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BAGSMART Compression Packing Cubes, Lightweight Travel Essentials

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Packing & organisation

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Category: Packing & organisation
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Customers say

Customers find these packing cubes to be of amazing quality and appreciate how they help keep items organized in suitcases while traveling. The compression bags make lots of room in luggage and can fit up to 6 pairs of pants in one cube, with one customer noting they can compress two pairs of jeans and two denim maxi skirts. Customers consider them great for travel and value for money, with one mentioning they saved money on baggage fees.

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103 customers mention quality, 97 positive, 6 negative

Customers find the packing cubes to be of excellent quality, with one customer noting they are as good as eBags.

Love these. We took a 3 week trip recently and were able to pack everything we wanted to take in a carry on and personal bag, thanks to these....Read more

Highly recommend, work great! Returned a few others until I found these. Very happyRead more

Worked like a charm. Good quality. I had no issues with the compressive ability nor with the zippers. No complaints....Read more

Great product. I packed yesterday and loved them.Read more

51 customers mention organization, 50 positive, 1 negative

Customers find the packing cubes helpful for organization, particularly when traveling, as they keep items neatly arranged in suitcases and help pack more items.

...Despite being attractive in appearance and no doubt useful for some, they still take up too much space in my carry on, so I will return them for no...Read more

...Compression cubes are the only way to travel. They keep your clothes organized. I love the mesh tops because it is easy to see what is inside....Read more

These were great on my trip to UK. Kept my suitcase organized and was able to pack mire than expected with the zip to condense. Great product!Read more

...smaller European specifications for a carry-on bag, and they kept my clothes organized and, a little surprisingly, unwrinkled....Read more

35 customers mention space savings, 26 positive, 9 negative

Customers appreciate the packing cubes' space-saving features, noting they make lots of room in luggage and come in various sizes, with one customer mentioning the included paper for labeling contents.

Love these! Love the color, sizes, & the labels!! Saves time traveling!Read more

...They worked very well. They saved space in my suitcase, one that meets the smaller European specifications for a carry-on bag, and they kept my...Read more

Smaller than expected.Read more

Quality is very good. It actually save space in your luggage and keeps clothes organized.Read more

34 customers mention value for money, 28 positive, 6 negative

Customers find the packing cubes to be good value for money, with several noting they are worth their weight in gold, and one mentioning they saved money on baggage fees.

Good ValueRead more

...and having everything organized and secured, great quality and good buyRead more

...They are the fraction of the price of some of the big name bags, but I feel that they are stronger compress, more and beautiful....Read more

Worth the money!Read more

32 customers mention compression, 24 positive, 8 negative

Customers like the compression feature of these packing cubes, with one customer noting that they effectively squeeze out air without damaging clothes.

...from the sides not like a vacuum vacuum compression, but it is a good compression that helps give you inches and keep your clothes organized....Read more

Absolutely the best compression bags I have ever bought with the exception of the Aerless vacuum bags....Read more

...The only difference in this bag from the others is it does not compress. There is nothing to help maintain the shape of bras.Read more

Helped me get organized and actually compressed my clothes and left me with more room in my suitcase!...Read more

31 customers mention capacity, 29 positive, 2 negative

Customers praise the packing cubes' capacity, noting they can fit up to 6 pairs of pants in one cube and accommodate large items like heavy sweaters. One customer specifically mentions successfully compressing two pairs of jeans and two denim maxi skirts.

Purchased for trip out of the country. Was able to fit so much more in my suitcase and had extra space. Helps a lot with organization....Read more

...Capacity: Because they compress down so well, I was able to fit a lot more in my suitcase than I normally ever could, all while keeping everything...Read more

Work great! Was able to pack a LOT of clothes in my carryon- almost too much! 🤣Read more

The packing cubes were awesome. They each held a lot of items is surprised that I was able to zip them. Glad I purchased these compression style....Read more

30 customers mention functionality, 29 positive, 1 negative

Customers find that the packing cubes work great, with one customer noting they optimize suitcase space and another mentioning they separate clean clothes from dirty items easily.

First time trying and using the bags. It works great and packs alot of clothes. The zipper is good quality as well as the material of the bag.Read more

Highly recommend, work great! Returned a few others until I found these. Very happyRead more

...Worked like a charm and I didn't even need/use all the bags! I was able to easily pack 2 pairs of jeans, 3 pairs of hiking pants, 15(!!)...Read more

...Love the color, quality and ease in which they worked.Read more

30 customers mention travel-friendly, 30 positive, 0 negative

Customers find these packing cubes convenient and great for travel, with one customer mentioning they made traveling with 4 kids much easier.

Excellent packing cubes. Great for travelRead more

I travel very frequently, and use these on every trip. They are great for packing, even if you don't compress things down....Read more

Amazing products that make traveling so much easier!!! A +++Read more

This was perfect for my trip. I was able to pack everything in the cubes with no issues.Read more

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","version":"V2"}

(window.AmazonUIPageJS ? AmazonUIPageJS : P).load.js('https://m.media-amazon.com/images/I/41sv6dSEUuL.js?AUIClients/DramAssets');

(window.AmazonUIPageJS ? AmazonUIPageJS : P).when('A', 'dram-lazy-load-widget', 'ready').execute(function(A) {A.trigger('dram:register-lazy-load-widget', '#DetailPage_sims-container_desktop-dp-sims_2_container',2500, 'DetailPage_desktop', true);});{"encryptedLazyLoadRenderRequest":"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","version":"V2"}

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BAGSMART Compression Packing Cubes, Lightweight Travel Essentials (opens Amazon in a new tab)

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Product Summary: BAGSMART Compression Packing Cubes, Lightweight Travel Essentials | 6 PCS Packing Cubes for Suitcases, Travel Bags Organizer for Luggage

BAGSMART Compression Packing Cubes, Lightweight Travel Essentials (opens Amazon in a new tab)

Product details

About this essential

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Product summary presents key product information Keyboard shortcut shift + alt + opt + D

Product Summary: BAGSMART Compression Packing Cubes, Lightweight Travel Essentials | 6 PCS Packing Cubes for Suitcases, Travel Bags Organizer for Luggage

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