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  2. Bathroom cabinet - Wikipedia

    en.wikipedia.org/wiki/Bathroom_cabinet

    A bathroom cabinet is a cabinet in a bathroom, most often used to store hygiene products, toiletries, and sometimes also medications such that it works as an improvised medicine cabinet. There are two main types of bathroom cabinets: vanity cabinets which are usually placed under sinks and mirror cabinets which are usually placed over sinks or ...

  3. Charles Allan Gilbert - Wikipedia

    en.wikipedia.org/wiki/Charles_Allan_Gilbert

    The title is also a pun, as this type of dressing-table is also known as a vanity. The phrase "All is vanity" comes from Ecclesiastes 1:2 ("Vanity of vanities, saith the Preacher, vanity of vanities; all is vanity.") [1] It refers to the vanity and pride of humans. In art, vanity has long been represented as a woman preoccupied with her beauty.

  4. Dressing Table - Wikipedia

    en.wikipedia.org/wiki/Dressing_Table

    Shila initially hesitates to read the diary as it belongs to someone else, but one night she gives in to her curiosity. After finding the first 2/3 pages interesting, she ends up reading the whole diary by the end of the night. After finishing the diary, Shila walks towards the dressing table. She looks at the mirror and discovers herself.

  5. Wikipedia:Peer review/December 2009 - Wikipedia

    en.wikipedia.org/wiki/Wikipedia:Peer_review/...

    The first thing I noticed was the huge white space. Looking at Featured Lists at WP:FL#Transport, I see there must be a way to reduce the table width and move the table up until it's snug against the text. The images can still be stacked vertically but to the table's right. See List of Bay Area Rapid Transit stations for an example.

  6. Wikipedia:Unusual articles - Wikipedia

    en.wikipedia.org/wiki/Wikipedia:Unusual_articles

    A combination of the degrees of separation from actor Kevin Bacon and mathematician Paul Erdős. Extravagant number: Don't take it shopping. Not very friendly with the frugal number either. Gabriel's horn: A geometric figure with an infinite surface area but finite volume. So even if the horn was filled with paint, you could never paint its ...

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