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« Casimir de Toulouse (1633-1673)
Gerardus van Aalst (1752-1816) »
Otto Casmann (1562-1607)
TraditionReformedReferencede | ADB | ScholasticonAcademic TitleProf. of Philosophy, Steinfurt (1591-1594)
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Rhetoricae Tropologiae 1. Praecepta ex a. Thalaeo Methodica, 2. Explicatio rotunda et perspicua. 3. Vsus in Analysi et Genesi, in sacris et profanis, cum obseruationibus. 4. Abusus in paralogismis. 5. Collatio cum aliis tropologicis. Ex Secvli Nostri Accvratioribus Rhetoricae artificibus obseruata, studio Othonis Casmanni S.S.R. In fine adiecimus tabellas ... (Frankfurt/Main : Zacharias Palthenius, 1600)
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“Casmann”BFL | BNF | BNP | BSB | BUCM | BVA | BVMC | dilibri | e-corpus | e-rara | FDUS | GB | HAB | IA | JALB | LMU | RERO | SBB | SLUB | UdS | ULBD | ULBH | ULBM | USC | UU
“Casmannus”BFL | BNF | BNP | BSB | BUCM | BVA | BVMC | dilibri | e-corpus | e-rara | FDUS | GB | HAB | IA | JALB | LMU | RERO | SBB | SLUB | UdS | ULBD | ULBH | ULBM | USC | UU
“Casmanne”BFL | BNF | BNP | BSB | BUCM | BVA | BVMC | dilibri | e-corpus | e-rara | FDUS | GB | HAB | IA | JALB | LMU | RERO | SBB | SLUB | UdS | ULBD | ULBH | ULBM | USC | UU
“Casmannius”BFL | BNF | BNP | BSB | BUCM | BVA | BVMC | dilibri | e-corpus | e-rara | FDUS | GB | HAB | IA | JALB | LMU | RERO | SBB | SLUB | UdS | ULBD | ULBH | ULBM | USC | UU
“Casmannus”BFL | BNF | BNP | BSB | BUCM | BVA | BVMC | dilibri | e-corpus | e-rara | FDUS | GB | HAB | IA | JALB | LMU | RERO | SBB | SLUB | UdS | ULBD | ULBH | ULBM | USC | UU
“Casmanus”BFL | BNF | BNP | BSB | BUCM | BVA | BVMC | dilibri | e-corpus | e-rara | FDUS | GB | HAB | IA | JALB | LMU | RERO | SBB | SLUB | UdS | ULBD | ULBH | ULBM | USC | UU
“Kasmann”BFL | BNF | BNP | BSB | BUCM | BVA | BVMC | dilibri | e-corpus | e-rara | FDUS | GB | HAB | IA | JALB | LMU | RERO | SBB | SLUB | UdS | ULBD | ULBH | ULBM | USC | UU
“Kasmannus”BFL | BNF | BNP | BSB | BUCM | BVA | BVMC | dilibri | e-corpus | e-rara | FDUS | GB | HAB | IA | JALB | LMU | RERO | SBB | SLUB | UdS | ULBD | ULBH | ULBM | USC | UU
“Otto Casmann”BFL | BNF | BNP | BSB | BUCM | BVA | BVMC | dilibri | e-corpus | e-rara | FDUS | GB | HAB | IA | JALB | LMU | RERO | SBB | SLUB | UdS | ULBD | ULBH | ULBM | USC | UU
“Otho Casmannus”BFL | BNF | BNP | BSB | BUCM | BVA | BVMC | dilibri | e-corpus | e-rara | FDUS | GB | HAB | IA | JALB | LMU | RERO | SBB | SLUB | UdS | ULBD | ULBH | ULBM | USC | UU
“Otho Casmann”BFL | BNF | BNP | BSB | BUCM | BVA | BVMC | dilibri | e-corpus | e-rara | FDUS | GB | HAB | IA | JALB | LMU | RERO | SBB | SLUB | UdS | ULBD | ULBH | ULBM | USC | UU
“Otho Casmanne”BFL | BNF | BNP | BSB | BUCM | BVA | BVMC | dilibri | e-corpus | e-rara | FDUS | GB | HAB | IA | JALB | LMU | RERO | SBB | SLUB | UdS | ULBD | ULBH | ULBM | USC | UU
“Otho Casmannius”BFL | BNF | BNP | BSB | BUCM | BVA | BVMC | dilibri | e-corpus | e-rara | FDUS | GB | HAB | IA | JALB | LMU | RERO | SBB | SLUB | UdS | ULBD | ULBH | ULBM | USC | UU
“Othonius Casmannius”BFL | BNF | BNP | BSB | BUCM | BVA | BVMC | dilibri | e-corpus | e-rara | FDUS | GB | HAB | IA | JALB | LMU | RERO | SBB | SLUB | UdS | ULBD | ULBH | ULBM | USC | UU
“Otho Casmannus”BFL | BNF | BNP | BSB | BUCM | BVA | BVMC | dilibri | e-corpus | e-rara | FDUS | GB | HAB | IA | JALB | LMU | RERO | SBB | SLUB | UdS | ULBD | ULBH | ULBM | USC | UU
“Ottonus Casmanus”BFL | BNF | BNP | BSB | BUCM | BVA | BVMC | dilibri | e-corpus | e-rara | FDUS | GB | HAB | IA | JALB | LMU | RERO | SBB | SLUB | UdS | ULBD | ULBH | ULBM | USC | UU
“Otto Kasmann”BFL | BNF | BNP | BSB | BUCM | BVA | BVMC | dilibri | e-corpus | e-rara | FDUS | GB | HAB | IA | JALB | LMU | RERO | SBB | SLUB | UdS | ULBD | ULBH | ULBM | USC | UU
“Otho Kasmannus”BFL | BNF | BNP | BSB | BUCM | BVA | BVMC | dilibri | e-corpus | e-rara | FDUS | GB | HAB | IA | JALB | LMU | RERO | SBB | SLUB | UdS | ULBD | ULBH | ULBM | USC | UU
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