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# Title: [Physica, Id Est, Scientia Rerum Corporearum, In Decem Tractatus Distributa] Physica, Id Est, Scientia Rervm Corporearvm, In Decem Tractatvs Distribvta (shelfmarks Leibn. Marg. 7:1-2; ZEN Leibn. Marg. 7:1-2)
# Folio 164, page id 779782283:0250
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162
PHXSTCE TR ACTAEVS I.
riam cormenti, conseruationem,
recturam, ec. nempe inmuneris
fere regulis, cerris, de indubitatis
cota res ilta detiniri porest, VE cer-
cam arcem Faciac; e semper ette.
Etum COnSeqUAEUE; CUm TamCN
mulcis viciis laboret; rnum tancum
indico, scilicet nondum inventum
essemodum, quo impediatur, ne
vulgaris ille clauus adigatur in
cormenti oltiolum, quo lulphurca
materia ionem concipie, cum ta-
men Facile impediri possic; led de
his Paris: jam vero luperest re ad
arcuum censionem, disputarionem
COLLCFEAIMIS.
DROD. CCLV
Licet in aren lunato sit aliqua
compressio, ille tamen perinde se ha-
bet physice, acque si sola tensio esset:
Sic enim rectangulum HIG, quod
lunetur in ar cum: haud dubie plus-
quam Cubduplu FR, cendituE;
nempo perinde LLIaEuF LK, acque
Si eNet lacus FerminAS FM: pari
modo perinde lunatur LO, atque
si esset Terminans L.M; acque ita
deinceps, per vlceriorem Cemper
divisionem; igitur nullum lacus
Cupra MC allionari porest, quod
non cendatur; Cuppono enim GM,
CAC COnCAUUIM AECUS: PEXTeICA Si
latuS GM lunacum, (UPPONaEuE
aequale GMLrectO, omnes alix li-
nex exune longiores, Ve Paret;
igieur omnes tenlae.
S GH O L.
Obleruatris, muliis modis posse
lumari rectangulum; sIc enim LC-
15. 38. Cangulum BC: Primo ica lunetur
in Cemicir culug NMELK, vel
pocius in zonam Cemicircularem,
re lemicirculus MEK, Sic aequalis
recta BEL, tangentI II E, Pracei
ccum lemicirculum; hoc polito,
totum rectangulum BC condicur;
nam Temicirculus SVT, est maiOE
MEK; Led ZVZ, anEC tenSIONCMR
ett aequalis BFI, igitur post lunatio-
nem rectanguli, ZZ est renla,idem
dico de AC, ee de omni alia; igieur
Praecer vnicam lineam BFI, quae
nec cendi, nec comprimi Cuppo.
nieur, cormi rectanoulum BG
cenditur; hic aurem primus modus.
Facie hypochelim concaui s HON
tenlis neque comprels.
Secundo sit rectangulum DL, ica.
lunetur in Remicoronam praedi-
ctam, ve Cemicirculus HFL, SIE
aqualis rectae CI; hoc Polito; 10-
cum rectangulum DI. comprimitur.
excepta linea terminance CL, quae
nec comprimieur, nec cendicur;
quod codemi prorsus modo osten-
diture nempe Z 2 3  DB, TUnE
aequales CL, anre lunationem, post
VerO LUnEMINOLCS, VE ParCE; igitur
Tunc comprella, de hec est hypo-
Thelis COnuexI NON TeNLI.
Terrio, ita porest roctanculum
DE, lunari in ZOnam Curuam ON.
FPK; VEMEK, sic aequalis DB; e
OFP, aequalis CI; in quo serte ca-
CU, AE CanEUM COIDFCI(IO, Q TCN-
sio, in quibuldam parcibus aeriss
continentur aurem lix parres in
Poris, vel interioribus apochecis,
corporis lunaci; nempe per luna-
tionem illam, aliqui meatus dila-
cantur, vel explicantur, alii vero
contrahuntur; quod facile concipi
Potest; igitur materia intus con-
centa, dilacari, vel comprimi debet;
verum vero Rat, dicam paulo
Poct.
OuarrO, ita porest lunari L
Cangulum DL, VEDB comprimatur