WikiSpikes

What the world suddenly looked up

Part of Tim Ream · 2 surges recorded

Tim Ream saw 177x more Wikipedia readers than usual

Tim Ream drew 83,672 views on 2026-06-13, 177x more than the usual 472 a day over the previous 60 days.

WikiSpikes

Tim Ream

American soccer player (born 1987)

177x
83,672 views
usually 472 a day
Daily Wikipedia pageviews for Tim Ream025K50K75K100K83,67230 Apr22 May13 Jun
Wikipedia pageviews, 13 Jun 2026 wikispikes.com
View as table
Daily Wikipedia pageviews for Tim Ream
DateViews
2026-06-1383,672
2026-06-1210,996
2026-06-115,372
2026-06-103,964
2026-06-092,774
2026-06-082,934
2026-06-073,313
2026-06-066,338
2026-06-052,414
2026-06-042,481
2026-06-032,782
2026-06-023,437
2026-06-014,159
2026-05-316,602
2026-05-306,309
2026-05-291,740
2026-05-282,354
2026-05-275,784
2026-05-263,480
2026-05-251,021
2026-05-241,342
2026-05-231,003
2026-05-22633
2026-05-21597
2026-05-20522
2026-05-19512
2026-05-18451
2026-05-17465
2026-05-16408
2026-05-15423
2026-05-14710
2026-05-13864
2026-05-12478
2026-05-11467
2026-05-10486
2026-05-09410
2026-05-08348
2026-05-07480
2026-05-06466
2026-05-05384
2026-05-04294
2026-05-03335
2026-05-02431
2026-05-01305
2026-04-30387

What this article is

Timothy Michael Ream is an American professional soccer player who plays as a center-back or left-back for Major League Soccer club Charlotte FC and captains the United States national team.

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

What changed that day

The article grew by 460 characters that day. The largest single addition was 421 characters. See everything that changed on 2026-06-13 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 Ream on Wikipedia