LEADER 02024nam  2200337 n 450 
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035   $a(CKB)4940000000099902
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035   $a(UnM)99830786e
035   $a(UnM)99830786
035   $a(EXLCZ)994940000000099902
100   $a19950908d1681      uy             |
101 0 $aeng
135   $aurbn||||a|bb|
200 03$aAn appendix to my essay to gunnery$b[electronic resource] $eOr, distances and heights may be found accessable or inaccessable one mile two or three without the help of geometrical protraction. Arithmetical or trghonometrical calculation. By a small instrument in the form of a two foot joynt rule, with a slider and sights, fitted to any mean capacity, that knoweth little of either writing or reading. And for those that are more learned, there is a secter line of cords to 180 degrees, by which all angles may be taken, either for distances of surveying, and a tangent line for altitudes, shewing more at large the multiplying of fractions and the rules of practise in decimals, with the way of extracting the square root. Invented, published, and the use thereof taught by William Walgrave dwelling at the two White Posts in Newton street near little Queen street in St. Giles's in the Fields. The instrument is made and sold, and the book shewing the use thereof, by Mr. Walter Hayes near the Popes Head Tavern in Morefields, London
210   $aLondon $cprinted by H. Brugis for the author and R. Pyne$d1681
215   $a55, [1] p., [1] leaf of folding plate $cill
300   $aReproduction of the original in the British Library.
330   $aeebo-0018
606   $aMathematical instruments$vEarly works to 1800
615  0$aMathematical instruments
700   $aWalgrave$b William$01012313
801  0$bCu-RivES
801  1$bCu-RivES
801  2$bCStRLIN
801  2$bWaOLN
906   $aBOOK
912   $a996390464303316
996   $aAn appendix to my essay to gunnery$92349757
997   $aUNISA