Tech & AITECH CNR๐Ÿš€โšก IPHONE 18 PRO MAX VS SAMSUNG S26 ULTRA VS SAMSUNG S25 ULTRA SPEED TEST!!

๐Ÿš€โšก IPHONE 18 PRO MAX VS SAMSUNG S26 ULTRA VS SAMSUNG S25 ULTRA SPEED TEST!!

Short0:13People & BlogsPublished Oct 8, 2026, 11:11 PM ยท 1w ago
Views
111,667
+1 views/hour
Views / hour now
1
measured 2h ago
Peak views / hour
49
3d ago
First 24 hours
โ€”
not tracked from upload
Engagement
1.4%
likes + comments / views
Likes
1.5K
1.4% of views
Comments
19
0.02% of views
Est. ad revenue
โ€”
Shorts pay from a shared pool

Checked every 12 h while the video is this age ยท last check 2h ago ยท next in 554 min. YouTube itself updates public counts with a short delay.

Avg views / day
9.7K
since upload
vs channel median
1.6ร—
this video's views รท the channel's usual
Rank in channel
#6
of 23 tracked

Views over time

6 readings

Total views Views gained per hour

Description

๐Ÿ”ฅ iPhone 18 Pro Max vs Samsung S26 Ultra vs Samsung S25 Ultra SPEED TEST! ๐Ÿ”ฅ iPhone 18 Pro Max vs Samsung S26 Ultra vs Samsung S25 Ultra - Ultimate Speed Test ๐Ÿš€โšก๐Ÿ“ฑ In this video, we compare the speed and performance of the iPhone 18 Pro Max, Samsung S26 Ultra, and Samsung S25 Ultra! ๐Ÿ”ฅ We compare: ๐Ÿš€ Boot-Up Speed Test โšก App Launch Speed ๐ŸŽฎ Gaming Performance ๐Ÿง  RAM Management & Multitasking ๐Ÿ“Š Benchmark Scores ๐ŸŒก๏ธ Thermal Performance & Battery Drain โšก UI Smoothness & Animations ๐Ÿ† Final Speed Comparison โฑ๏ธ Timestamps: 0:00 - Intro & Specs 0:45 - Boot Speed Test 1:30 - App Launch Speed 3:15 - Gaming Test 5:00 - RAM Reload & Multitasking 6:45 - Benchmark Test 8:10 - Thermals & Performance 9:30 - Final Comparison Which phone performed better? ๐Ÿค” Watch till the end and find out the speed champion! ๐Ÿ†๐Ÿš€โšก #iPhone18ProMax #SamsungS26Ultra #SamsungS25Ultra #SpeedTest #iPhoneVsSamsung #SamsungVsIPhone #iPhoneSpeedTest #SamsungSpeedTest #SmartphoneComparison #GamingTest #TechReview #TechShorts #2026Tech ๐Ÿš€โšก

Statistics from the YouTube Data API, tracked by FameX. Views per hour, revenue and comparisons are FameX estimates.