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MIG/MAG-Schweißgeräte

Online-Shop > MIG/MAG-Schweißgeräte > Taurus XQ Basic
dump:
124282 (array):
product (array):
id = '124282'
productMainId = '102265'
ean = '4051629048627'
vendorProductId = '090-005667-00001'
manufacturerProductId = null
manufacturerId = null
productSearchId = null
stock = null
stockBehaviour = '1'
stockView = '0'
stockViewText = null
dateCreated = '2024-07-31 09:22:42'
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 = '471871'
productText (array):
id = '840895'
productId = '124282'
languageId = '1'
nameShort = 'Taurus XQ 355 Basic D'
name = 'Taurus XQ 355 Basic D'
description = '<ul class="bgrd description_list"><li data-sortnum="1,00" data-textid="3902114">MIG/MAG-Inverterschwei&szlig;ger&auml;t mit manueller Einstellung des Arbeitspunktes</li><li data-sortnum="5,00" data-textid="7397402">Perfekte MIG/MAG-Schwei&szlig;n&auml;hte auch bei langen Schwei&szlig;leitungen</li><li data-sortnum="12,00" data-textid="7821733">Erfahren Sie mehr über unsere hochtechnologischen MIG/MAG-Lichtbögen, klicken Sie auf XQ-Process <img src="data:image/png;base64, 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" alt="XQ_PROZESSE.EPS" width="64" title="" /></li><li data-sortnum="20,00" data-textid="7397409">Zus&auml;tzlich geeignet zum E-Hand-Schwei&szlig;en, WIG-Schwei&szlig;en und Fugenhobeln</li><li data-sortnum="100,00" data-textid="828400">Einstellbare Start- und Endkraterfunktionen</li><li data-sortnum="105,00" data-textid="828421">Stufenlos einstellbare Lichtbogendynamik (Drosselwirkung)</li><li data-sortnum="159,00" data-textid="3911256"><strong><b>Ihre Vorteile</b></b></strong></li><ul><li data-sortnum="160,00" data-textid="828413" style=\'margin-left:20px;\'>Gasgek&uuml;hlt oder optional wassergek&uuml;hlt mit K&uuml;hlmodul cool 50</li><li data-sortnum="170,00" data-textid="7275736" style=\'margin-left:20px;\'>Kein zus&auml;tzlicher Netzanschluss des K&uuml;hlmoduls notwendig. Die Stromversorgung des Moduls erfolgt &uuml;ber das Schwei&szlig;ger&auml;t</li><li data-sortnum="210,00" data-textid="828411" style=\'margin-left:20px;\'>Stromsparend durch hohen Wirkungsgrad und Standby-Funktion</li><li data-sortnum="212,00" data-textid="828387" style=\'margin-left:20px;\'>Bestens geeignet zum Einsatz mit langen Schlauchpaketen</li><li data-sortnum="215,00" data-textid="828410" style=\'margin-left:20px;\'>Einfacher, werkzeugloser Wechsel der Schwei&szlig;polarit&auml;t</li><li data-sortnum="220,00" data-textid="828409" style=\'margin-left:20px;\'>Isolierter Drahtraum</li><li data-sortnum="230,00" data-textid="828437" style=\'margin-left:20px;\'>Spritzwassergesch&uuml;tzt IP23</li><li data-sortnum="235,00" data-textid="3902113" style=\'margin-left:20px;\'>Anschlussm&ouml;glichkeit f&uuml;r Fernsteller und Funktionsbrenner (nur Up/Down)</li><li data-sortnum="300,00" data-textid="7483209" style=\'margin-left:20px;\'>Sehr gute Brennerk&uuml;hlung und damit Kosteneinsparung bei Brennerverschlei&szlig;teilen durch leistungsstarkes K&uuml;hlmodul</li></ul>'
descriptionShort = '<p>MIG/MAG-Inverterschweißgerät mit manueller Einstellung des Arbeitspunktes</p>'
deliveryScope = null
isSellable = true
productStock (object: ProductStockModel):
(private) redLimit = null
(private) yellowLimit = null
(private) product (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 = '2024-07-31 09:22:42'
(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 = '471871'
(private) seoldInstance = null
(private) behaviour = null
(private) showOption = null
(private) showOptionText = null
(private) stock = null
productPrice = 7577.1000000000004
productTax = '19'
productPriceGross = 9016.7489999999998
productCurrency = 0
productPriceForAmount = 3042.9499999999998
manufacturer (array):
name = ''
productQuantityUnit = 'stk'
mime (array):
0 (object: MimeEntity):
(private) id = '250833'
(private) parentId = null
(private) uri = 'IM0093434.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 = '0A4218398'
(private) languageId = null
(private) yBaseoldInstance = null
1 (object: MimeEntity):
(private) id = '251369'
(private) parentId = null
(private) uri = '099-005667-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 = '099-005667-EW506'
(private) languageId = null
(private) yBaseoldInstance = null
2 (object: MimeEntity):
(private) id = '251370'
(private) parentId = null
(private) uri = '099-005667-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 = '099-005667-EW507'
(private) languageId = null
(private) yBaseoldInstance = null
3 (object: MimeEntity):
(private) id = '251371'
(private) parentId = null
(private) uri = '099-005667-EW508.pdf'
(private) type = '000'
(private) usage = null
(private) mimeType = 'application/pdf'
(private) width = null
(private) height = null
(private) size = null
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name = 'Taurus XQ 405 Basic D'
description = '<ul class="bgrd description_list"><li data-sortnum="1,00" data-textid="3902114">MIG/MAG-Inverterschwei&szlig;ger&auml;t mit manueller Einstellung des Arbeitspunktes</li><li data-sortnum="5,00" data-textid="7397402">Perfekte MIG/MAG-Schwei&szlig;n&auml;hte auch bei langen Schwei&szlig;leitungen</li><li data-sortnum="12,00" data-textid="7821733">Erfahren Sie mehr über unsere hochtechnologischen MIG/MAG-Lichtbögen, klicken Sie auf XQ-Process <img src="data:image/png;base64, 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" alt="XQ_PROZESSE.EPS" width="64" title="" /></li><li data-sortnum="20,00" data-textid="7397409">Zus&auml;tzlich geeignet zum E-Hand-Schwei&szlig;en, WIG-Schwei&szlig;en und Fugenhobeln</li><li data-sortnum="100,00" data-textid="828400">Einstellbare Start- und Endkraterfunktionen</li><li data-sortnum="105,00" data-textid="828421">Stufenlos einstellbare Lichtbogendynamik (Drosselwirkung)</li><li data-sortnum="159,00" data-textid="3911256"><strong><b>Ihre Vorteile</b></b></strong></li><ul><li data-sortnum="160,00" data-textid="828413" style=\'margin-left:20px;\'>Gasgek&uuml;hlt oder optional wassergek&uuml;hlt mit K&uuml;hlmodul cool 50</li><li data-sortnum="170,00" data-textid="7275736" style=\'margin-left:20px;\'>Kein zus&auml;tzlicher Netzanschluss des K&uuml;hlmoduls notwendig. Die Stromversorgung des Moduls erfolgt &uuml;ber das Schwei&szlig;ger&auml;t</li><li data-sortnum="210,00" data-textid="828411" style=\'margin-left:20px;\'>Stromsparend durch hohen Wirkungsgrad und Standby-Funktion</li><li data-sortnum="212,00" data-textid="828387" style=\'margin-left:20px;\'>Bestens geeignet zum Einsatz mit langen Schlauchpaketen</li><li data-sortnum="215,00" data-textid="828410" style=\'margin-left:20px;\'>Einfacher, werkzeugloser Wechsel der Schwei&szlig;polarit&auml;t</li><li data-sortnum="220,00" data-textid="828409" style=\'margin-left:20px;\'>Isolierter Drahtraum</li><li data-sortnum="230,00" data-textid="828437" style=\'margin-left:20px;\'>Spritzwassergesch&uuml;tzt IP23</li><li data-sortnum="235,00" data-textid="3902113" style=\'margin-left:20px;\'>Anschlussm&ouml;glichkeit f&uuml;r Fernsteller und Funktionsbrenner (nur Up/Down)</li><li data-sortnum="300,00" data-textid="7483209" style=\'margin-left:20px;\'>Sehr gute Brennerk&uuml;hlung und damit Kosteneinsparung bei Brennerverschlei&szlig;teilen durch leistungsstarkes K&uuml;hlmodul</li></ul>'
descriptionShort = '<p>MIG/MAG-Inverterschweißgerät mit manueller Einstellung des Arbeitspunktes</p>'
deliveryScope = null
isSellable = true
productStock (object: ProductStockModel):
(private) redLimit = null
(private) yellowLimit = null
(private) product (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 = '5'
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2024-07-31 09:22:42'
(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 = '471873'
(private) seoldInstance = null
(private) behaviour = null
(private) showOption = null
(private) showOptionText = null
(private) stock = null
productPrice = 7897.1000000000004
productTax = '19'
productPriceGross = 9397.5490000000009
productCurrency = 0
productPriceForAmount = 3362.9499999999998
manufacturer (array):
name = ''
productQuantityUnit = 'stk'
mime (array):
0 (object: MimeEntity):
(private) id = '250833'
(private) parentId = null
(private) uri = 'IM0093434.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 = '0A4218398'
(private) languageId = null
(private) yBaseoldInstance = null
1 (object: MimeEntity):
(private) id = '251369'
(private) parentId = null
(private) uri = '099-005667-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 = '099-005667-EW506'
(private) languageId = null
(private) yBaseoldInstance = null
2 (object: MimeEntity):
(private) id = '251370'
(private) parentId = null
(private) uri = '099-005667-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 = '099-005667-EW507'
(private) languageId = null
(private) yBaseoldInstance = null
3 (object: MimeEntity):
(private) id = '251371'
(private) parentId = null
(private) uri = '099-005667-EW508.pdf'
(private) type = '000'
(private) usage = null
(private) mimeType = 'application/pdf'
(private) width = null
(private) height = null
(private) size = null
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name = 'Taurus XQ 505 Basic D'
description = '<ul class="bgrd description_list"><li data-sortnum="1,00" data-textid="3902114">MIG/MAG-Inverterschwei&szlig;ger&auml;t mit manueller Einstellung des Arbeitspunktes</li><li data-sortnum="5,00" data-textid="7397402">Perfekte MIG/MAG-Schwei&szlig;n&auml;hte auch bei langen Schwei&szlig;leitungen</li><li data-sortnum="12,00" data-textid="7821733">Erfahren Sie mehr über unsere hochtechnologischen MIG/MAG-Lichtbögen, klicken Sie auf XQ-Process <img src="data:image/png;base64, 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" alt="XQ_PROZESSE.EPS" width="64" title="" /></li><li data-sortnum="20,00" data-textid="7397409">Zus&auml;tzlich geeignet zum E-Hand-Schwei&szlig;en, WIG-Schwei&szlig;en und Fugenhobeln</li><li data-sortnum="100,00" data-textid="828400">Einstellbare Start- und Endkraterfunktionen</li><li data-sortnum="105,00" data-textid="828421">Stufenlos einstellbare Lichtbogendynamik (Drosselwirkung)</li><li data-sortnum="159,00" data-textid="3911256"><strong><b>Ihre Vorteile</b></b></strong></li><ul><li data-sortnum="160,00" data-textid="828413" style=\'margin-left:20px;\'>Gasgek&uuml;hlt oder optional wassergek&uuml;hlt mit K&uuml;hlmodul cool 50</li><li data-sortnum="170,00" data-textid="7275736" style=\'margin-left:20px;\'>Kein zus&auml;tzlicher Netzanschluss des K&uuml;hlmoduls notwendig. Die Stromversorgung des Moduls erfolgt &uuml;ber das Schwei&szlig;ger&auml;t</li><li data-sortnum="210,00" data-textid="828411" style=\'margin-left:20px;\'>Stromsparend durch hohen Wirkungsgrad und Standby-Funktion</li><li data-sortnum="212,00" data-textid="828387" style=\'margin-left:20px;\'>Bestens geeignet zum Einsatz mit langen Schlauchpaketen</li><li data-sortnum="215,00" data-textid="828410" style=\'margin-left:20px;\'>Einfacher, werkzeugloser Wechsel der Schwei&szlig;polarit&auml;t</li><li data-sortnum="220,00" data-textid="828409" style=\'margin-left:20px;\'>Isolierter Drahtraum</li><li data-sortnum="230,00" data-textid="828437" style=\'margin-left:20px;\'>Spritzwassergesch&uuml;tzt IP23</li><li data-sortnum="235,00" data-textid="3902113" style=\'margin-left:20px;\'>Anschlussm&ouml;glichkeit f&uuml;r Fernsteller und Funktionsbrenner (nur Up/Down)</li><li data-sortnum="300,00" data-textid="7483209" style=\'margin-left:20px;\'>Sehr gute Brennerk&uuml;hlung und damit Kosteneinsparung bei Brennerverschlei&szlig;teilen durch leistungsstarkes K&uuml;hlmodul</li></ul>'
descriptionShort = '<p>MIG/MAG-Inverterschweißgerät mit manueller Einstellung des Arbeitspunktes</p>'
deliveryScope = null
isSellable = true
productStock (object: ProductStockModel):
(private) redLimit = null
(private) yellowLimit = null
(private) product (object: ProductEntity):
(private) id = '124284'
(private) productMainId = '102267'
(private) ean = '4051629048689'
(private) vendorProductId = '090-005669-00001'
(private) manufacturerProductId = null
(private) manufacturerId = null
(private) productSearchId = null
(private) stock = null
(private) stockBehaviour = '1'
(private) stockView = '0'
(private) stockViewText = null
(private) dateCreated = '2024-07-31 09:22:42'
(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 = '471875'
(private) seoldInstance = null
(private) behaviour = null
(private) showOption = null
(private) showOptionText = null
(private) stock = null
productPrice = 8406.1000000000004
productTax = '19'
productPriceGross = 10003.259
productCurrency = 0
productPriceForAmount = 3792.9499999999998
manufacturer (array):
name = ''
productQuantityUnit = 'stk'
mime (array):
0 (object: MimeEntity):
(private) id = '250833'
(private) parentId = null
(private) uri = 'IM0093434.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 = '0A4218398'
(private) languageId = null
(private) yBaseoldInstance = null
1 (object: MimeEntity):
(private) id = '251369'
(private) parentId = null
(private) uri = '099-005667-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 = '099-005667-EW506'
(private) languageId = null
(private) yBaseoldInstance = null
2 (object: MimeEntity):
(private) id = '251370'
(private) parentId = null
(private) uri = '099-005667-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 = '099-005667-EW507'
(private) languageId = null
(private) yBaseoldInstance = null
3 (object: MimeEntity):
(private) id = '251371'
(private) parentId = null
(private) uri = '099-005667-EW508.pdf'
(private) type = '000'
(private) usage = null
(private) mimeType = 'application/pdf'
(private) width = null
(private) height = null
(private) size = null
(private) version = null
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blocks (array):
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0 = '<table class="detail_table"><tbody><tr><td class="td1">Ausführung</td><td colspan="3">Taurus XQ 505 Basic D / OW Cover</td></tr><tr><td class="td1">Einstellbereich Schweißstrom</td><td colspan="3">5 A - 500 A</td></tr><tr><td class="td1">Leerlaufspannung</td><td colspan="3">82 V</td></tr><tr><td class="td1">Netzspannung (ab Werk)</td><td colspan="3">1 / 3 / 380 V - 400 V / 400 V / -25 % - +20 % / 25 A / 36.4 A</td></tr><tr><td class="td1"/><td colspan="3">3 / 440 V - 480 V / 480 V / -25 % - +15 % / 20 A / 30.4 A</td></tr><tr><td class="td1"/><td colspan="3">3 / V / -25 % - +10 %</td></tr><tr><td class="td1">Netzspannung (möglich)</td><td colspan="3">1 / 3 / 380 V - 400 V / 400 V / +20 % / 25 A / 36.4 A / Netztoleranzen (ab Werk) -25 %</td></tr><tr><td class="td1"/><td colspan="3">3 / 440 V - 480 V / 480 V / +15 % / 20 A / 30.4 A / Netztoleranzen (ab Werk) -25 %</td></tr><tr><td class="td1"/><td colspan="3">3 / V / +10 % / Netztoleranzen (ab Werk) -25 %</td></tr><tr><td class="td1">Netzfrequenz</td><td colspan="3">50 Hz / 60 Hz</td></tr><tr><td class="td1">Netztoleranzen (ab Werk)</td><td colspan="3">-25 %-25 %-25 %</td></tr><tr><td class="td1">Netzfrequenz</td><td colspan="3">50 Hz / 60 Hz</td></tr><tr><td class="td1">Empf. Generatorleistung</td><td colspan="3">24.6 kVA / 33.2 kVA</td></tr><tr><td class="td1">Wirkungsgrad</td><td colspan="3">90 %</td></tr><tr><td class="td1">Leistungsaufnahme P<sub>i</sub></td><td colspan="3">23 W</td></tr><tr><td class="td1">Schutzart</td><td colspan="3">IP23</td></tr><tr><td class="td1">Prüfzeichen</td><td colspan="3">CE-Zeichen / UKCA-Zeichen / EAC-Zeichen / S-Zeichen</td></tr><tr><td class="td1">EMV Klasse</td><td colspan="3">A</td></tr><tr><td class="td1">Maße (L x B x H)</td><td colspan="3">625 mm x 298 mm x 531 mm</td></tr><tr><td class="td1">Gewicht</td><td colspan="3">42.7 kg</td></tr><tr><td class="td1">Normen</td><td colspan="3">IEC 60974-1, -10 CL.A</td></tr></tbody></table>'
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current mapping: categories