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# Title: De Locis Solidis Secunda Divinatio Geometrica (shelfmark Leibn. Marg. 151)
# Folio 24, page id 898203430:0216
# Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=898203430&page=216
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24
VINOENTML NIVTAMI. DE LOOISISOETDIS WO
Mn IXidatS A B 5e iaddica quaecunque B C,d cum data A B
D recta B D angulum semireCt. Faciat L B D. DiCO iplam BD esse
Locum propolium: hoc est ordinatam. C D, PONe disterentiam inter quaui
dracum dacae AB, e differentiam quadraiorum A. B, B C datae, de dd.
cta.
e CHIBEC FEIMIES: LBSLP. H~ 905
Scnatur BP. aequalis datae AB. Tams. quum sIC A R secta bifariam in
B, _ non bitariam in C, eris ret R s ∞B CCWIB TBEKp L I siuriS
ctangulum AC F cum quadrato B. C,Oel 3 1 A s HIoB i L3MI CWisli HBB
aequale dimidie A B; QuarC FCCTAH SISHC). S SisCIBI etse
Satum A O P erieidisserentia) quadrar 2 cma so alodioc
EOrum AB, B C date, de addite.
quadratum vero B C erit disfere
cia inter quadracim date AB, de  E CL
rectangulum A C F, sed quadrato
B C equalit quadratum O B, NeStoe m
SoCHD porestdisserenciam inreri il e) d
guadratum dace A By 8irectanSI I∞ 911
lum A C F, quod est drerencia quadratorum date, d addite:
d hoc de alia limili orditiata dc. Et BO recta B D est Locus propoliu
Ordinationis. Omod erat ec.
de 1
15 33 iISI CHICL MB II Cr3V A BB D A 33c L5 ∞P 216G 5
HIIOBI R O p1OCSCY. +o O cgvn
ci es
Ocus Ordinatarum porentium differentiam.  qua
dratum datae, (5 differentiam quadratorum aatas
Cs superadditae, quae possitminus duplo quadratt o
data; est Locus planus; sei concarium peripheriae Cir-
euli cuius centrum sit occursus dara cum superad.
dita radius vero. possit duxlum quadrati ex data. au
51e13 13AB Sil 13 ∞9 Cl3 0∞1. CI S BC 20CMI O
TY data AB, Se superaddica A C, cuius quadrarum sc minus duplo
Quadrai AB, ee Cumpta A P. pocemce duplum ciusdem quadrati AB
cum CeNrO A, _ radio P F ldeseribatuL
TemicircnuS F DF. Dico concauum huius
Deripherix esse LOcum DEOPOSICI: RCM-
De ordinatam CD posse difterentiam in-
cer quadrucum dacae AB, et ditteremriam
quadratorum AB, AC.
Sumatur A C aqualIS A B, & AH
aequalis AC
Ec quum ex constructione si quadratum AP. duxsutri quadraci AB, sp.
forum disterencia, nempe rectangulum FBF. aquale erit quadrato AB:
elet
1C