WikiSpikes

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Tim Tszyu is drawing 108x more Wikipedia traffic than normal

Tim Tszyu drew 59,499 views on 2026-07-26, 108x more than the usual 549 a day over the previous 60 days.

WikiSpikes

Tim Tszyu

Australian professional boxer (born 1994)

108x
59,499 views
usually 549 a day
Daily Wikipedia pageviews for Tim Tszyu025K50K75K100K59,49912 Jun4 Jul26 Jul
Wikipedia pageviews, 26 Jul 2026 wikispikes.com
View as table
Daily Wikipedia pageviews for Tim Tszyu
DateViews
2026-07-2659,499
2026-07-259,707
2026-07-244,066
2026-07-233,300
2026-07-222,764
2026-07-212,192
2026-07-201,434
2026-07-191,537
2026-07-181,799
2026-07-171,396
2026-07-161,310
2026-07-15964
2026-07-141,240
2026-07-13700
2026-07-12861
2026-07-11460
2026-07-10484
2026-07-09476
2026-07-08547
2026-07-07460
2026-07-06453
2026-07-05626
2026-07-04768
2026-07-03758
2026-07-02784
2026-07-01808
2026-06-30764
2026-06-29727
2026-06-281,172
2026-06-27596
2026-06-26538
2026-06-25663
2026-06-24718
2026-06-23449
2026-06-22551
2026-06-21611
2026-06-20753
2026-06-19571
2026-06-18576
2026-06-17398
2026-06-16340
2026-06-15265
2026-06-14261
2026-06-13289
2026-06-12285

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What this article is

Timofei Konstantinovich Tszyu is an Australian professional boxer who held the World Boxing Organization (WBO) light-middleweight title from 2023 to 2024. He is the son of former light-welterweight world champion Kostya Tszyu and the older brother of Nikita Tszyu.

Summary text from the Wikipedia article "Tim Tszyu", available under CC BY-SA 4.0. Read the full article.

What changed that day

The article grew by 41 characters that day. The largest single addition was 27 characters to top. See everything that changed on 2026-07-26 in Wikipedia's own diff view — that is where the reason for a surge is usually visible, written and sourced by the editors who were following the story.

How this was measured

Views are Wikimedia's own pageview counts for en.wikipedia, filtered to agent=user so automated traffic is excluded. The baseline is the median of the previous 60 days, which is used instead of the mean so that an earlier surge cannot flatten a later one. The multiple is the day's views divided by that median.

Read Tim Tszyu on Wikipedia