7 88 



TABLE GÉNÉRALE ALPHABÉTIQUE 



Cérile bicaiinc, Cerithium hicarinalum , Lamk. 

 C. bisérial , C. biserialc , Desli 



C. de Blainville, C. Blalnvillei , Dcsli. 



C. de Boblayc , C. Boblayei , Desh. . , 



C. de Bonelli, C. Bonellii, Desh.. . , 



C. de Bonnard, C. Bonnardi, Desb. . 



C. borde, C. marginalum, Desh. . . . 



C. bossu, C. gibbosum, Def. . . . . 



C. de Boue, C. Bouei , Desh. . . . . 



C. de Brocchi , C. Brocchii, Desb. . . 



C. cabestan, C. irochleare, Lamk. . . . 



C. calcilrapoïde, C. cnlcitrapoides , Lamk. 



C. cancellé, C. cancellatum , Lamk. . . . 



C. cerclé, C. cinctum, Lamk 



C. à chamelles, C. calenatum, Desb. . . 



C. changeant, C. mutabile , Lamk. . . . 



C. en cheville, C. clai'osum , Lamk. . . . 



C. clou, C. clavus , Lamk 



C. collatéral, C. collatérale , Desh. . . . 



C. à collier, C. moniliferum, Def. . . . 



C. concave, C. concavum, Desh 



C. confluent, C. confluens, Lamk. . . . 



C. coiioïdal , C. conoidale, Lamk 



C. conjoint, C conjunclum, Desh 



C. conoïde, C. conoideum, Lamk. . . . 



C. contigu, C. contiguum , Desb 



C. de Cordier, C. Cordieri, Desh 



C. à côtes courbes, C. cunicoslatum , Desh. . 



C. à côtes courtes, C. semicostaium , Desh. . . 



C. à côtes obliques, C. obliqualum , Desh. . . 



C. coupé, C. resecium, Desh . 



C. couronné, C. coronalum , Desh 



C. court, C. breviculum,T)cs\\ 



C. crénatulé, C. crenatulatum , Desh 



C. à créneaux, C. creniferum, Desh 



C. crépu, C. crispum , Def. 



C. à crêtes , C. cristatum , Lamk 



C. cuspidé, C. cuspidatum, Desb 



C. de Defrance, C. Defrancii, Desh 



C. délicat, C. tenue, Desh 



C. demi-couronné, C. semicoronatum , Lamk. . 



C. demi-granuleux, C. semigranulosum, Lamk. 

 C. à dents aiguës, C. acuiidens , Desh. . . . 



C. denté, C. denlatum, Def. 



C. dentelé, C. denticulatum , Lamk 



C. à dents de scie , C. serratum , Lamk. . . . 

 C. de Duchastel, C. Duchasleli, Desh. . . . 

 C. échidnoïde, C. echidnoides, Lamk 



âges. 



Planches 



550 



53 



35i 



43 



52 



Û20 



5o 



423 



61 



3'9 



5o 



4i6 



49 



350 



Si 



56i 



54 



349 



52 



3io 



47 

 48 



388 



55 



347 



46 



558 



53 



388 



49 



419 



59 



3o5 



47 

 48 



385 



4' 

 54 



3fH 



58 



4.3 



48 



4 13 



59 



34i 



46 



407 



55 



425 



Ci 



58 7 



7^ 



jjj 



45 



5o4 



47 



5^8 



52 



3ix 



5o 



3 7 6 



55 



3i8 



4i 



428 



61 



35o 



52 



425 



61 



3.7 



4i 



354 



53 



4o6 



59 



420 



44 

 60 



3 7 3 



57 



3 7 5 



57 



402 



5q 



3o6 



5o 



36o 



54 



427 



61 



365 



54 



3o3 



47 



3o2 



4i 



407 



59 



346 



46 



Figures. 



6, i4, «5. 



19, 20. 



6, 7. 



10, 11, 12. 



1, 2, 3, 4. 



21 , 22 , 23. 



1 , 2, o , 4, 5. 



i5, 16. 



9. 10, 11, 12. 



9, 10, 11. 

 i3, i.\, 23. 

 12, i3, 14. 



10, 11. 



18, 19, 23. 



26, 27, 28, 29. 



12, l3, i4- 



i3, 14. 

 16,17,18,19,20,21,22. 



29. 



4, 5, 6, 14, i5, 16, 17. 

 9, 10, 11. 



6, 7, 8, 9. 



1, 2._ 



12 , i5, 14. 



5, 6, 7, 8. 

 1, 2, 5. 

 i4, i5. 

 5,4,5,6. 



8, i4, i5. 



4, 5. 

 1, 2. 



7, .7, .8. 

 25, 24. 

 12, i3. 



9, 10, 11, 12. 



5, 6, 19. 

 3, 4, 5. _ 



21, 22, 23. 



5, 6,7. 



10, 1 1. 



8, 9, 10. 

 5, 6. 



9, 10, ii, 12. 

 1, 2, 5. 



3, 4, 5, 6. 

 17, 18, 19, 20. 



22, 23, 24. 

 1, 2. 



5, 4- 



1 5, 16, 17, 18. 



5> 6, 7, 8, 9, 10. 



