LDR 02470nam2a22003853i 450 001 UM1E008073 005 20230226034432.0 012 $a*.s. 7.am b-n- afan (3) 1665 (R)$2fei$9Ast. sost. dittongo ae 049 $aSBN 100 $a20000101d1665 ||||0itac50 ba 101 | $alat 102 $afr 181 1$6z01$ai $bxxxe 182 1$6z01$an 200 1 $a<<2: R.P.M. Francisci Bordoni Parmensis, ... >>Operum tomus secundus. Quo continetur variarum resolutionum pars prima. Cum indicibus necessariis 210 $aLugduni$csumptibus Ioannis-Antonii Huguetan, & Marci-Antonii Rauaud$d1665 215 $a[4], 444, [8] p.$dfol 300 $aSegn.: π² A-2O⁶ 2P⁴. 316 $av. 2$5IT-FI0098 , FILIP L.34 461 1$0UM1E008071$3UM1E008071$t<<R.P.M. Francisci Bordoni >>Opera omnia, iuridico-regularia, et moralia; in quinque tomos distributa. Quorum 1. Sacrum tribunal iudicum in causis sanctæ fidei. 2. Resolutionum partem priorem. 3. Resolutionum partem alteram. 4. Resolutionum partem vltimam, decisionum miscellaneas, & theatrum præcedentiæ. 5. Praxim criminalem, & tractatum de professione regulari. Continet$v2 620 $aFR$dLione$3RLZL001494 700 1$aBordoni$b, Francesco$f <1595-1671>$3PUVV193833 712 02$aHuguetan, Jean-Antoine$c <2.> & Ravaud, Marc-Antoine$3TO0V254619$4650 790 0$aFrancesco : da Parma$3BVEV127172$zBordoni, Francesco <1595-1671> 790 1$aBordoni$b, Franciscus$3CFIV174982$zBordoni, Francesco <1595-1671> 791 02$aRavaud, Marc Antoine & Huguetan, Jean Antoine$d <2.>$3UBOV121283$zHuguetan, Jean-Antoine <2.> & Ravaud, Marc-Antoine 801 3$aIT$bIT-FI0098$c20000101 850 $aIT-FI0098 956 $a$b1$cSBN3$dS $eCF 005646827$uhttp://books.google.com/books?vid=IBNF:CF005646827$z CFMAGL. 2.5.71 956 $a$b1$cSBN3$dS $eCF99 000972429$uhttp://books.google.com/books?vid=IBNF:CF990972429$z CFFILIP L.34 960 2$aBibl. Nazionale Centrale Di Firenze$b1 esemplare.$c1 esemplare.$d CFMAGL. 2.5.71$eCF 0056468270002 C VMB $gMAGL.2.5.71.2$h20031013$uhttp://books.google.com/books?vid=IBNF:CF005646827$zSBN3S 960 2$aBibl. Nazionale Centrale Di Firenze$bv. 1-5$cv. 1-5$d CFFILIP L.34$eCF99 000972429 C VM v. 2$gFILIP.L.34$h20140517$i20140517$uhttp://books.google.com/books?vid=IBNF:CF990972429$zSBN3S 977 $a CF FMT $aBK FOR $aDI$aBK