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What the world suddenly looked up

Arthur Rinderknech saw 332x more Wikipedia readers than usual

Arthur Rinderknech drew 54,750 views on 2026-07-03, 332x more than the usual 165 a day over the previous 60 days.

WikiSpikes

Arthur Rinderknech

French tennis player (born 1995)

332x
54,750 views
usually 165 a day
Daily Wikipedia pageviews for Arthur Rinderknech025K50K75K100K54,75020 May11 Jun3 Jul
Wikipedia pageviews, 3 Jul 2026 wikispikes.com
View as table
Daily Wikipedia pageviews for Arthur Rinderknech
DateViews
2026-07-0354,750
2026-07-024,232
2026-07-012,705
2026-06-30530
2026-06-291,574
2026-06-28281
2026-06-27257
2026-06-26355
2026-06-2573
2026-06-2466
2026-06-2377
2026-06-2292
2026-06-2192
2026-06-2081
2026-06-1977
2026-06-18100
2026-06-17118
2026-06-16356
2026-06-15129
2026-06-14145
2026-06-13172
2026-06-12167
2026-06-11329
2026-06-10153
2026-06-09163
2026-06-08217
2026-06-07274
2026-06-06147
2026-06-05163
2026-06-04163
2026-06-03209
2026-06-02233
2026-06-01250
2026-05-31252
2026-05-30340
2026-05-29779
2026-05-284,854
2026-05-27658
2026-05-26756
2026-05-252,354
2026-05-24353
2026-05-23239
2026-05-22368
2026-05-211,260
2026-05-20328

What this article is

Arthur Rinderknech is a French professional tennis player. He has a career-high ATP singles ranking of world No. 24 achieved on 4 May 2026 and a best doubles ranking of No. 104 reached on 16 March 2026. He is currently the No. 2 singles player from France.

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

What changed that day

The article lost 4 characters on balance that day. See everything that changed on 2026-07-03 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 Arthur Rinderknech on Wikipedia