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# Title: Leibniz-Handschriften zur Mathematik LH 35, 15, 6
# Folio 35r, page id 00068208:0071
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cogarithmus Tabulars ad
sufficit autem semel nosse quomodo se habeat Logarithimuse Hyper
a
bolicu id est aream quadrilinei Hyperbolici Hyperbolae primariae
absoltis
potentiam habentis radium Sphaerae, quae anea Logarithnis labularum
est proportionabis, si radius ille assumatur pro unitate cujus
logantimus est nibiloraequalis. Sed quod attinet ad Loganthmos
33
sinuum;  ecum notandum est logarithumum sinus totius
inabuls seu radii in tabulis, esse00010vel1000000
posito is ergo debet detrahi a logarithinis sinuum
1.
Tabularibus
at
residua erunt logarithmis sinuum Hyper
f
Da A. 42
bolicis promntiomelia
eum vero. Scriptones, rec nanticae de hoc argumento
dut
5 5
consuleremi et inter alios Chalefiumicujus peculiarem de eo
hoc argumento ilibrum habemus, vidi gravissimos es ab iserrores
s
sun
hic committi, et cum Chalesius alior communem methodum satis
alucide exposuerit, verba ejus videamus nostrae tantum figurae
accommodata. sic ergo ille: summam ex portionibus diversorum parrallelorum
1
e
ut h d, 1d 2l, 203l, efc. vocatcrus Mesodynamicum ejusque summam
nu
facile inveniunt, est egim haec summa, ih.+ ideL +2d3l ad A3h latitudinem, ut
 puncti loxodromiae, 3, ut 3l, ut tangens anguli loxodtomiae ad sinum
totum, vel erus Mesodyntrricum. dicta scilicet sumn et ad A3l. quantitatem
invento jam crure meco-
dynamico putant facile fore invenire longitudinem puncti 3L seu A39. 
loxodromiae, ut sinus anguli loxodromiae ad sinum totum.
nimirum quia sinis obel ad AF9 ut sinus conplementi complementi s latitudinis
2) u d ad AIB ut sius o ementahisitodinis Aih ad sicum totum
.F 1H.. 1. ...
l... 249..............
AG
ihol ad
id 2t
-
sil
Ed 3
e
A
A19 tut sinus complementi, Aih ad sinum totum
1929
2939
....-
icona AM L
10t
39. uit sinuum complementis aggre: a
summa
dictorum omnium gatum
aequatoris
em
e
29
st
Euat
ma
selers iprem
simiriumZ
Ergo
quiai
p
 e pchesoosta a
in suicuemitq micum
reno e eu longitudi
arcuum
a a
aggregatium
totidem sinuum
totorum