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newxmlgat.o61.xml

newxmlgat.o61.xml 9.1 KB
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  1. <TEI><teiHeader /><group><text type="base"><body><div type="ref"><pb n="295" />Al nome di Dio, amen. A d&#236; 8 di <lem n="5039" type="1" />novenbre 1395.<lb />
    2. 

  2. <lem n="3947" type="5" />Leghaggio di 3 <lem n="767" type="2" />balle di <lem n="4556" type="0" />merce <lem n="6574" type="5" />sengnato 1<formula>/</formula>2<formula>/</formula>3 &#224; forntito per<lb />
    3. 

  3. noi da <lem n="4623" type="0" />Melano <lem n="7128" type="0" /><w>Tommaso di ser Giovanni</w>.<lb />
    4. 

  4. 1<sic>.</sic><lb />
    5. 

  5. 42 <lem n="5457" type="2" />pezi di <lem n="2670" type="8" />filo di <lem n="2577" type="4" />ferro passaperle di <lem n="6743" type="6" />s<sic>.</sic> 16 <lem n="2309" type="6" />d<sic>.</sic> 6 <lem n="3752" type="6" />inperiali<lb />
    6. 

  6. <lem n="5457" type="2" />pezo, <lem n="4679" type="5" />monta <lem n="4077" type="6" />lb<sic>.</sic> 34 <lem n="6743" type="6" />s<sic>.</sic> 13 <lem n="3752" type="6" />inp<sic>.</sic><lb />
    7. 

  7. 2 <lem n="1269" type="2" />bra<expan>ccia</expan> di <lem n="5256" type="3" />pannolano grosso <lem n="6733" type="6" />s<sic>.</sic> 6;<lb />
    8. 

  8. <lem n="6752" type="0" />somma 1 <lem n="767" type="2" />balla <lem n="4077" type="6" />lb<sic>.</sic> 34 <lem n="6743" type="6" />s<sic>.</sic> 19 <lem n="3752" type="6" />inperiali<lb />
    9. 

  9. 2<sic>.</sic><lb />
    10. 

  10. 8 <lem n="3532" type="2" />grosse di <lem n="6753" type="8" />sonagli da <lem n="676" type="12" />'store fini per <lem n="6733" type="6" />s<sic>.</sic> 36 <lem n="3532" type="2" />grossa <lem n="4067" type="6" />lb<sic>.</sic> 14 <lem n="6733" type="6" />s<sic>.</sic> 8<lb />
    11. 

  11. 8 <lem n="3532" type="2" />grosse di <lem n="6753" type="8" />sonagli da <lem n="2507" type="12" />falchoni fini per <lem n="6733" type="6" />s<sic>.</sic> 30 <lem n="3532" type="2" />grossa <lem n="4067" type="6" />lb<sic>.</sic> 12<lb />
    12. 

  12. 8 <lem n="3532" type="2" />grosse di <lem n="6753" type="8" />sonagli da <lem n="6797" type="12" />sparvieri fine per <lem n="6733" type="6" />s<sic>.</sic> 24 <lem n="3532" type="2" />grossa <lem n="4067" type="6" />lb<sic>.</sic> 9 <lem n="6733" type="6" />s<sic>.</sic> 12<lb />
    13. 

  13. 7 <lem n="3532" type="2" />grosse di <lem n="6753" type="8" />sonagli da <lem n="6715" type="12" />smeriglio fini per <lem n="6733" type="6" />s<sic>.</sic> 21 <lem n="3532" type="2" />grossa <lem n="4067" type="6" />lb<sic>.</sic> 7 <lem n="6733" type="6" />s<sic>.</sic> 7<lb />
    14. 

  14. 2 <lem n="2433" type="2" />dozine di <lem n="6805" type="7" />speroni ben lavorati a gran <lem n="1293" type="9" />broccha di 12 <lem n="5894" type="7" />punte a <lem n="6733" type="6" />s<sic>.</sic> 64<lb />
    15. 

  15. <lem n="2433" type="2" />dozina <lem n="4067" type="6" />lb<sic>.</sic> 6 <lem n="6733" type="6" />s<sic>.</sic> 8<lb />
    16. 

  16. 3 1<formula>/</formula>2 <lem n="2433" type="2" />dozine di <lem n="6805" type="7" />speroni pi&#249; <lem n="6768" type="9" />sori a dette <lem n="1293" type="9" />brocche per <lem n="6733" type="6" />s<sic>.</sic> 48 <lem n="2433" type="2" />dozina <lem n="4067" type="6" />lb<sic>.</sic> 8 <lem n="6733" type="6" />s<sic>.</sic> 8<lb />
    17. 

  17. 6 <lem n="2433" type="2" />dozine di <lem n="1684" type="8" />chatene grossette da valigia per <lem n="6733" type="6" />s<sic>.</sic> 18 <lem n="2433" type="2" />dozina <lem n="4067" type="6" />lb<sic>.</sic> 5 <lem n="6733" type="6" />s<sic>.</sic> 8<lb />
    18. 

  18. 6 <lem n="2433" type="2" />dozine di <lem n="1684" type="8" />chatene pi&#249; sottili da valigia <lem n="6733" type="6" />s<sic>.</sic> 15 <lem n="2433" type="2" />dozina <lem n="4067" type="6" />lb<sic>.</sic> 4 <lem n="6733" type="6" />s<sic>.</sic> 10;<lb />
    19. 

  19. <lem n="6752" type="0" />somma sechonda <lem n="767" type="2" />balla <lem n="4077" type="6" />lb<sic>.</sic> 68 <lem n="6743" type="6" />s<sic>.</sic> 1 <lem n="3752" type="6" />inperiali<lb />
    20. 

  20. 3<sic>.</sic><lb />
    21. 

  21. 33 <lem n="4617" type="2" />migliaia d'<lem n="137" type="8" />aghuglle lungha della <lem n="4315" type="8" />mano per <lem n="6733" type="6" />s<sic>.</sic> 14 <lem n="4617" type="2" />migliaio <lem n="4067" type="6" />lb<sic>.</sic> 23 <lem n="6733" type="6" />s<sic>.</sic> 2<lb />
    22. 

  22. 12 <lem n="4617" type="2" />migliaia d'<lem n="145" type="8" />aghugle piagientina lungha della <lem n="4315" type="8" />mano <lem n="6733" type="6" />s<sic>.</sic> 14 <lem n="4617" type="2" />migliaio <lem n="4067" type="6" />lb<sic>.</sic> 8 <lem n="6733" type="6" />s<sic>.</sic> 8<lb />
    23. 

  23. 30 <lem n="4617" type="2" />migliaia d'<lem n="137" type="8" />aghugle chorta della <lem n="4315" type="8" />mano per <lem n="6733" type="6" />s<sic>.</sic> 14 <lem n="4617" type="2" />migliaio <lem n="4067" type="6" />lb<sic>.</sic> 21<lb />
    24. 

  24. 12 <lem n="4617" type="2" />migliaia d'<lem n="137" type="8" />aghugle fine mezana di <lem n="6704" type="8" />serena trasbella per <lem n="6733" type="6" />s<sic>.</sic> 24<lb />
    25. 

  25. <lem n="4617" type="2" />migliaio <lem n="4067" type="6" />lb<sic>.</sic> 14 <lem n="6733" type="6" />s<sic>.</sic> 8<lb />
    26. 

  26. 5 <lem n="4617" type="2" />migliaia d'<lem n="139" type="8" />aghugle fine per <lem n="3089" type="10" />gaccha della <lem n="4315" type="8" />mano per <lem n="6733" type="6" />s<sic>.</sic> 20 <lem n="4617" type="2" />migliaio <lem n="4067" type="6" />lb<sic>.</sic> 5<lb />
    27. 

  27. 6 <lem n="4617" type="2" />migliaia d'<lem n="137" type="8" />aghugle fine al modo di <lem n="2271" type="8" />Domascho e d'altro modo per <lem n="6733" type="6" />s<sic>.</sic><lb />
    28. 

  28. 32 <lem n="4617" type="2" />migliaio <lem n="4067" type="6" />lb<sic>.</sic> 9 <lem n="6733" type="6" />s<sic>.</sic> 12<lb />
    29. 

  29. 3 <lem n="4617" type="2" />migliaia d'<lem n="139" type="8" />aghugle fine da <lem n="3089" type="10" />giacho di <lem n="6704" type="8" />serena per <lem n="6733" type="6" />s<sic>.</sic> 32 <lem n="4617" type="2" />migliaio <lem n="4067" type="6" />lb<sic>.</sic> 4 <lem n="6733" type="6" />s<sic>.</sic> 16<lb />
    30. 

  30. 8 <lem n="2433" type="2" />dozine di <lem n="6805" type="7" />speroni ben lavorati a gran <lem n="1293" type="9" />broccha di 12 <lem n="5894" type="7" />punte a <lem n="6733" type="6" />s<sic>.</sic> 64<lb />
    31. 

  31. <lem n="2433" type="2" />dozina <lem n="4067" type="6" />lb<sic>.</sic> 25 <lem n="6733" type="6" />s<sic>.</sic> 12<lb />
    32. 

  32. 5 1<formula>/</formula>2 <lem n="2433" type="2" />dozine di <lem n="6805" type="7" />speroni pi&#249; <lem n="6768" type="9" />sori a detta <lem n="1293" type="9" />broccha per <lem n="6733" type="6" />s<sic>.</sic> 48 <lem n="2433" type="2" />dozina <lem n="4067" type="6" />lb<sic>.</sic> 13 <lem n="6733" type="6" />s<sic>.</sic> 4<lb />
    33. 

  33. 2 <lem n="2433" type="2" />dozine di <lem n="6805" type="7" />speroni minori a <lem n="1293" type="9" />brocca di 12 <lem n="5894" type="7" />punte <lem n="4067" type="6" />lb<sic>.</sic> 4;<lb />
    34. 

  34. <lem n="6752" type="0" />somma la terza <lem n="767" type="2" />balla <lem n="4077" type="6" />lb<sic>.</sic> 129 <lem n="6743" type="6" />s<sic>.</sic> 2 <lem n="3752" type="6" />inperiali<lb />
    35. 

  35. <pb n="296" />per <lem n="1476" type="3" />canovaccio, <lem n="6790" type="8" />spagho, <lem n="2082" type="8" />chorda, <lem n="5158" type="11" />pagla e <lem n="3948" type="9" />leghare e per 3<lb />
    36. 

  36. <lem n="6929" type="3" />storuoli, toccha <lem n="6733" type="6" />s<sic>.</sic> 12 <lem n="2301" type="6" />d<sic>.</sic> 10 per <lem n="767" type="2" />balla <lem n="4067" type="6" />lb<sic>.</sic> 1 <lem n="6733" type="6" />s<sic>.</sic> 18 <supplied><lem n="2301" type="6" />d<sic>.</sic></supplied> <supplied>6</supplied><lb />
    37. 

  37. per 1 pezo d'<lem n="3773" type="3" />incerato e una <lem n="4031" type="2" />libbra di <lem n="2152" type="3" />chotone per l'<lem n="137" type="8" />aghugle<lb />
    38. 

  38. <lem n="6733" type="6" />s<sic>.</sic> 12 <formula>[<g ref="ell" />]</formula><lb />
    39. 

  39. per <lem n="2287" type="5" />dazio e <lem n="6131" type="5" />riva dell'<lem n="137" type="8" />aghugle a <lem n="2301" type="6" />d<sic>.</sic> 3 1<formula>/</formula>2 <lem n="4617" type="2" />migliaio <lem n="4067" type="6" />lb<sic>.</sic> 1 <lem n="6733" type="6" />s<sic>.</sic> 9<lb />
    40. 

  40. <formula>[<g ref="ell" />]</formula><lb />
    41. 

  41. per <lem n="2287" type="5" />dazio vechio e nuovo della <lem n="4556" type="0" />merce e del <lem n="2673" type="8" />filo di <lem n="2577" type="4" />ferro <lem n="6733" type="6" />s<sic>.</sic><lb />
    42. 

  42. 31, per <lem n="6131" type="5" />riva per <lem n="4067" type="6" />lb<sic>.</sic> 100 a <lem n="2301" type="6" />d<sic>.</sic> 4 per <lem n="4067" type="6" />lira <lem n="6733" type="6" />s<sic>.</sic> 33 <lem n="2301" type="6" />d<sic>.</sic> 4, per la<lb />
    43. 

  43. <lem n="5444" type="5" />pesa e <lem n="2520" type="0" />fanti <lem n="6733" type="6" />s<sic>.</sic> 2 <lem n="2301" type="6" />d<sic>.</sic> 6 <lem n="4067" type="6" />lb<sic>.</sic> 3 <lem n="6733" type="6" />s<sic>.</sic> 6 <lem n="2301" type="6" />d<sic>.</sic> 10<lb />
    44. 

  44. per loro pr&#242; 1 1<formula>/</formula>2 per 100 <lem n="4067" type="6" />lb<sic>.</sic> 3 <lem n="6733" type="6" />s<sic>.</sic> 10<lb />
    45. 

  45. 10<formula>/</formula>16<formula>/</formula>6<lb />
    46. 

  46. <lem n="6752" type="0" />Somma di primo <lem n="2141" type="5" />chosto e spese come vedete <lem n="4077" type="6" />lb<sic>.</sic> 242 <lem n="6743" type="6" />s<sic>.</sic> 18 <lem n="2309" type="6" />d<sic>.</sic> 6<lb />
    47. 

  47. <lem n="3752" type="6" />inperiali.<lb />
    48. 

  48. <lem n="3947" type="5" />Leghagio di 3 <lem n="767" type="2" />balle di <lem n="4556" type="0" />mercie.<lb />
    49. 

  49. A <lem n="813" type="0" />Barzalona.<lb />
    50. 

  50. </div></body></text></group></TEI>
    51.