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# Title: [Johannis Wallis S. T. D. Geometriae Professoris Saviliani, in Celeberrima Academia Oxoniensi, De Algebra Tractatus; Historicus & Practicus. Anno 1685 Anglice editus; Nunc Auctus Latine. Cum variis Appendicibus; Partim prius editis Anglice, Partim nunc primum editis] Johannis Wallis S. T. D. Geometriæ Professoris Saviliani, in Celeberrima Academia Oxoniensi, De Algebra Tractatus; Historicus & Practicus. Anno 1685 Anglice editus; Nunc Auctus Latine. Cum variis Appendicibus; Partim prius editis Anglice, Partim nunc primum editis (shelfmarks Leibn. Marg. 100:1/2, Stück 2; Leibn. Marg. 100:1/2)
# Folio 502, page id 851708439:0526
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GOMBLNATION BS, P X
abc
ab
Vet sic porius
aa abdc
2a bbc
aa abC
e
abb6
aabc
a abb
aa aC
aa ab
B0
C
aac abb
Atque hoc cousque prosequendum est, donec in adrersa serie, idem OccurraV
(modo expolicus numerus su quadratus,) vel (si non quadracus) is qui proxime
secuturus erat in eadem Peric. (Vchic, ex adverto a ac, habetur ab b, qui lecu-
curus crat in prima lerie deorsum concinvanda.) Ntam, ubi eO perVeniUS, ji qui
Sccucuri crant in prima serie deortum continuanda, segnuntur (in eodem ordine
Tursum ascendendo) in serie secunda, donce ad numerum exposicum pervenieur.
Ouando omnes Divisores lunc ica ordine dilpoliti: cum (a POltremO InCHOANLCS.
S Continue retrocedentes) pollimus quemque cum oppolico luo componere, (ut
cbb aa an cbbaaxan cb aa a XB, _c. ) Ec ubi componencium pollerior, elt ipse
CBBaaa
CbbaaXa
Cbaa aXB
bbaAAXC
cbbaraa
XAX a
Cbaaxba
XBXa
BbaaKCa
Ca a a XbB
XBX
baaaxbe
Xb
cbbxaaa
2X a
XaXCKC
Cb aXba a
Xb aX a
XaAXB
XBXAXC
BbaKCNA
XCaXC
XaBXC
XCXaX a
CAAXBBXA
300
EBX 1OX2.
T8X4 X5
IBKGX2X2
20X9X2
d24X5XZ
DX5XZX2X 2.
20X6X6
TOX6X3X2
TOX4 X3X3
2OX3X3X 2. X 2
6X6X5X 2
6X 4 X 5X3
6XSXZX2X2
4X5X3X3X 2
CXbXBZ AZAXa 5XZX3X2.XZX 2
compotitus; retolvendus hic erit in suos componentes; (Ut cbb aXaA,
CbBaxaxa, SC.) Et sic concinue donce ad Primos perrencum ost.
Ouando autem Diritores omnes polterioris seriei lic expedirimus, lnan, ante
nihil est periculi,) carendum nequae ex compolicionibus jam sumpris, denuo si-
mantur in alio ordine: quae, cum ita secunda vice occurrun, praetereundae SunE.
Adeoque, quum ad c a a perrencum est; non hunc compono cum toto bb a qui
C illi oppolicus, (quia bb a jam ance in considerationem venerac, omnelque qua-
rum capax erat compoticiones Lubierat;) sed cum omnibus iplius bb a componen-
rivus, qui nondum suerane ita considerati. Cumque ad cb perventum est; omilto
nOn
16OXZ
2OX3X3X2
T2 XF5X2.
T2 XIOX3
c2
T2X5X3XZ
8X15X3
8X9X
8X5X3
T5 X6X 4
20X6X3
T5X6XZ X =
25X4. X3X =
25X3X2 X 2. X 2
9x10K4
DXTOXZ. X2
00x4
9OX2. X2
60X6
6OX3X2
36XX0
36X5X2
40X9
40X3X 3
eq XL5
24. X5X:
E
45X4. X 2
45X23
3OXI2
3023X L XL
I2DX
Xb aXB
XbXBXa
XCaXB
XbaXC
CCXBXC
2aaXCBXB
(bbXC
XCXbXB
cbxbaXaA
XAXa
Xa a XBXa
XbXaX a
BbXCaXAA
aXa
XA AZCXa
CXAXAX
C axb aXB a
2 XBXb
XbXBX
BaXBAKC. X a
aaXCXB
CCXBXaXa
aaXCXBXBX a
BaaLCbXa
306X2
S4 X3
L0X20