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# Title: De Locis Solidis Secunda Divinatio Geometrica (shelfmark Leibn. Marg. 151)
# Folio 72, page id 898203430:0264
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VANCENTHL VIVTANL DE LOCIS SOL IBIS
bidem.
vel duobe MB, BC, vel quadraco Mt B cum duobus DB H, ce cul,
quacraco B A iph C B aequalibuS  ves eet sua d MB CMMM sIdem
aequale duobus DB A cum duobus ABM, sive duobus cancum sub DM
11 
DLemman. ex constructione, ergo de quadratum A Cr, quacraco C A, vel l duobu
uius.
simul rectangulis suB D A, AB, vel rnico sub D A in duplam AB.
CF, ex contitutone, etil quadratum A F, sive duo CumUI A F, RL
quadrato C Fis ue (in eriansulo obrulansulo C A P. ) duobus simul re-
ctangulis LAB cum quadratIS F A, AC, e dempro communi quadrato
A F, eric quadracum fL aequale duplo rectansuli L A B cum quadrato
cma 2. AC, Sive C cum duobus rectansulis D A B in criansulo aquieruri D AC,
RIBIUS.
duobus DBA, via cuit CBBS DM A cum quacratiS BM, MA, de
dempio cemmun saca LM. LeManet quadratum NM aequale duo
bus D B A cum duobus BM A, vna cum duobus quadratis M B, vel
in B A, vel rnico sub DM in duplam BA.
Pracerea in Mese scu a licta  deflatur subtentae C A
Decuo, in Tursuns hsus. Gun amuetas s l’aequalis sic subtentae
sed duo L A B cum duobus D A B constituume duo rectansula sub DF,
AB, ob communem alcitudinem AB, er3o quadratum F. F, xquatur duo-
bus rectangulis sub DE, AB, hoc est rnico sub D E in duplam AB.
Denique, in secunda figura, quoniam cransuersalis AH aequatur Lubren
Tae CI, ex constructione, erie quadrarum AHI, sive duo simul AL, PHI
requalia quadrato CL Cuve (in criangulo obculangulo CDL) duobus simul
rectansulis sub BD in DI cum quadrato ID, ee quadrato DC, vel cum
quadrato DA ipE D C aequali, ob triansulum ilolcele ADC, ex con-
Aructione, sed quadratum D A aequatur duobus rectangulis sub AL, II
cum quadratis AL, TD, ergo de duo simul AL, IH aequantur duobus ie
cansulis sub B D, DI cum quadrato ID vna cum duobus rectansulis
sub AL, TD, ec duobus quacratis AI, ID, ex quibus dempro communi
quadrato ATremanet quadratum LH aequale duobus rectansulis sub BD.
DI cum duobus Tub AL, ID, _ cum duobus quadraris LD, sed duo
sub AI, TD cum duobus quadraris YD aequantur duobus rectansulis sub
AD, Dli erso idem quadracum LH aequale est duobus rectangulis sub
BD.