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# Title: Leibniz-Handschriften zur Mathematik LH 35, 9, 2
# Folio 68r, page id 00068126:0135
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Ne assa Materiae per se continua et Uniformis
solo motu distingui potest. Et corpora quidem firma sunt
qua  quol motusita quae sine pertur
batione motuum separari non possunt, ac proinde motus
habent conspirantes; fluida vero cum varios jam cum habeant
invicem
rects motus in omnes partes, facile euatr. Unde etiam
consequens est in omni corpore quendam esse fluidi ac firmi
gradum et de nominationem a potiori sme secundum
nostros sensus sumi
Cum igitur in omni corpore sint motus intestini in orbem
nedeuntes, necesse est omne corpus a motu alterius corporis
limitari, ne partes ejus vi conatus excussorii dessigerg
Et hoc non in magnis minus quam parvis verum est
diffugiant.
et in Toto nostro Systemate solari locum habet in
cujusdptu,
quo lonatus materiae subtilioris et per consequens confertioris
recedendi a centro conatus; rr massus crassiones
quae poros multos a materia
tervissima
duplex autem materia distingui potest, una subtilissio
+
triplex
raensicens de Ccorpore ce cerpris cujus partes firmitatem
facilius
habentes valde sunt parvae; quae, fuit de corpore in corpus
vel de systemate in systemala; altera tenujor mediae
tenuitatis, quae in corpore coircetur tertia crassa
quae in corpore ipso circulatur; tertia crassa quae
minus motu potius quiescit facileque a motu impeditur
implicata aliis maglias habet partes, et proinde facile
impeditur a motu, aliisque adhaerescit
Catus Materia media fennitatis dum coercita intra
corpus motus in oibem redenntes exercere cogitur lonatur
recedere a entro, et proinde materiam crassam
medio
sed cnitus accentrum detu versus centrum aliquod
detrudit. Neque enim materia crassa  et si a tenum
impulsa ejusdem circulandi impetus seu vis centrifugae
potissimum
capax est tum, quia ubique impedimentis sistitur tum
potissimum
etiam quiu abet poros per quos materio pmedia