1591dee_monas_hieroglyphica

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': 90 M O N A 5 Proprietatem. At,Si SYMMETRI- ARVM hicpofitarum,rationes(cjuas tenemus)hngulas, in medium adduccremus; vel aliter^quam(Sapientibus^^ abundefatis^ per totum fecimus opufculum, demonftraremus caufasj Proporui noilri.Limites, nobis,haud temerepra^fcriptos, tranfiliremus. ^Ccepto.in plano, Pundo aliquo-- Veluti A-peridemjVtrinq^ducaturRedafatislonga: cjux fitC, A^ K. &ruperlineam K,C,aPund:o A, erigatur Perpendicularis: Vtrinq^âd fufficientem produda Longitudine (in Infinitum^folent dicerc GeometYX'y bene.incommoda prxcauentes) lam Qu^ admittatur efTe D A E. in A K ; accipiatur Pundum , vbilij betJ & fit B. Habita primum nuncj A,B, (noflrifcilicet operis commu ni Mefura)huius,Tripla capiatur, ab Avcr- \ I
' HIEROGLYPHICA. 51 A verfus C : & pona- p turefTe AC. Ipfius A B,Duplafiat AE. Et Dupla ipfius A B , jfit A D. Ita quod tota AB, DE.fit ipfius Quadrupla. Sic crgo noltram C R v c E M Elem entale m confecimus. ExAB, A C A D, & A £. Linearum Scilicet QVATERNARio.NuncêxBK.re- (ecetur reda , a^cjualis ipfi A D : & fit BI. Centrol, &InterualIoIB, deicribatur Circulusiquifit B R: (ecans redam A K inpunclo R, A pundo R3 verfus K , refcindatur reda ;^c|ualisipfiABi &rit RK. Adpundum K,educatur vtrinque, (ad angulos redos.cumipfa A K) Sufficientislogitudinis linea reda: qua: fit P, K^ F. Ab ipfo K.pundo^verfus F^reiecetur
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MONAS HIERO- GLYPHICA lOANNIS DEE,
Page 4 and 5:
PRi£FATIO AD REGEM cet verijsima^
Page 6 and 7:
PRjEFATIO ad regem ) re, Rejp. Lite
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An V KJEV ATIO AD REGEM I, t. 3 ^'
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lO PRjCFATIO ad regem Sacrahanc ScY
Page 12 and 13:
AdRo. cap. 1. !z PRiEFATIDAD REGEM
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14 PR^FATIO AD REGEM reck ( ex qmhu
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i6. PR^FATIO AD REGEM ddditione acc
Page 18 and 19:
PRitFATIO AD REGEM /• s. Mdteriam
Page 20 and 21:
\ 20 P RiEFATlO AD REGEM | SanSla y
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C PRjEFATIO ad regem 1 1. PUnk. Con
Page 24 and 25:
I 24 PRtEFATIO ad regem exprimi i ^
Page 26 and 27:
I '' I ! lUe, ' PRiEFATlO AD REGEM
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28 RitFATIO AD REGEM magna tracland
Page 30 and 31:
Luc. c. S. 30 PRiEFATlO AD REGEM mi
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132 PR^FATIO AD REGEM paretin "volo
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34 A D T Y P Q G R A P H V M. Regm
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36 AD TYPOGRAPHVM. Jeri y nunojuam
Page 38 and 39:
M O N A S D I N E N S I S, (t/kfath
Page 40 and 41: 40 M O N A S F THEOREMA IIIL Vn^ He
Page 42 and 43: 42 M O N A S busnimirum RecflisÊT
Page 44 and 45: 44 M O N A S THEOR. IX. llJOc autem
Page 46 and 47: M O N A S tur. Vigintienim&quatuorH
Page 48 and 49: 48 M O N A S TeiTam^Geogamicas,ifta
Page 50 and 51: 1 plendum I ' 1 TOTl vs ASTR.O- NOM
Page 52 and 53: 5x M O N A S ligunt Myfterium Illi
Page 54 and 55: ! j 54 M O N A S THE OR, X rL TAm n
Page 56 and 57: 56 M O N A S lentanc (licet ereda a
Page 58 and 59: 5? M O N A S lem aunc folum earundc
Page 60 and 61: 6o M O N A 5 pofTe videmus; C Rv c
Page 62 and 63: 6t M O N A $ ftendentem. Etdiopce N
Page 64 and 65: 64 M O N A S adeoqueDiSRVMPl efFeci
Page 66 and 67: 66 M O N A S difpliccbit Oeconomis.
Page 68 and 69: 68 M O N A S confideratione. Quod r
Page 70 and 71: RVM' I 70 M O N A S PORTIONIS RECED
Page 72 and 73: 72 M O N A S apto fcilicet loco)pro
Page 74 and 75: I 74 M O N A S THEOR, XXI. CI,Quodi
Page 76 and 77: M O N A S 5- 4- quidemleuiter cft c
Page 78 and 79: c M O N A S Vitam vero Quidam per M
Page 80 and 81: io M O N A S promoto. Nam inde nobi
Page 82 and 83: Qy tx M O N A S literatorumq^manibu
Page 84 and 85: I 84 M O N A S Manifeftado Semidiam
Page 86 and 87: S6 M O N A S mo breuiflimoque Spira
Page 88 and 89: 88 M O N A S His paucis , tales me
Page 92 and 93: Et p2 M O N A 5 •• reda ^, ipfi
Page 94 and 95: 94 M O N A S iundionem , in CÎoApp
Page 96 and 97: 96 M O N A S A T, quxcuiuisefTeobui
Page 98 and 99: P^ M O N A S Metathefim in illis to
Page 100 and 101: xoo M O N A S polliciti)quantum inf
Page 102 and 103: i I lOZ M O N A S Antiqitorura«»i
Page 104 and 105: I04 M O N A S Supercxleftes Reuolut
Page 106 and 107: io6 M O N A S V Qv. E, Animalia Qy
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