Der Ursprung der Geometrie als intentional-historisches Problem
1962 - B
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Annotated pages
p. 30 p. 61 p. 62 p. 64 p. 94 p. 95 p. 110 p. 112 p. 127 p. 128 p. 132 p. 134 p. 142 p. 147 p. 155 p. 159 p. 162 p. 165Insertions
Inside front cover - half-title Insertion A recto Inside front cover - half-title Insertion A verso Inside front cover - half-title Insertion B recto Inside front cover - half-title Insertion B verso Inside front cover - half-title Insertion C recto Inside front cover - half-title Insertion C verso Inside front cover - half-title Insertion D recto Inside front cover - half-title Insertion D verso Inside front cover - half-title Insertion E recto Inside front cover - half-title Insertion E verso Inside front cover - half-title Insertion F recto Inside front cover - half-title Insertion F verso Inside front cover - half-title Insertion G recto Inside front cover - half-title Insertion G verso Inside front cover - half-title Insertion H recto Inside front cover - half-title Insertion H verso Inside front cover - half-title Insertion I recto Inside front cover - half-title Insertion I verso Inside front cover - half-title Insertion J recto Inside front cover - half-title Insertion J verso Inside front cover - half-title Insertion K recto Inside front cover - half-title Insertion K verso Inside front cover - half-title Insertion L recto Inside front cover - half-title Insertion L verso Inside front cover - half-title Insertion M recto Inside front cover - half-title Insertion M verso Inside front cover - half-title Insertion N recto Inside front cover - half-title Insertion N verso Inside front cover - half-title Insertion O recto Inside front cover - half-title Insertion O verso Inside front cover - half-title Insertion P in situ recto Inside front cover - half-title Insertion P recto Inside front cover - half-title Insertion P verso Inside front cover - half-title Insertion P verso in situ Inside front cover - half-title Insertion Q recto Inside front cover - half-title Insertion Q verso pp. 68-69 Insertion A recto pp. 68-69 Insertion A verso pp. 68-69 Insertion B recto pp. 68-69 Insertion B verso pp. 74-75 Insertion A i pp. 74-75 Insertion A ii pp. 74-75 Insertion A iii pp. 74-75 Insertion A iv pp. 74-75 Insertion A v pp. 74-75 Insertion A vi pp. 74-75 Insertion A vii pp. 74-75 Insertion A viii pp. 74-75 Insertion A ix pp. 74-75 Insertion A x pp. 74-75 Insertion A xi pp. 74-75 Insertion A xii pp. 74-75 Insertion A xiii pp. 74-75 Insertion A xiv pp. 74-75 Insertion A xv pp. 74-75 Insertion A xvi p. 96 with Insertion A pp. 104-105 Insertion A recto pp. 104-105 Insertion A verso pp. 152-153 Insertion A i pp. 152-153 Insertion A ii pp. 152-153 Insertion A iii pp. 152-153 Insertion A iv p. 220 - Inside back cover Insertion A recto p. 220 - Inside back cover Insertion A versoAnchor Text: French
Annotation:
tout irréel qu'il soit
Anchor text:
L'Idée est encore moins un être que l'eidos, si c'est possible ; car l'eidos est un objet déterminable et accessible à une intuition finie.