➤ 4t2025 4t 4t 由於本公司各門市每日存貨異動較大,需門市購買的客戶,建議請事先去電各分店詢問現場是否有現貨,以避免白跑一趟。
汽車技術日新月異意味著時下汽車引擎需要的引擎潤滑油,必須能夠適應引擎不斷改變的需求,而不單只是性能更佳及使用壽命更長的引擎潤滑油。 有鑑於此,SHELL基於全新的方式去以天然氣和本身的專利Shell PurePlus技術配製合成基油,並以此純淨清澈的基油來製造超級潤滑油。 瘋油網 Crazy Oil 潤滑油限時搶購專賣店,嚴選進口各大國際品牌汽機車用潤滑油,供貨穩定,並秉持著專業與服務至上的理念,提供客戶最優質的服務品質與超優惠的商品價格。 4t2025 倘若收到的產品包裝與瘋油網官網所示略有不同,但若產品規格相同,其內容物皆為同樣品質,並不因包裝而有差異。
- ➤ 由於本公司各門市每日存貨異動較大,需門市購買的客戶,建議請事先去電各分店詢問現場是否有現貨,以避免白跑一趟。
- 相較於過去的基礎油技術,PUREPLUS科技所生產的基礎油不論在流動性,抑震性及揮發性皆有更傑出的表現。
- 由於機油為石油、天然氣提煉再製而成的石化產品,從國外原廠出廠時,並不會標示保存期限,因基本上機油並不會有過期的問題。
- 這樣的基礎油可生產出約75~90%的機油,因此PUREPLUS科技為潤滑油組成技術的重大改變。
- ➤ 瘋油網亦擁有其他網路銷售平臺,由於各交易平臺成本略有不同,因此訂價亦略有差異;消費者可自行選擇較優惠的通路購買。
- 有鑑於此,SHELL基於全新的方式去以天然氣和本身的專利Shell PurePlus技術配製合成基油,並以此純淨清澈的基油來製造超級潤滑油。
- 殼牌集團1998年運營銷售總額(稅後)940億美元,總資產1110億美元,是全球最大的10家公司之一。
相較於過去的基礎油技術,PUREPLUS科技所生產的基礎油不論在流動性,抑震性及揮發性皆有更傑出的表現。 SHELL 4t2025 PUREPLUS 為目前世界上生產基礎油的最新技術,SHELL技術團隊研發出將天然氣轉化為如水晶般清澈的基礎油,有別於過去的礦物油,PUREPLUS技術所生產的基 礎油中,完全不含任何雜質。 這樣的基礎油可生產出約75~90%的機油,因此PUREPLUS科技為潤滑油組成技術的重大改變。 由於機油為石油、天然氣提煉再製而成的石化產品,從國外原廠出廠時,並不會標示保存期限,因基本上機油並不會有過期的問題。 ➤ 4t 瘋油網亦擁有其他網路銷售平臺,由於各交易平臺成本略有不同,因此訂價亦略有差異;消費者可自行選擇較優惠的通路購買。
同時它還是液化天然氣行業的先驅,併在全球各地大型項目的融資、管理和經營方面擁有豐富的經驗。 殼牌集團1998年運營銷售總額(稅後)940億美元,總資產1110億美元,是全球最大的10家公司之一。 它在全球任何地方都把健康、安全和環保標準及遵守集團的經營宗旨放在首要地位,並註重當地員工的培訓和發展。
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” 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