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Achija, Mumbai: See 43 unbiased reviews of Achija, rated 4.0 of 5 on Tripadvisor and ranked #1,081 of 7,808 restaurants in Mumbai.
0–9. 1-800-COLLECT; 1-800-Flowers.com, Inc. 1-800-GET-THIN; 1-800-GOT-JUNK? 10-10-321; 10-10-345; 10-321; 222-FILM; 222-TIPS; 281-330-8004; 333-FILM; 444-FILM; 489-4608
The Venezuelan Numbering Plan is an open telephone numbering plan with three-digit area codes and seven-digit telephone numbers that directs telephone calls to particular regions on a public switched telephone network (PSTN) or to a mobile telephone network, where they are further routed by the local network. The last revision of the current ...
In 1968, the number was agreed upon. AT&T chose the number 911, which was simple, easy to remember, dialed quickly (999, with the rotary dial phones in place at the time, would take longer), and because of the middle 1, which indicated a special number (see also 4-1-1 and 6-1-1), worked well with the phone systems at the time.
Telephone numbers in Mexico are regulated by the Federal Telecommunications Institute, an independent government agency of Mexico.The agency published the Fundamental Technical Plan for Numbering (Plan Técnico Fundamental de Numeración) on May 11, 2013.
The phone number, 1-800-356-9377, had been randomly assigned to a trucking brokerage in Wisconsin owned by Curtis Jahn and was used for that company until 1981. In an agreement with Jahn that would later be sharply contested, Granville Semmes and David Snow formed a Louisiana corporation that began to use that number to sell flowers in ...
Paging services 64 x 000 64 x xxx xxx Carrier Selection Code 10xx 10xxx UTR VSAT, Tekstofon, Fixed SMS 802 xxx xxx UAN (universal number) 804 xxx xxx VPN 806 xxx xxx VCC 808 xxx xxx VoIP 39x xxx xxx NDSI – dialed access to data networks incl. Internet 20 xx xx
There are 288 different ways of completely filling in a sudoku puzzle grid. [17] [18] For square grids whose side length is the square of a prime number, such as 4 or 9, a completed sudoku puzzle is the same thing as a "pluperfect Latin square", an array in which every dissection into rectangles of equal width and height to each other has one copy of each digit in each rectangle.