**Fm**, Foramen magnum.

Is.**fm**, Ischio - femoralis.

If in the identity f =f l f 2 ...**fm** we introduce a new root A we change a 8 into a8+/la8_l, and we obtain (1 +AD1 2 D2+...

X (1 +PD1+12D2+...+ï¿½8D8+...) **fm**, and now expanding and equating coefficients of like powers of /t D 1 f - Z(Difi)f2f3.

..**fm**, D2f =I(D2f1)f2f3ï¿½..**fm**+2(Difi)(D1f2)f3...**fm**, D 3 f =F(D3f1)f2f3...

F m +Z(D2f1) (Dif2)f3...**fm**+Z(D3f1) f 2 f **fm**, the summation in a term covering every distribution of the operators of the type presenting itself in the term.

Put M 1 For M, N I For N, And Multiply Through By (Ab); Then { (F, C6) } = (Ab) A X 2A Y B X 1 M N I 2 (Xy), ?) 2, = (A B)Ax 1B X 2B Y L I Multiply By Cp 1 And For Y L, Y2 Write C 2, C1; Then The Right Hand Side Becomes (Ab)(Bc)Am Lbn 2Cp 1 M I C P (F?) 2 M { N2 X, Of Which The First Term, Writing C P =, ,T, Is Mn 2 A B (Ab)(Bc)Axcx 1 M 2 N 2 P 2 2222 2 2 _2 A X B X C (Bc) A C Bx M N 2 2 2 M2°N 2 N 2 M 2 2 A X (Bc) B C P C P (Ab) A B B(Ac) Ax Cp 2 = 2 (04) 2 1 (F,0) 2.4 (F,Y') 2 ï¿½?; And, If (F,4)) 1 = Km " 2, (F??) 1 1 M N S X X X Af A _Af A Ax, Ax Ax Ax1 Observing That And This, On Writing C 2, C 1 For Y 11 Y 21 Becomes (Kc) K X 'T 3C X 1= (F,0 1 ', G 1; ï¿½'ï¿½1(F,O) 1 M 1=1 M 2 0`,4)) 2 0, T (**Fm** 2.4 (0,0 2 .F ' And Thence It Appears That The First Transvectant Of (F, (P) 1 Over 4) Is Always Expressible By Means Of Forms Of Lower Degree In The Coefficients Wherever Each Of The Forms F, 0, 4, Is Of Higher Degree Than The First In X 1, X2.

Political rhetoric, but at the same time hints that, though r04cy-ruoi and S **fM** oXoyuu may be discriminated, they are nevertheless near akin, the one being the ape of philosophy, the other the ape of statesmanship. In short, Plato traces the changes which, in less than a century, had taken place in the meaning of the term, partly through changes in the practice of the sophists, partly through changes in their surroundings and in public opinion, so as to show by a familiar instance that general terms which do not describe natural kinds cannot have a stable connotation.

Where = {(i,o p cos a)1 +2(**fm** p cos a)(u cos a v) cos a +

In any direction AP parallel to the D plane of rotation is equal to the total velocity of the point m, found by letting fall **Fm** perpendicular to AP;

**Fm** facsimiles of coins the principal work is J.