26-08-2024, 03:38 PM
(This post was last modified: 26-08-2024, 04:17 PM by RobGea.
Edit Reason: added link, additional text
)
The sections in the above graphs are defined by the illustration type page variable found as part of the format of a IVTT file.[1]
Illustration type page variables
page_variable = [ '$I=A', '$I=B', '$I=C', '$I=H', '$I=P', '$I=S', '$I=T', '$I=Z' ]
Examples:
.
Counts table:
Name: Description : IVTT Variable : Number of folios
A = Astronomical (excluding zodiac) $I=A :: 8
B = Biological $I=B :: 19
C = Cosmological $I=C :: 11
H = Herbal $I=H :: 129
P = Pharmaceutical $I=P :: 17
S = Marginal stars only $I=S :: 25
T = Text-only page (no illustrations) $I=T :: 7
Z = Zodiac $I=Z :: 12
total nbr of folios: 228
Folio listing:
Page variable: $I=A :: How many folios: 8
['f67r1', 'f67r2', 'f67v1', 'f68r1', 'f68r2', 'f68r3', 'f68v2', 'f68v1']
Page variable: $I=B :: How many folios: 19
['f75r', 'f75v', 'f76v', 'f77r', 'f77v', 'f78r', 'f78v', 'f79r', 'f79v', 'f80r', 'f80v', 'f81r', 'f81v', 'f82r', 'f82v', 'f83r', 'f83v', 'f84r', 'f84v']
Page variable: $I=C :: How many folios: 11
['f57v', 'f67v2', 'f68v3', 'f69r', 'f69v', 'f70r1', 'f70r2', 'f85r2', 'fRos', 'f86v4', 'f86v3']
Page variable: $I=H :: How many folios: 129
['f1v', 'f2r', 'f2v', 'f3r', 'f3v', 'f4r', 'f4v', 'f5r', 'f5v', 'f6r', 'f6v', 'f7r', 'f7v', 'f8r', 'f8v', 'f9r', 'f9v', 'f10r', 'f10v', 'f11r', 'f11v', 'f13r', 'f13v', 'f14r', 'f14v', 'f15r', 'f15v', 'f16r', 'f16v', 'f17r', 'f17v', 'f18r', 'f18v', 'f19r', 'f19v', 'f20r', 'f20v', 'f21r', 'f21v', 'f22r', 'f22v', 'f23r', 'f23v', 'f24r', 'f24v', 'f25r', 'f25v', 'f26r', 'f26v', 'f27r', 'f27v', 'f28r', 'f28v', 'f29r', 'f29v', 'f30r', 'f30v', 'f31r', 'f31v', 'f32r', 'f32v', 'f33r', 'f33v', 'f34r', 'f34v', 'f35r', 'f35v', 'f36r', 'f36v', 'f37r', 'f37v', 'f38r', 'f38v', 'f39r', 'f39v', 'f40r', 'f40v', 'f41r', 'f41v', 'f42r', 'f42v', 'f43r', 'f43v', 'f44r', 'f44v', 'f45r', 'f45v', 'f46r', 'f46v', 'f47r', 'f47v', 'f48r', 'f48v', 'f49r', 'f49v', 'f50r', 'f50v', 'f51r', 'f51v', 'f52r', 'f52v', 'f53r', 'f53v', 'f54r', 'f54v', 'f55r', 'f55v', 'f56r', 'f56v', 'f57r', 'f65r', 'f65v', 'f66v', 'f87r', 'f87v', 'f90r1', 'f90r2', 'f90v2', 'f90v1', 'f93r', 'f93v', 'f94r', 'f94v', 'f95r1', 'f95r2', 'f95v2', 'f95v1', 'f96r', 'f96v']
Page variable: $I=P :: How many folios: 17
['f88r', 'f88v', 'f89r1', 'f89r2', 'f89v2', 'f89v1', 'f99r', 'f99v', 'f100r', 'f100v', 'f101r', 'f101v', 'f101r2', 'f102r1', 'f102r2', 'f102v2', 'f102v1']
Page variable: $I=S :: How many folios: 25
['f58r', 'f58v', 'f103r', 'f103v', 'f104r', 'f104v', 'f105r', 'f105v', 'f106r', 'f106v', 'f107r', 'f107v', 'f108r', 'f108v', 'f111r', 'f111v', 'f112r', 'f112v', 'f113r', 'f113v', 'f114r', 'f114v', 'f115r', 'f115v', 'f116r']
Page variable: $I=T :: How many folios: 7
['f1r', 'f66r', 'f76r', 'f85r1', 'f86v6', 'f86v5', 'f116v']
Page variable: $I=Z :: How many folios: 12
['f70v2', 'f70v1', 'f71r', 'f71v', 'f72r1', 'f72r2', 'f72r3', 'f72v3', 'f72v2', 'f72v1', 'f73r', 'f73v']
Note: 'f101r2' is included in the $I=P list.
total nbr of folios: 228
DATA SHEET ATTACHMENT
Illustration_type_folio_list.txt (Size: 2.5 KB / Downloads: 12)
Labels ( annotated as 'Lb' in post #34 ) are defined by IVTT format Locus type 'L' [1]
Nbr. of Labels: 1033
How many folios have labels 58.
Here is python formatted list of tuples containing the folio number and how many labels it contains e.g ( f1r, 3)
.
[1] IVTFF – Intermediate Voynich MS,Transliteration File Format,R.Zandbergen,File format version 2.0.,Document issue 2.0, 02/02/2023
IVTFF format 2.0 definition. Link to which can be found on this page:You are not allowed to view links. Register or Login to view.
>>>
Illustration type page variables
page_variable = [ '$I=A', '$I=B', '$I=C', '$I=H', '$I=P', '$I=S', '$I=T', '$I=Z' ]
Examples:
.
Counts table:
Name: Description : IVTT Variable : Number of folios
A = Astronomical (excluding zodiac) $I=A :: 8
B = Biological $I=B :: 19
C = Cosmological $I=C :: 11
H = Herbal $I=H :: 129
P = Pharmaceutical $I=P :: 17
S = Marginal stars only $I=S :: 25
T = Text-only page (no illustrations) $I=T :: 7
Z = Zodiac $I=Z :: 12
total nbr of folios: 228
Folio listing:
Page variable: $I=A :: How many folios: 8
['f67r1', 'f67r2', 'f67v1', 'f68r1', 'f68r2', 'f68r3', 'f68v2', 'f68v1']
Page variable: $I=B :: How many folios: 19
['f75r', 'f75v', 'f76v', 'f77r', 'f77v', 'f78r', 'f78v', 'f79r', 'f79v', 'f80r', 'f80v', 'f81r', 'f81v', 'f82r', 'f82v', 'f83r', 'f83v', 'f84r', 'f84v']
Page variable: $I=C :: How many folios: 11
['f57v', 'f67v2', 'f68v3', 'f69r', 'f69v', 'f70r1', 'f70r2', 'f85r2', 'fRos', 'f86v4', 'f86v3']
Page variable: $I=H :: How many folios: 129
['f1v', 'f2r', 'f2v', 'f3r', 'f3v', 'f4r', 'f4v', 'f5r', 'f5v', 'f6r', 'f6v', 'f7r', 'f7v', 'f8r', 'f8v', 'f9r', 'f9v', 'f10r', 'f10v', 'f11r', 'f11v', 'f13r', 'f13v', 'f14r', 'f14v', 'f15r', 'f15v', 'f16r', 'f16v', 'f17r', 'f17v', 'f18r', 'f18v', 'f19r', 'f19v', 'f20r', 'f20v', 'f21r', 'f21v', 'f22r', 'f22v', 'f23r', 'f23v', 'f24r', 'f24v', 'f25r', 'f25v', 'f26r', 'f26v', 'f27r', 'f27v', 'f28r', 'f28v', 'f29r', 'f29v', 'f30r', 'f30v', 'f31r', 'f31v', 'f32r', 'f32v', 'f33r', 'f33v', 'f34r', 'f34v', 'f35r', 'f35v', 'f36r', 'f36v', 'f37r', 'f37v', 'f38r', 'f38v', 'f39r', 'f39v', 'f40r', 'f40v', 'f41r', 'f41v', 'f42r', 'f42v', 'f43r', 'f43v', 'f44r', 'f44v', 'f45r', 'f45v', 'f46r', 'f46v', 'f47r', 'f47v', 'f48r', 'f48v', 'f49r', 'f49v', 'f50r', 'f50v', 'f51r', 'f51v', 'f52r', 'f52v', 'f53r', 'f53v', 'f54r', 'f54v', 'f55r', 'f55v', 'f56r', 'f56v', 'f57r', 'f65r', 'f65v', 'f66v', 'f87r', 'f87v', 'f90r1', 'f90r2', 'f90v2', 'f90v1', 'f93r', 'f93v', 'f94r', 'f94v', 'f95r1', 'f95r2', 'f95v2', 'f95v1', 'f96r', 'f96v']
Page variable: $I=P :: How many folios: 17
['f88r', 'f88v', 'f89r1', 'f89r2', 'f89v2', 'f89v1', 'f99r', 'f99v', 'f100r', 'f100v', 'f101r', 'f101v', 'f101r2', 'f102r1', 'f102r2', 'f102v2', 'f102v1']
Page variable: $I=S :: How many folios: 25
['f58r', 'f58v', 'f103r', 'f103v', 'f104r', 'f104v', 'f105r', 'f105v', 'f106r', 'f106v', 'f107r', 'f107v', 'f108r', 'f108v', 'f111r', 'f111v', 'f112r', 'f112v', 'f113r', 'f113v', 'f114r', 'f114v', 'f115r', 'f115v', 'f116r']
Page variable: $I=T :: How many folios: 7
['f1r', 'f66r', 'f76r', 'f85r1', 'f86v6', 'f86v5', 'f116v']
Page variable: $I=Z :: How many folios: 12
['f70v2', 'f70v1', 'f71r', 'f71v', 'f72r1', 'f72r2', 'f72r3', 'f72v3', 'f72v2', 'f72v1', 'f73r', 'f73v']
Note: 'f101r2' is included in the $I=P list.
total nbr of folios: 228
DATA SHEET ATTACHMENT
Illustration_type_folio_list.txt (Size: 2.5 KB / Downloads: 12)
Labels ( annotated as 'Lb' in post #34 ) are defined by IVTT format Locus type 'L' [1]
Nbr. of Labels: 1033
How many folios have labels 58.
Here is python formatted list of tuples containing the folio number and how many labels it contains e.g ( f1r, 3)
.
[1] IVTFF – Intermediate Voynich MS,Transliteration File Format,R.Zandbergen,File format version 2.0.,Document issue 2.0, 02/02/2023
IVTFF format 2.0 definition. Link to which can be found on this page:You are not allowed to view links. Register or Login to view.
>>>


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