Athletics at the 1995 Summer Universiade – Women's 4 × 100 metres relay
The women's 4 × 100 metres relay event at the 1995 Summer Universiade was held on 3 September at the Hakatanomori Athletic Stadium in Fukuoka, Japan.[1]
Results
| Rank | Lane | Nation | Athletes | Time | Notes |
|---|---|---|---|---|---|
 | 4 |  | Cheryl Taplin, Inger Miller, Juan Ball, Kenya Walton | 43.58 | |
 | 7 |  | Natalya Anisimova, Oksana Dyachenko, Olga Voronova, Zhanna Levacheva | 44.06 | |
 | 5 |  | Ime Akpan, Taiwo Aladefa, Pat Itanyi, Mary Tombiri | 44.08 | |
| 4 | 8 |  | Marie-Joëlle Dogbo, Frédérique Bangué, Odile Singa, Maguy Nestoret | 44.10 | |
| 5 | 6 |  | Madoka Miki, Chika Nagano, Kaori Yoshida, Toshie Kitada | 44.80 | |
| 6 | 1 |  | Joice Maduaka, Catherine Murphy, Marcia Richardson, Sharon Williams | 44.93 | |
| 7 | 2 |  | Hsu Pei-Chin, Liu Shu-Hua, Kao Yuh-Chuan, Wang Huei-Chen | 45.35 | |
| 8 | 3 | .svg.png){kind=small} | Sonia Paquette, Nicole Commissiong, LaDonna Antoine, France Gareau | 45.84 |
gollark: > It is widely believed that the (computable) numbers √2, π, and e are normal, but a proof remains elusive.
gollark: https://en.m.wikipedia.org/wiki/Normal_number
gollark: It's not proven that they're equally distributed.
gollark: For an example of something which is infinite but does *not* contain all possible number strings, think about, I don't know, 0.010110111... (infinite sequence of zeroes and then an increasing number of ones). That doesn't contain all possible number strings because it only contains 0 and 1.
gollark: It actually hasn't been proven to contain any possible number string.
References
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