Technology
Philips Series 7000 beard trimmer reduced by over £40
Keeping a neat and tidy beard is a sign that you look after yourself and care about your appearance. Nothing wrong there. Sometimes keeping your stubble tidy can result in a lot of mess though, and there is a lot wrong with little hairs all over the bathroom sink.
If you are guilty of leaving your mark after trimming your beard, you may be interested to know that there is a device out there that can catch up to 90 percent of the hairs you cut from your face. The Philips Series 7000 beard and stubble trimmer uses a powerful vacuum system to catch your trimmings, leaving everything squeaky clean.
We’re sure this is music to the ears of messy shavers everywhere. Another plus is the price. The Philips Series 7000 beard and stubble trimmer is usually listed at £80, but is available for just £39.99 for a limited time. You’ll have to grab this bargain before midnight on March 5 to avoid missing out on a saving of over £40.
There’s a bunch of other reasons to love this shaver, namely the DualCut technology and strong stainless steel blades, the adjustable zoom wheel with 20 lock-in length settings, and the 60-minute run time.
Nobody wants to see your beard trimmings in the sink. Either learn to clean up after yourself, or get a device that’ll do it for you.
-
Entertainment7 days ago
‘Only Murders in the Building’ Season 4 ending explained: Who killed Sazz and why?
-
Entertainment6 days ago
When will we have 2024 election results online?
-
Entertainment5 days ago
Halloween 2024: Weekend debates, obscure memes, and a legacy of racism
-
Entertainment6 days ago
Social media drives toxic fandom. Is there a solution?
-
Entertainment5 days ago
Is ‘The Substance’ streaming? How to watch at home
-
Entertainment5 days ago
M4 MacBook Pro vs. M3 MacBook Pro: What are the differences?
-
Entertainment3 days ago
Menendez brothers case reignites online: The questions that keep resurfacing
-
Entertainment4 days ago
‘A Real Pain’ review: Jesse Eisenberg and Kieran Culkin charm as odd-couple cousins