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  2. Stihl - Wikipedia

    en.wikipedia.org/wiki/Stihl

    Andreas Stihl designed and hand built his first chainsaw in 1926. [5] The saw was electrically powered, and weighed about 48 kg (106 lb). [6] Stihl grew slowly initially, as the chainsaws came to the market about the same time as the Great Depression; with manpower cheap, and old two-man saws proven, there was no need for power saws.

  3. Chainsaw - Wikipedia

    en.wikipedia.org/wiki/Chainsaw

    Two-stroke chainsaws require about 2–5% of oil in the fuel to lubricate the engine, while the motor in electrical chain-saws is normally lubricated for life. Most modern gasoline-operated saws today require a fuel mix of 2% (1:50).

  4. Andreas Stihl - Wikipedia

    en.wikipedia.org/wiki/Andreas_Stihl

    In 1929, Andreas Stihl married Mia Giersch (1903-2002), [2] with whom he had four children, among them Hans Peter Stihl (born 1932) and Eva Mayr-Stihl (born 1935), who succeeded her father in managing the company and remaining Vorstand until 2002. [9] Stihl divorced his first wife in 1960, and married Hannelore Wegener-Doberg (1927-2009) the ...

  5. Category:Retail companies of the Philippines - Wikipedia

    en.wikipedia.org/wiki/Category:Retail_companies...

    Sporting goods retailers of the Philippines (1 P) Pages in category "Retail companies of the Philippines" The following 25 pages are in this category, out of 25 total.

  6. TOZ-194 - Wikipedia

    en.wikipedia.org/wiki/TOZ-194

    The TOZ-194 is a conventional pump-action shotgun that feeds from a 7-rounds tube and chambers 70 mm shotgun shells ("Standard" 2 3 ⁄ 4" 12-gauge, therefore the use of 76 mm (3 inches) "Magnum" shells is strongly counter-indicated). Its main feature is its 540 mm (21.2 inches approx.) barrel, which is oddly long for a combat shotgun; this was ...

  7. 194 (number) - Wikipedia

    en.wikipedia.org/wiki/194_(number)

    194 is the smallest Markov number that is neither a Fibonacci number nor a Pell number [1] 194 is the smallest number written as the sum of three squares in five ways [2] 194 is the number of irreducible representations of the Monster group [3] 194!! - 1 is prime [4]