0
productPriceGross = 33.32
id = '134110'

2 (array):

productPrice = 35.0
productPriceGross = 41.649999999999999
id = '134111'

3 (array):

productPrice = 19.0
productPriceGross = 22.609999999999999
id = '134112'

4 (array):

productPrice = 60.0
productPriceGross = 71.400000000000006
id = '134113'

ewmLowestPriceGross = 22.609999999999999
ewmLowestPrice = 19.0
ewmLowestPricePackagingUnit = 've'
ewmLowestPricePackagingAmount = '2500'
avshop = 'AVSHOP'
listprice = '20'
ewmRabattgruppe = 'HW8'
darstellungsart = 'Gruppendarstellung Bestelltabelle breit'
darstellungsarttemplate = 'Gruppendarstellung Bestelltabelle breit.tpl'
ewmQuantityPriceCollection (array):

0 (array):

quantity = '0'
price = 19.0
tax = '19'
taxTotal = 3.6099999999999999
total = 22.609999999999999

ewmStock = '48150'
ewmStockColor = '<span class="green"></span>  auf Lager'
vmMime (array):

0 (object: MimeEntity):

blocks (array):

PT_TD_lang (array):

0 = '<table class="detail_table"><tbody><tr><td class="td1">Materialart</td><td>Kohlestäbe, verkupfert</td></tr><tr><td class="td1">Ø Elektrode</td><td>11 mm</td></tr><tr><td class="td1">Länge</td><td>305 mm</td></tr><tr><td class="td1">Strombelastung</td><td>600 A - 650 A</td></tr></tbody></table>'
1 = '<table class="detail_table"><tbody><tr><td class="td1">Materialart</td><td>Kohlestäbe, verkupfert</td></tr><tr><td class="td1">Ø Elektrode</td><td>12 mm</td></tr><tr><td class="td1">Länge</td><td>305 mm</td></tr><tr><td class="td1">Strombelastung</td><td>750 A - 850 A</td></tr></tbody></table>'
2 = '<table class="detail_table"><tbody><tr><td class="td1">Materialart</td><td>Kohlestäbe, verkupfert</td></tr><tr><td class="td1">Ø Elektrode</td><td>13 mm</td></tr><tr><td class="td1">Länge</td><td>305 mm</td></tr><tr><td class="td1">Strombelastung</td><td>800 A - 1000 A</td></tr></tbody></table>'
3 = '<table class="detail_table"><tbody><tr><td class="td1">Materialart</td><td>Kohlestäbe, verkupfert</td></tr><tr><td class="td1">Ø Elektrode</td><td>13 mm</td></tr><tr><td class="td1">Länge</td><td>355 mm</td></tr><tr><td class="td1">Strombelastung</td><td>800 A - 1000 A</td></tr></tbody></table>'
4 = '<table class="detail_table"><tbody><tr><td class="td1">Materialart</td><td>Kohlestäbe, verkupfert</td></tr><tr><td class="td1">Ø Elektrode</td><td>13 mm</td></tr><tr><td class="td1">Länge</td><td>510 mm</td></tr><tr><td class="td1">Strombelastung</td><td>800 A - 1000 A</td></tr></tbody></table>'

PT_TD_Vergl (array):

0 = '{"Materialart": "Kohlestäbe, verkupfert","Ø Elektrode": "11 mm","Länge": "305 mm","Strombelastung": "600 A - 650 A"}'
1 = '{"Materialart": "Kohlestäbe, verkupfert","Ø Elektrode": "12 mm","Länge": "305 mm","Strombelastung": "750 A - 850 A"}'
2 = '{"Materialart": "Kohlestäbe, verkupfert","Ø Elektrode": "13 mm","Länge": "305 mm","Strombelastung": "800 A - 1000 A"}'
3 = '{"Materialart": "Kohlestäbe, verkupfert","Ø Elektrode": "13 mm","Länge": "355 mm","Strombelastung": "800 A - 1000 A"}'
4 = '{"Materialart": "Kohlestäbe, verkupfert","Ø Elektrode": "13 mm","Länge": "510 mm","Strombelastung": "800 A - 1000 A"}'

innoWeld (array):

0 = '<p/>'
1 = '<p/>'
2 = '<p/>'
3 = '<p/>'
4 = '<p/>'

Einsatzgebiete (array):

0 = null
1 = null
2 = null
3 = null
4 = null

vmAttributes (array):

43 (array):

name = 'durchmesser'
unit = null
values (array):

0 = '13 mm'

576 (array):

name = 'Hauptschweißverfahren'
unit = null
values (array):

0 = 'drive'

vmCharacteristics (array):

7 (array):

product (array):

id = '134479'
productMainId = '111233'
ean = null
vendorProductId = '398-016290-SA000'
manufacturerProductId = null
manufacturerId = null
productSearchId = null
stock = '5'
stockBehaviour = '1'
stockView = '0'
stockViewText = null
dateCreated = '2024-06-20 13:53:13'
dateModified = null
public = '1'
active = '1'
deleted = '0'
packagingAmount = '100'
packagingUnit = 'stk'
priceAmount = '100'
priceUnit = 'stk'
forcePrice = '0'
priority = '0'
validFrom = null
validTo = null
hidden = '0'
notSellable = '0'
externalId = '489117'

productText (array):

id = '856462'
productId = '134479'
languageId = '1'
nameShort = 'B2 AIR Set'
name = 'B2 AIR Set'
description = '<ul class="description_list"><li class="first-item">Druckluftbetriebenes Entgratsystem im Set, bestehend aus Entgratsystem, Gehörschutzstöpsel, Schutzbrille + Schaumrahmen</li><li>Konzipiert zum Entgraten und Verrunden von Kanten für Stahl, Edelstahl, Aluminium und anderen Werkstücken</li><li>Geeignet zum Bearbeiten von Bohrungen ab Innendurchmesser 7 mm</li><li>Kompaktes Design, hervorragende Ergonomik</li><li>Kantenbearbeitung durch Abrunden R1,5 mm wie z.B. Kantenvorbereitung vor dem Lackieren</li><li>Leistungsstarker und zuverlässiger pneumatischer Antrieb</li><li>Präzise, mechanische Skala zur Einstellung der Bearbeitungstiefe für noch mehr Präzision bei der Bearbeitung</li><li>Druckluftbetriebenes Entgratsystem</li><li>B2 AIR</li><li>3M™ E-A-R™ Ultrafit™-Gehörschutzstöpsel</li><li>3M™ SecureFit™ 200-Schutzbrille</li><li>3M™ SecureFit™-Schaumrahmen für Schutzbrille</li><li>Werkzeug</li><li>Verpackt in einem Karton</li><li class="last-item">Benutzerhandbuch</li></ul>'
descriptionShort = '<p>Druckluftbetriebenes Entgratsystem im Set, bestehend aus Entgratsystem, Gehörschutzstöpsel, Schutzbrille + Schaumrahmen</p>'
deliveryScope = null

isSellable = true
productStock (object: ProductStockModel):

(private) redLimit = null
(private) yellowLimit = null
(private) product (object: ProductEntity):

(private) id = '134479'
(private) productMainId = '111233'
(private) ean = null
(private) vendorProductId = '398-016290-SA000'
(private) manufacturerProductId = null
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = '5'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2024-06-20 13:53:13'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '100'
(private) packagingUnit = 'stk'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '489117'
(private) seoldInstance = null

(private) behaviour = null
(private) showOption = null
(private) showOptionText = null
(private) stock = null

productPrice = 475.0
productTax = '19'
productPriceGross = 565.25
productCurrency = 0
productPriceForAmount = 475.0
manufacturer (array):

name = ''

productQuantityUnit = 'stk'
mime (array):

0 (object: MimeEntity):

(private) id = '272225'
(private) parentId = null
(private) uri = 'IM0099411.jpg'
(private) type = 'Produktbild'
(private) usage = null
(private) mimeType = 'image/jpeg'
(private) width = '800'
(private) height = '600'
(private) size = null
(private) version = null
(private) externalId = '0A4278559'
(private) languageId = null
(private) yBaseoldInstance = null

attributes (array):

576 (array):

name = 'Hauptschweißverfahren'
value = 'drive'
unit = null
attributeId = '576'
attributeValueId = '7984097'
productAttributeId = '513225918'

43 (array):

name = 'durchmesser'
value = '1.5 mm'
unit = null
attributeId = '43'
attributeValueId = '16437'
productAttributeId = '513225905'

productPriceCollection (array):

0 (array):

type = 'date'
quantity = '0'
validFrom = '2024-06-21 00:00:00'
validTo = null
price = 475.0
tax = 19.0
taxTotal = 90.25
total = 565.25

1 (array):

type = 'date'
quantity = '0'
validFrom = '2024-04-01 00:00:00'
validTo = null
price = 569.0
tax = 19.0
taxTotal = 108.11
total = 677.11000000000001

productName = 'B2 AIR Set'
produktbezeichnung = 'Druckluftbetriebenes Entgratsystem im Set, bestehend aus Entgratsystem, Gehörschutzstöpsel, Schutzbrille + Schaumrahmen'
price = 475.0
currencySign = '€'
ewmHints (array):

NebenProduktBild (array):

0 = 'OPTION - zusätzlich zum Aktions-Preis: Premium Wendeplatten „24204“ <b>Preis pro 10 Stück: 59,– €</b></b> Artikelnummer: 398-017541-SA000 <img src="data:image/png;base64, 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alt="B2-AIR_24204_INSERT_2.JPG" width="64" title="" />'

ewmPriceSurcharge = '0,00 €'
accessories (array):

110762 (object: ProductEntity):

(private) id = '133903'
(private) productMainId = '110762'
(private) ean = null
(private) vendorProductId = '398-014429-00000'
(private) manufacturerProductId = 'NMF0107'
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = null
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2024-05-17 10:22:03'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '100'
(private) packagingUnit = 'stk'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '487111'
(private) seoldInstance = null

110761 (object: ProductEntity):

(private) id = '133902'
(private) productMainId = '110761'
(private) ean = null
(private) vendorProductId = '398-017049-00000'
(private) manufacturerProductId = '18654'
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = null
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2024-05-17 10:22:03'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '100'
(private) packagingUnit = 'stk'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '487109'
(private) seoldInstance = null

110818 (object: ProductEntity):

(private) id = '133998'
(private) productMainId = '110818'
(private) ean = null
(private) vendorProductId = '398-017592-00000'
(private) manufacturerProductId = '24203'
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = null
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2024-05-17 10:22:03'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '100'
(private) packagingUnit = 'stk'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '487623'
(private) seoldInstance = null

110815 (object: ProductEntity):

(private) id = '133995'
(private) productMainId = '110815'
(private) ean = null
(private) vendorProductId = '398-016852-00001'
(private) manufacturerProductId = '24201'
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = null
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2024-05-17 10:22:03'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '1000'
(private) packagingUnit = 'set'
(private) priceAmount = '100'
(private) priceUnit = 'set'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '487569'
(private) seoldInstance = null

110816 (object: ProductEntity):

(private) id = '133996'
(private) productMainId = '110816'
(private) ean = null
(private) vendorProductId = '398-017172-00000'
(private) manufacturerProductId = '24202'
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = null
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2024-05-17 10:22:03'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '1000'
(private) packagingUnit = 'pak'
(private) priceAmount = '100'
(private) priceUnit = 'pak'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '487585'
(private) seoldInstance = null

110819 (object: ProductEntity):

(private) id = '133999'
(private) productMainId = '110819'
(private) ean = null
(private) vendorProductId = '398-017593-00000'
(private) manufacturerProductId = '24205'
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = null
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2024-05-17 10:22:03'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '100'
(private) packagingUnit = 'stk'
(private) priceAmount = '100'
(private) priceUnit = 'stk'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '487627'
(private) seoldInstance = null

111234 (object: ProductEntity):

(private) id = '134480'
(private) productMainId = '111234'
(private) ean = null
(private) vendorProductId = '398-017541-SA000'
(private) manufacturerProductId = '24204 - Sonderaktion'
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = null
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2024-06-20 13:53:13'
(private) dateModified = null
(private) public = '1'
(private) active = '1'
(private) deleted = '0'
(private) packagingAmount = '1000'
(private) packagingUnit = 'pak'
(private) priceAmount = '100'
(private) priceUnit = 'pak'
(private) forcePrice = '0'
(private) priority = '0'
(private) validFrom = null
(private) validTo = null
(private) hidden = '0'
(private) notSellable = '0'
(private) externalId = '489122'
(private) seoldInstance = null

accessoriesCategorized (array):

6690 (array):

6690 = null
221511 (array):

110762 (object: ProductEntity): [recursion, skipped]
110761 (object: ProductEntity): [recursion, skipped]
110818 (object: ProductEntity): [recursion, skipped]
110815 (object: ProductEntity): [recursion, skipped]
110816 (object: ProductEntity): [recursion, skipped]
110819 (object: ProductEntity): [recursion, skipped]

220205 (array):

111234 (object: ProductEntity): [recursion, skipped]

accessoriesCategorizedTexts (array):

6690 (array):

6690 = 'Werkstattausstattung'
221511 = 'Anfas-und Entgratmaschinen'

220205 (array):

220205 = 'Sales'

accessoriesCount = 7
recommendedAccessories (array):

0 (object: ProductEntity):

crosssellings (array):

0 (object: ProductEntity): [recursion, skipped]

hasSpareParts = '0'
ewmVariants (array):

0 (array):

productPrice = 475.0
productPriceGross = 565.25
id = '134479'
accessories (array):

110762 (array):

productMainId = '110762'
id = '133903'
vendorProductId = '398-014429-00000'
name = 'Mag Brush Maxx Large'
produktbezeichnung = 'Magnetische Kehrmaschine'

110761 (array):

productMainId = '110761'
id = '133902'
vendorProductId = '398-017049-00000'
name = 'MAG BRUSH'
produktbezeichnung = 'Magnetischer Stab'

110818 (array):

productMainId = '110818'
id = '133998'
vendorProductId = '398-017592-00000'
name = 'PNEUMATIC SET B2'
produktbezeichnung = 'PNEUMATIK-SET mit Schnellkupplung'

110815 (array):

productMainId = '110815'
id = '133995'
vendorProductId = '398-016852-00001'
name = 'ECO Inserts B2'
produktbezeichnung = 'Wendeschneidplatten'

110816 (array):

productMainId = '110816'
id = '133996'
vendorProductId = '398-017172-00000'
name = 'Radius inserts B2, R 1,5 mm'
produktbezeichnung = 'Wendeschneidplatten'

110819 (array):

productMainId = '110819'
id = '133999'
vendorProductId = '398-017593-00000'
name = 'Milling head B2'
produktbezeichnung = 'Fräskopf'

111234 (array):

productMainId = '111234'
id = '134480'
vendorProductId = '398-017541-SA000'
name = 'Premium inserts B2'
produktbezeichnung = 'Premium Wendeschneidplatten für B2 zum Aktionspreis mit B2 AIR Set'

ewmLowestPriceGross = 565.25
ewmLowestPrice = 475.0
ewmLowestPricePackagingUnit = 'stk'
ewmLowestPricePackagingAmount = '100'
avshop = 'AVSHOP'
listprice = '569'
ewmRabattgruppe = 'HW20'
ewmQuantityPriceCollection (array):

0 (array):

quantity = '0'
price = 475.0
tax = '19'
taxTotal = 90.25
total = 565.25

ewmStock = '5'
ewmStockColor = '<span class="yellow"></span>  wenige verfügbar'
vmMime (array):

0 (object: MimeEntity):

blocks (array):

PT_TD_lang (array):

0 = '<table class="detail_table"><tbody><tr><td class="td1">Gewicht</td><td>400 g</td></tr><tr><td class="td1">Material</td><td>Stahl / Aluminium / Edelstahl</td></tr><tr><td class="td1">Max. Fasenbreite</td><td>2 mm</td></tr><tr><td class="td1">Fasenwinkel</td><td>45 °</td></tr><tr><td class="td1">Rundungsradius</td><td>1.5 mm</td></tr><tr><td class="td1">Anzahl Wendeschneidplatten</td><td>3 St.</td></tr><tr><td class="td1">Drehzahl</td><td>23000 U/min: </td></tr><tr><td class="td1">Luftdurchfluss</td><td>320 l/min</td></tr><tr><td class="td1">Betriebsdruck</td><td>6 bar</td></tr><tr><td class="td1">Maße</td><td>112 mm x 60 mm x 48 mm</td></tr></tbody></table>'

PT_TD_Vergl (array):

0 = '{"Gewicht": "400 g","Material": "Stahl / Aluminium / Edelstahl","Max. Fasenbreite": "2 mm","Fasenwinkel": "45 °","Rundungsradius": "1.5 mm","Anzahl Wendeschneidplatten": "3 St.","Drehzahl": "23000 U/min: ","Luftdurchfluss": "320 l/min","Betriebsdruck": "6 bar","Maße": "112 mm x 60 mm x 48 mm"}'

innoWeld (array):

0 = '<p/>'

Einsatzgebiete (array):

0 = null

vmAttributes (array):

43 (array):

name = 'durchmesser'
unit = null
values (array):

0 = '1.5 mm'

576 (array):

name = 'Hauptschweißverfahren'
unit = null
values (array):

0 = 'drive'

vmCharacteristics (array):

8 (array):

product (array):

id = '134480'
productMainId = '111234'
ean = null
vendorProductId = '398-017541-SA000'
manufacturerProductId = '24204 - Sonderaktion'
manufacturerId = null
productSearchId = null
stock = null
stockBehaviour = '1'
stockView = '0'
stockViewText = null
dateCreated = '2024-06-20 13:53:13'
dateModified = null
public = '1'
active = '1'
deleted = '0'
packagingAmount = '1000'
packagingUnit = 'pak'
priceAmount = '100'
priceUnit = 'pak'
forcePrice = '0'
priority = '0'
validFrom = null
validTo = null
hidden = '0'
notSellable = '0'
externalId = '489122'

productText (array):

id = '856463'
productId = '134480'
languageId = '1'
nameShort = 'Premium inserts B2'
name = 'Premium inserts B2'
description = '<ul class="description_list"><li class="first-item">Premium Wendeschneidplatten für B2 zum Aktionspreis mit B2 AIR Set</li><li>Passend für Entgratmaschine B2 AIR</li><li>Zum Entgraten und Anfasen </li><li class="last-item">Lieferumfang: 10 Stück/ VE</li></ul>'
descriptionShort = '<p>Premium Wendeschneidplatten für B2 zum Aktionspreis mit B2 AIR Set</p>'
deliveryScope = null

isSellable = true
productStock (object: ProductStockModel):

(private) redLimit = null
(private) yellowLimit = null
(private) product (object: ProductEntity):

(private) behaviour = null
(private) showOption = null
(private) showOptionText = null
(private) stock = null

productPrice = 59.0
productTax = '19'
productPriceGross = 70.210000000000008
productCurrency = 0
productPriceForAmount = 59.0
manufacturer (array):

name = ''

productQuantityUnit = 'pak'
mime (array):

0 (object: MimeEntity):

(private) id = '271129'
(private) parentId = null
(private) uri = 'IM0099137.jpg'
(private) type = 'Produktbild'
(private) usage = null
(private) mimeType = 'image/jpeg'
(private) width = '800'
(private) height = '600'
(private) size = null
(private) version = null
(private) externalId = '0A4275316'
(private) languageId = null
(private) yBaseoldInstance = null

attributes (array):

productPriceCollection (array):

0 (array):

type = 'date'
quantity = '0'
validFrom = '2024-06-21 00:00:00'
validTo = null
price = 59.0
tax = 19.0
taxTotal = 11.210000000000001
total = 70.210000000000008

1 (array):

type = 'date'
quantity = '0'
validFrom = '2024-04-01 00:00:00'
validTo = null
price = 59.0
tax = 19.0
taxTotal = 11.210000000000001
total = 70.210000000000008

productName = 'Premium inserts B2'
produktbezeichnung = 'Premium Wendeschneidplatten für B2 zum Aktionspreis mit B2 AIR Set'
price = 59.0
currencySign = '€'
ewmPriceSurcharge = '0,00 €'
revAccessories (array):

0 (object: ProductEntity):

revAccessoriesCategorized (array):

220205 (array):

0 (object: ProductEntity): [recursion, skipped]

revAccessoriesCategorizedTexts (array):

220205 (array):

220205 = 'Sales'

revAccessoriesCount = 1
recommendedAccessories (array):

0 = null

hasSpareParts = '0'
ewmVariants (array):

0 (array):

productPrice = 59.0
productPriceGross = 70.210000000000008
id = '134480'

ewmLowestPriceGross = 70.210000000000008
ewmLowestPrice = 59.0
ewmLowestPricePackagingUnit = 'pak'
ewmLowestPricePackagingAmount = '1000'
avshop = 'AVSHOP'
listprice = '59'
ewmRabattgruppe = 'N1'
ewmQuantityPriceCollection (array):

0 (array):

quantity = '0'
price = 59.0
tax = '19'
taxTotal = 11.210000000000001
total = 70.210000000000008

ewmStock = null
ewmStockColor = '<span class="red"></span>  Nicht an Lager.<p>Lieferzeit nach Rücksprache</p>'
vmMime (array):

0 (object: MimeEntity):

blocks (array):

PT_TD_Vergl (array):

0 = '{}'

innoWeld (array):

0 = '<p/>'

Einsatzgebiete (array):

0 = null

vmAttributes = null
vmCharacteristics (array):

SW 70S G4

Unlegierte Massivdrahtelektrode
Verkupfert, lagengespult

dump:
hasAccessoires = 0
product (array):
id = '14499'
productMainId = '4808'
ean = '4051629123515'
vendorProductId = '097-003451-20012'
manufacturerProductId = 'muss nachgepflegt werden'
manufacturerId = null
productSearchId = null
stock = '86'
stockBehaviour = '1'
stockView = '0'
stockViewText = null
dateCreated = '2024-05-15 15:06:51'
dateModified = null
public = '1'
active = '1'
deleted = '0'
packagingAmount = '500'
packagingUnit = 'sp'
priceAmount = '100'
priceUnit = 'kg'
forcePrice = '0'
priority = '0'
validFrom = null
validTo = null
hidden = '0'
notSellable = '0'
externalId = '74001'
active = true
isBrenner = false
productName = 'SW 70S G4'
productBezeichnung = 'Unlegierte Massivdrahtelektrode'
productType = 'SW 70S G4 5.0kg/Spule 1.2mm'
productVariantBezeichnung = '1.2 mm, S200'
avshop = 'AVSHOP'
listprice = '24.55'
rabattgruppe = 'Z3'
accKind = '0:ohne'
productText = '<p>Unlegierte Massivdrahtelektrode</p><p>Verkupfert, lagengespult</p>'
productTextLong = '<ul class="description_list"><li class="first-item">Unlegierte Massivdrahtelektrode</li><li>Verkupfert, lagengespult</li><li>Spritzerarm durch hohe chemische Reinheit</li><li>Geringe Verunreinigung des Zuführsystems</li><li>CTOD getestetes Schweißgut</li><li class="last-item">Industrie-, Handwerk- und Reparaturbetriebe sowie Schiffbau</li></ul>'
name = 'SW 70S G4 5.0kg/Spule 1.2mm'
pname = 'SW 70S G4'
productTextCount = 2
mimetotal (array):
0 (object: MimeEntity):
(private) id = '18688'
(private) parentId = null
(private) uri = 'IM0001993.jpg'
(private) type = 'Produktbild'
(private) usage = null
(private) mimeType = 'image/jpeg'
(private) width = '800'
(private) height = '600'
(private) size = null
(private) version = null
(private) externalId = '0A42852'
(private) languageId = null
(private) yBaseoldInstance = null
1 (object: MimeEntity):
(private) id = '18691'
(private) parentId = null
(private) uri = 'IM0000495thszw.jpg'
(private) type = 'adInfo'
(private) usage = null
(private) mimeType = 'image/jpeg'
(private) width = '80'
(private) height = '80'
(private) size = null
(private) version = null
(private) externalId = '0A30778thszw'
(private) languageId = null
(private) yBaseoldInstance = null
mime (array):
0 (object: MimeEntity):
(private) id = '18688'
(private) parentId = null
(private) uri = 'IM0001993.jpg'
(private) type = 'Produktbild'
(private) usage = null
(private) mimeType = 'image/jpeg'
(private) width = '800'
(private) height = '600'
(private) size = null
(private) version = null
(private) externalId = '0A42852'
(private) languageId = null
(private) yBaseoldInstance = null
id = '14499'
productMainId = '4808'
vendorProductId = '097-003451-20012'
productPrice = 8.9499999999999993
productTax = '19'
productPriceGross = 10.650499999999999

8,95 €* / 10,65 €** / sp
Inhalt: 5 kg Statt: 24,55 €* 8,95 €
1,79 €* / 2,13 €** / kg

Zum Produktvergleich hinzufügen

Auf den Merkzettel legen

*exkl./**inkl. Mwst.
zzgl. Versandkosten
SE 2209 Duplex

Selbstlösende Schlacke, sehr geringe Spritzerneigung
Rutilumhüllte, hochlegierte Stabelektrode

dump:
hasAccessoires = 0
product (array):
id = '134066'
productMainId = '4787'
ean = '4051629122440'
vendorProductId = '097-003528-40350'
manufacturerProductId = '12070403.23EW'
manufacturerId = null
productSearchId = null
stock = '63'
stockBehaviour = '1'
stockView = '0'
stockViewText = null
dateCreated = '2024-05-15 15:06:51'
dateModified = null
public = '1'
active = '1'
deleted = '0'
packagingAmount = '450'
packagingUnit = 'do'
priceAmount = '100'
priceUnit = 'kg'
forcePrice = '0'
priority = '2'
validFrom = null
validTo = null
hidden = '0'
notSellable = '0'
externalId = '140234'
active = true
isBrenner = false
productName = 'SE 2209 Duplex'
productBezeichnung = 'Hochlegierte Stabelektrode'
productType = 'SE 2209 Duplex 4.0x350mm'
productVariantBezeichnung = '4 mm, 350 mm'
avshop = 'AVSHOP'
listprice = '439.92'
rabattgruppe = 'Z2'
accKind = '0:ohne'
productText = '<p>Selbstlösende Schlacke, sehr geringe Spritzerneigung</p><p>Rutilumhüllte, hochlegierte Stabelektrode</p>'
productTextLong = '<ul class="description_list"><li class="first-item">Selbstlösende Schlacke, sehr geringe Spritzerneigung</li><li>Rutilumhüllte, hochlegierte Stabelektrode</li><li>Hervorragende Zünd- und Wiederzündeigenschaften</li><li>Für ferritisch-austenitische Cr-Ni-Mo-Stähle</li><li>Resistent gegen chloridhaltige Produkte und saure Gase</li><li>Einsatz in der Offshore-Technik z. B. im Rohrleitungsbau</li><li class="last-item">Maximale Betriebstemperatur des Endprodukts: 250 °C</li></ul>'
name = 'SE 2209 Duplex 4.0x350mm'
pname = 'SE 2209 Duplex'
productTextCount = 2
mimetotal (array):
0 (object: MimeEntity):
(private) id = '270725'
(private) parentId = null
(private) uri = 'IM0099082.jpg'
(private) type = 'Produktbild'
(private) usage = null
(private) mimeType = 'image/jpeg'
(private) width = '800'
(private) height = '600'
(private) size = null
(private) version = null
(private) externalId = '0A4274755'
(private) languageId = null
(private) yBaseoldInstance = null
1 (object: MimeEntity):
(private) id = '18388'
(private) parentId = null
(private) uri = 'IM0001989thszw.jpg'
(private) type = 'adInfo'
(private) usage = null
(private) mimeType = 'image/jpeg'
(private) width = '80'
(private) height = '80'
(private) size = null
(private) version = null
(private) externalId = '0A42840thszw'
(private) languageId = null
(private) yBaseoldInstance = null
mime (array):
0 (object: MimeEntity):
(private) id = '270725'
(private) parentId = null
(private) uri = 'IM0099082.jpg'
(private) type = 'Produktbild'
(private) usage = null
(private) mimeType = 'image/jpeg'
(private) width = '800'
(private) height = '600'
(private) size = null
(private) version = null
(private) externalId = '0A4274755'
(private) languageId = null
(private) yBaseoldInstance = null
id = '134066'
productMainId = '4787'
vendorProductId = '097-003528-40350'
productPrice = 82.079999999999998
productTax = '19'
productPriceGross = 97.675200000000004

82,08 €* / 97,68 €** / do
Inhalt: 4.5 kg Statt: 439,92 €* 82,08 €
18,24 €* / 21,71 €** / kg

Zum Produktvergleich hinzufügen

Auf den Merkzettel legen

*exkl./**inkl. Mwst.
zzgl. Versandkosten
SW 70S G4 Bronze

Unlegierte Massivdrahtelektrode

dump:
hasAccessoires = 0
product (array):
id = '133844'
productMainId = '110714'
ean = null
vendorProductId = '097-003564-30010'
manufacturerProductId = '91310310'
manufacturerId = null
productSearchId = null
stock = '96'
stockBehaviour = '1'
stockView = '0'
stockViewText = null
dateCreated = '2024-03-25 07:56:35'
dateModified = null
public = '1'
active = '1'
deleted = '0'
packagingAmount = '1500'
packagingUnit = 'sp'
priceAmount = '100'
priceUnit = 'kg'
forcePrice = '0'
priority = '0'
validFrom = null
validTo = null
hidden = '0'
notSellable = '0'
externalId = '487495'
active = true
isBrenner = false
productName = 'SW 70S G4 Bronze'
productBezeichnung = 'Unlegierte Massivdrahtelektrode'
productType = 'SW 70S G4 Bronze Spule 1.0mm'
productVariantBezeichnung = ''
avshop = 'AVSHOP'
listprice = '69.3'
rabattgruppe = 'Z3'
accKind = '0:ohne'
productText = '<p>Unlegierte Massivdrahtelektrode</p>'
productTextLong = '<ul class="description_list"><li class="first-item">Unlegierte Massivdrahtelektrode</li><li>Verbronzt, lagengespult</li><li>Spritzerarm durch hohe chemische Reinheit</li><li>Geringe Verunreinigung des Zuführsystems</li><li class="last-item">Industrie-, Handwerk- und Reparaturbetriebe sowie Schiffbau</li></ul>'
name = 'SW 70S G4 Bronze Spule 1.0mm'
pname = 'SW 70S G4 Bronze'
productTextCount = 1
mimetotal (array):
0 (object: MimeEntity):
(private) id = '18693'
(private) parentId = null
(private) uri = 'IM0002137.jpg'
(private) type = 'Produktbild'
(private) usage = null
(private) mimeType = 'image/jpeg'
(private) width = '800'
(private) height = '600'
(private) size = null
(private) version = null
(private) externalId = '0A49533'
(private) languageId = null
(private) yBaseoldInstance = null
1 (object: MimeEntity):
(private) id = '18691'
(private) parentId = null
(private) uri = 'IM0000495thszw.jpg'
(private) type = 'adInfo'
(private) usage = null
(private) mimeType = 'image/jpeg'
(private) width = '80'
(private) height = '80'
(private) size = null
(private) version = null
(private) externalId = '0A30778thszw'
(private) languageId = null
(private) yBaseoldInstance = null
mime (array):
0 (object: MimeEntity):
(private) id = '18693'
(private) parentId = null
(private) uri = 'IM0002137.jpg'
(private) type = 'Produktbild'
(private) usage = null
(private) mimeType = 'image/jpeg'
(private) width = '800'
(private) height = '600'
(private) size = null
(private) version = null
(private) externalId = '0A49533'
(private) languageId = null
(private) yBaseoldInstance = null
id = '133844'
productMainId = '110714'
vendorProductId = '097-003564-30010'
productPrice = 21.899999999999999
productTax = '19'
productPriceGross = 26.061

21,90 €* / 26,06 €** / sp
Inhalt: 15 kg Statt: 69,30 €* 21,90 €
1,46 €* / 1,74 €** / kg

Zum Produktvergleich hinzufügen

Auf den Merkzettel legen

*exkl./**inkl. Mwst.
zzgl. Versandkosten
UM 24 G

Gasgekühlter Standard-MIG/MAG-Schweißbrenner
Einschaltdauer CO2:
250 A / 60 %

dump:
hasAccessoires = 1
product (array):
id = '40986'
productMainId = '13116'
ean = '4051629046142'
vendorProductId = '394-600001-00000'
manufacturerProductId = null
manufacturerId = null
productSearchId = null
stock = '41'
stockBehaviour = '1'
stockView = '0'
stockViewText = null
dateCreated = '2023-03-15 09:27:30'
dateModified = null
public = '1'
active = '1'
deleted = '0'
packagingAmount = '100'
packagingUnit = 'stk'
priceAmount = '100'
priceUnit = 'stk'
forcePrice = '0'
priority = '0'
validFrom = null
validTo = null
hidden = '0'
notSellable = '0'
externalId = '327283'
active = true
isBrenner = true
productName = 'UM 24 G'
productBezeichnung = 'MIG/MAG-Schweißbrenner, gasgekühlt'
productType = 'UM 24 G 3m'
productVariantBezeichnung = '3 m'
kuehlung = 'gasgekühlt'
coolId = '519'
avshop = 'AVSHOP'
listprice = '97'
rabattgruppe = 'B4'
accKind = '944:Brenner'
productText = '<p>Gasgekühlter Standard-MIG/MAG-Schweißbrenner</p><p>Einschaltdauer CO2:</p><p> 250 A / 60 %</p>'
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Zum Produktvergleich hinzufügen

Auf den Merkzettel legen

*exkl./**inkl. Mwst.
zzgl. Versandkosten
UM 240 W

Wassergekühlter Standard-MIG/MAG-Schweißbrenner
Einschaltdauer CO2:
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Inhalt: 1 Stück Statt: 207,00 €* 144,90 €

Zum Produktvergleich hinzufügen

Auf den Merkzettel legen

*exkl./**inkl. Mwst.
zzgl. Versandkosten
UM 401 W

Wassergekühlter Standard-MIG/MAG-Schweißbrenner
Einschaltdauer CO2:
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(private) languageId = null
(private) yBaseoldInstance = null
5 (object: MimeEntity):
(private) id = '73782'
(private) parentId = null
(private) uri = '099-600010-EW507.pdf'
(private) type = '000'
(private) usage = null
(private) mimeType = 'application/pdf'
(private) width = null
(private) height = null
(private) size = null
(private) version = null
(private) externalId = '099-600010-EW507'
(private) languageId = null
(private) yBaseoldInstance = null
6 (object: MimeEntity):
(private) id = '73781'
(private) parentId = null
(private) uri = '099-600010-EW506.pdf'
(private) type = '000'
(private) usage = null
(private) mimeType = 'application/pdf'
(private) width = null
(private) height = null
(private) size = null
(private) version = null
(private) externalId = '099-600010-EW506'
(private) languageId = null
(private) yBaseoldInstance = null
7 (object: MimeEntity):
(private) id = '73780'
(private) parentId = null
(private) uri = '099-600010-EW505.pdf'
(private) type = '000'
(private) usage = null
(private) mimeType = 'application/pdf'
(private) width = null
(private) height = null
(private) size = null
(private) version = null
(private) externalId = '099-600010-EW505'
(private) languageId = null
(private) yBaseoldInstance = null
8 (object: MimeEntity):
(private) id = '73779'
(private) parentId = null
(private) uri = '099-600010-EW504.pdf'
(private) type = '000'
(private) usage = null
(private) mimeType = 'application/pdf'
(private) width = null
(private) height = null
(private) size = null
(private) version = null
(private) externalId = '099-600010-EW504'
(private) languageId = null
(private) yBaseoldInstance = null
9 (object: MimeEntity):
(private) id = '73778'
(private) parentId = null
(private) uri = '099-600010-EW503.pdf'
(private) type = '000'
(private) usage = null
(private) mimeType = 'application/pdf'
(private) width = null
(private) height = null
(private) size = null
(private) version = null
(private) externalId = '099-600010-EW503'
(private) languageId = null
(private) yBaseoldInstance = null
10 (object: MimeEntity):
(private) id = '73777'
(private) parentId = null
(private) uri = '099-600010-EW502.pdf'
(private) type = '000'
(private) usage = null
(private) mimeType = 'application/pdf'
(private) width = null
(private) height = null
(private) size = null
(private) version = null
(private) externalId = '099-600010-EW502'
(private) languageId = null
(private) yBaseoldInstance = null
11 (object: MimeEntity):
(private) id = '73776'
(private) parentId = null
(private) uri = '099-600010-EW501.pdf'
(private) type = '000'
(private) usage = null
(private) mimeType = 'application/pdf'
(private) width = null
(private) height = null
(private) size = null
(private) version = null
(private) externalId = '099-600010-EW501'
(private) languageId = null
(private) yBaseoldInstance = null
12 (object: MimeEntity):
(private) id = '73775'
(private) parentId = null
(private) uri = '099-600010-EW500.pdf'
(private) type = '000'
(private) usage = null
(private) mimeType = 'application/pdf'
(private) width = null
(private) height = null
(private) size = null
(private) version = null
(private) externalId = '099-600010-EW500'
(private) languageId = null
(private) yBaseoldInstance = null
13 (object: MimeEntity):
(private) id = '73787'
(private) parentId = null
(private) uri = '099-600010-EW518.pdf'
(private) type = '000'
(private) usage = null
(private) mimeType = 'application/pdf'
(private) width = null
(private) height = null
(private) size = null
(private) version = null
(private) externalId = '099-600010-EW518'
(private) languageId = null
(private) yBaseoldInstance = null
14 (object: MimeEntity):
(private) id = '262934'
(private) parentId = null
(private) uri = 'IM0093918.jpg'
(private) type = 'Explosion'
(private) usage = null
(private) mimeType = 'image/jpeg'
(private) width = '800'
(private) height = '600'
(private) size = null
(private) version = null
(private) externalId = '1A4233385'
(private) languageId = null
(private) yBaseoldInstance = null
mime (array):
0 (object: MimeEntity):
(private) id = '71737'
(private) parentId = null
(private) uri = 'IM0059145.jpg'
(private) type = 'Produktbild'
(private) usage = null
(private) mimeType = 'image/jpeg'
(private) width = '800'
(private) height = '600'
(private) size = null
(private) version = null
(private) externalId = '0A3109149'
(private) languageId = null
(private) yBaseoldInstance = null
id = '40998'
productMainId = '13120'
vendorProductId = '394-600011-00000'
productPrice = 144.90000000000001
productTax = '19'
productPriceGross = 172.43100000000001

144,90 €* / 172,43 €** / Stück
Inhalt: 1 Stück Statt: 207,00 €* 144,90 €

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*exkl./**inkl. Mwst.
zzgl. Versandkosten
EWM KE 600 - 1000 A

Kohleelektroden

dump:
hasAccessoires = 0
product (array):
id = '134112'
productMainId = '110904'
ean = null
vendorProductId = '398-013012-00000'
manufacturerProductId = 'HG13-355'
manufacturerId = null
productSearchId = null
stock = '48150'
stockBehaviour = '1'
stockView = '0'
stockViewText = ''
dateCreated = '2024-06-19 08:26:55'
dateModified = '2024-06-19 09:48:01'
public = '1'
active = '1'
deleted = '0'
packagingAmount = '2500'
packagingUnit = 've'
priceAmount = '100'
priceUnit = 'stk'
forcePrice = '0'
priority = '3'
validFrom = null
validTo = null
hidden = '0'
notSellable = '0'
externalId = '489587'
active = true
isBrenner = false
productName = 'EWM KE 600 - 1000 A'
productBezeichnung = 'Kohleelektroden'
productType = 'EWM KE 800 - 1000 A, 13 x 355 mm'
productVariantBezeichnung = '13 mm, 355 mm, 800 A - 1000 A'
avshop = 'AVSHOP'
listprice = '20'
rabattgruppe = 'HW8'
accKind = '0:ohne'
productText = '<p>Kohleelektroden</p>'
productTextLong = '<ul class="description_list"><li class="first-item">Kohleelektroden</li><li>Zur Ausbesserung fehlerhafter Schweißnähte, Fugenvorbereitung und Oberflächenbearbeitung</li><li>Funktionsweise: Zündung eines Lichtbogens zwischen Elektrode und Werkstück mit Hilfe der kupferummantelten Kohleelektrode. Durch Druckluft wird das Schweißbad ausgeblasen</li><li>Geeignet zum Ausfugen schwer zugänglicher Stellen</li><li>Überschweißung ausgefugter Stellen ohne Nacharbeit möglich</li><li>Minimierung des Werkstückverzugs durch sehr geringe Erwärmung beim Kohlefugenhobeln</li></ul>'
name = 'EWM KE 800 - 1000 A, 13 x 355 mm'
pname = 'EWM KE 600 - 1000 A'
productTextCount = 1
mimetotal (array):
0 (object: MimeEntity):
(private) id = '271695'
(private) parentId = null
(private) uri = 'IM0099479.jpg'
(private) type = 'Produktbild'
(private) usage = null
(private) mimeType = 'image/jpeg'
(private) width = '800'
(private) height = '600'
(private) size = null
(private) version = null
(private) externalId = '0A4279502'
(private) languageId = null
(private) yBaseoldInstance = null
mime (array):
0 (object: MimeEntity):
(private) id = '271695'
(private) parentId = null
(private) uri = 'IM0099479.jpg'
(private) type = 'Produktbild'
(private) usage = null
(private) mimeType = 'image/jpeg'
(private) width = '800'
(private) height = '600'
(private) size = null
(private) version = null
(private) externalId = '0A4279502'
(private) languageId = null
(private) yBaseoldInstance = null
id = '134112'
productMainId = '110904'
vendorProductId = '398-013012-00000'
productPrice = 19.0
productTax = '19'
productPriceGross = 22.609999999999999

19,00 €* / 22,61 €** / VE
Inhalt: 25 Stück Statt: 20,00 €* 19,00 €
0,76 €* / 0,90 €** / Stück

Zum Produktvergleich hinzufügen

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*exkl./**inkl. Mwst.
zzgl. Versandkosten
B2 AIR Set

Druckluftbetriebenes Entgratsystem im Set, bestehend aus Entgratsystem, Gehörschutzstöpsel, Schutzbrille + Schaumrahmen

dump:
hasAccessoires = 1
product (array):
id = '134479'
productMainId = '111233'
ean = null
vendorProductId = '398-016290-SA000'
manufacturerProductId = null
manufacturerId = null
productSearchId = null
stock = '5'
stockBehaviour = '1'
stockView = '0'
stockViewText = null
dateCreated = '2024-06-20 13:53:13'
dateModified = null
public = '1'
active = '1'
deleted = '0'
packagingAmount = '100'
packagingUnit = 'stk'
priceAmount = '100'
priceUnit = 'stk'
forcePrice = '0'
priority = '0'
validFrom = null
validTo = null
hidden = '0'
notSellable = '0'
externalId = '489117'
active = true
isBrenner = false
productName = 'B2 AIR Set'
productBezeichnung = 'Druckluftbetriebenes Entgratsystem im Set, bestehend aus Entgratsystem, Gehörschutzstöpsel, Schutzbrille + Schaumrahmen'
productType = 'B2 AIR Set'
productVariantBezeichnung = ''
avshop = 'AVSHOP'
listprice = '569'
rabattgruppe = 'HW20'
accKind = '0:ohne'
productText = '<p>Druckluftbetriebenes Entgratsystem im Set, bestehend aus Entgratsystem, Gehörschutzstöpsel, Schutzbrille + Schaumrahmen</p>'
productTextLong = '<ul class="description_list"><li class="first-item">Druckluftbetriebenes Entgratsystem im Set, bestehend aus Entgratsystem, Gehörschutzstöpsel, Schutzbrille + Schaumrahmen</li><li>Konzipiert zum Entgraten und Verrunden von Kanten für Stahl, Edelstahl, Aluminium und anderen Werkstücken</li><li>Geeignet zum Bearbeiten von Bohrungen ab Innendurchmesser 7 mm</li><li>Kompaktes Design, hervorragende Ergonomik</li><li>Kantenbearbeitung durch Abrunden R1,5 mm wie z.B. Kantenvorbereitung vor dem Lackieren</li><li>Leistungsstarker und zuverlässiger pneumatischer Antrieb</li><li>Präzise, mechanische Skala zur Einstellung der Bearbeitungstiefe für noch mehr Präzision bei der Bearbeitung</li><li>Druckluftbetriebenes Entgratsystem</li><li>B2 AIR</li><li>3M™ E-A-R™ Ultrafit™-Gehörschutzstöpsel</li><li>3M™ SecureFit™ 200-Schutzbrille</li><li>3M™ SecureFit™-Schaumrahmen für Schutzbrille</li><li>Werkzeug</li><li>Verpackt in einem Karton</li><li class="last-item">Benutzerhandbuch</li></ul>'
name = 'B2 AIR Set'
pname = 'B2 AIR Set'
productTextCount = 1
mimetotal (array):
0 (object: MimeEntity):
(private) id = '272225'
(private) parentId = null
(private) uri = 'IM0099411.jpg'
(private) type = 'Produktbild'
(private) usage = null
(private) mimeType = 'image/jpeg'
(private) width = '800'
(private) height = '600'
(private) size = null
(private) version = null
(private) externalId = '0A4278559'
(private) languageId = null
(private) yBaseoldInstance = null
mime (array):
0 (object: MimeEntity):
(private) id = '272225'
(private) parentId = null
(private) uri = 'IM0099411.jpg'
(private) type = 'Produktbild'
(private) usage = null
(private) mimeType = 'image/jpeg'
(private) width = '800'
(private) height = '600'
(private) size = null
(private) version = null
(private) externalId = '0A4278559'
(private) languageId = null
(private) yBaseoldInstance = null
id = '134479'
productMainId = '111233'
vendorProductId = '398-016290-SA000'
productPrice = 475.0
productTax = '19'
productPriceGross = 565.25

475,00 €* / 565,25 €** / Stück
Inhalt: 1 Stück Statt: 569,00 €* 475,00 €

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Auf den Merkzettel legen

*exkl./**inkl. Mwst.
zzgl. Versandkosten
Premium inserts B2

Premium Wendeschneidplatten für B2 zum Aktionspreis mit B2 AIR Set

dump:
hasAccessoires = 0
product (array):
id = '134480'
productMainId = '111234'
ean = null
vendorProductId = '398-017541-SA000'
manufacturerProductId = '24204 - Sonderaktion'
manufacturerId = null
productSearchId = null
stock = null
stockBehaviour = '1'
stockView = '0'
stockViewText = null
dateCreated = '2024-06-20 13:53:13'
dateModified = null
public = '1'
active = '1'
deleted = '0'
packagingAmount = '1000'
packagingUnit = 'pak'
priceAmount = '100'
priceUnit = 'pak'
forcePrice = '0'
priority = '0'
validFrom = null
validTo = null
hidden = '0'
notSellable = '0'
externalId = '489122'
active = true
isBrenner = false
productName = 'Premium inserts B2'
productBezeichnung = 'Premium Wendeschneidplatten für B2 zum Aktionspreis mit B2 AIR Set'
productType = 'Premium inserts B2'
productVariantBezeichnung = ''
avshop = 'AVSHOP'
listprice = '59'
rabattgruppe = 'N1'
accKind = '961:Zubehör'
productText = '<p>Premium Wendeschneidplatten für B2 zum Aktionspreis mit B2 AIR Set</p>'
productTextLong = '<ul class="description_list"><li class="first-item">Premium Wendeschneidplatten für B2 zum Aktionspreis mit B2 AIR Set</li><li>Passend für Entgratmaschine B2 AIR</li><li>Zum Entgraten und Anfasen </li><li class="last-item">Lieferumfang: 10 Stück/ VE</li></ul>'
name = 'Premium inserts B2'
pname = 'Premium inserts B2'
productTextCount = 1
mimetotal (array):
0 (object: MimeEntity):
(private) id = '271129'
(private) parentId = null
(private) uri = 'IM0099137.jpg'
(private) type = 'Produktbild'
(private) usage = null
(private) mimeType = 'image/jpeg'
(private) width = '800'
(private) height = '600'
(private) size = null
(private) version = null
(private) externalId = '0A4275316'
(private) languageId = null
(private) yBaseoldInstance = null
mime (array):
0 (object: MimeEntity):
(private) id = '271129'
(private) parentId = null
(private) uri = 'IM0099137.jpg'
(private) type = 'Produktbild'
(private) usage = null
(private) mimeType = 'image/jpeg'
(private) width = '800'
(private) height = '600'
(private) size = null
(private) version = null
(private) externalId = '0A4275316'
(private) languageId = null
(private) yBaseoldInstance = null
id = '134480'
productMainId = '111234'
vendorProductId = '398-017541-SA000'
productPrice = 59.0
productTax = '19'
productPriceGross = 70.210000000000008

59,00 €* / 70,21 €** / pak
Inhalt: 10 pak Statt: 59,00 €* 59,00 €
5,90 €* / 7,02 €** / pak

Zum Produktvergleich hinzufügen

Auf den Merkzettel legen

*exkl./**inkl. Mwst.
zzgl. Versandkosten