Introductio in analysin infinitorum

158 DE ALIIS ARCUUM ATQUE LIB. I. Logarithmus tabularis Cosinus Anguli $\frac{m}{n} 90^\circ = l(n-m) + l(n+m) - 2ln$ $+ \quad 10,000000000000000$ $-\frac{m^2}{n^2} \quad 0,101494859341892$ $-\frac{m^4}{n^4} \quad 0,003187294065451$ $-\frac{m^6}{n^6} \quad 0,000209485800017$ $-\frac{m^8}{n^8} \quad 0,000016848348597$ $-\frac{m^{10}}{n^{10}} \quad 0,000001480193986$ $-\frac{m^{12}}{n^{12}} \quad 0,000000136502272$ $-\frac{m^{14}}{n^{14}} \quad 0,000000012981715$ [TRUNCATED]