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2. These 6 Comfy Earbuds Won't Have Your Ears Begging for Mercy

   www.aol.com/lifestyle/6-comfy-earbuds-wont-ears...

   Dime 3 In-Ear Wireless Earbuds. Earbuds are worth investing in, but sometimes, a backup pair is the best way to protect that investment. Keeping a budget-friendly pair of earbuds around allows you ...

3. Samsung Galaxy Buds series - Wikipedia

   en.wikipedia.org/wiki/Samsung_Galaxy_Buds_series

   Galaxy Buds 2 Pro; Earbuds size 21.6 x 19.9 x 18.7 mm Earbuds weight 5.5g Case size 50.2 x 50.4 x 27.7 mm Case weight 43.3g Bluetooth version Bluetooth 5.3 Sensors Accelerometer, Gyro sensor, Hall sensor, Proximity sensor, Touch sensor, Voice Pickup Unit Battery Earbuds: 58 mAh Case: 500 mAh Charging USB-C and Qi wireless charging

4. List of battery sizes - Wikipedia

   en.wikipedia.org/wiki/List_of_battery_sizes

   There were two ⌀3.2 mm negative pins spaced 9.5 mm apart and two ⌀4.0 mm positive pins spaced 14.3 mm apart. Negative and positive pins were spaced 18.1 mm apart. It was used in some early transistor radio amplifiers with a Class B output stage, allowing the loud speaker to be connected between the amplifier output and the battery center tap.

5. These Waterproof Earbuds Are a Must-Have for Your Beach ... - AOL

   www.aol.com/waterproof-earbuds-must-beach-pool...

   Bluetooth Wireless Earbuds. Need some relatively inexpensive waterproof earbuds that still provide solid sound? These Bluetooth wireless earbuds boast hundreds of five-star reviews and for good ...

6. List of Microsoft Surface accessories - Wikipedia

   en.wikipedia.org/wiki/List_of_Microsoft_Surface...

   The noise-cancelling Bluetooth headphones feature Cortana integration and four beam-forming microphones. [34] On August 15, 2020, Microsoft introduced Surface Headphones 2, compatible with Windows 10 and Windows 11 Home/Pro with the latest updates. It's also compatible with Bluetooth 4.1/4.2/5.0, IOS 12 or 13, Android 9 or 10.

7. (2,3,7) triangle group - Wikipedia

   en.wikipedia.org/wiki/(2,3,7)_triangle_group

   The (2,3,7) hyperbolic triangle group is a subgroup of the group of norm 1 elements in the quaternion algebra generated as an associative algebra by the pair of generators i, j and relations i2 = j2 = η, ij = − ji. One chooses a suitable Hurwitz quaternion order in the quaternion algebra. Here the order is generated by elements.