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<head>TABULATION. Hermes <hi rend="superscript">2</hi></head> <p> — seated in a Table</p><!-- this table is a series of linked brackets. the relationship is described by each bracketed set --> <p> ( XXXX<lb/> (<lb/> { <lb/> (<lb/> ( Attributions<lb/> (and these<lb/> (are</p> <!-- bracketed set centred to the right of the word Attributions --> <p> ( 1. Verbs<lb ( <lb/> ( <lb/> { 2.<hi rend="superscript">d</hi> Participles <lb/> ( <lb/> ( <lb/> ( 3<hi rend="superscript">d</hi> Adjectives <lb/> (</p> <!-- bracketed set centred to the right of the word Verbs --> <p>( xxxx&c <lb/> ( <lb/> { <lb/> (x xx &c <lb/> ( </p> <!-- bracketed set centred to the right of the word Participles --> <p>( &c <lb/> (<lb/> {<lb/> ( <lb/> ( &c<lb/> (</p> <!-- bracketed set centred to the right of the word Adjectives --> ( &c <lb/> <lb/> { <lb/> ( &c <lb/> (</p> <!-- end of Table --> <p> Here we have an example of that <del>articulation</del> <add> Form of Table</add><lb/> <hi rend="superscript">+</hi> <note> + compaction</note> form —<add> which from hence forward I will take leave to</add><lb/> call the Unarticulated.<lb/> To <del><gap/> it</del> <add> give it then</add> <hi rend="underline">articulation</hi>, I select <add. from the Book</add> some <add> one or</add> <lb/> more of the most remarkable essential differences<lb/> <add> circumstances</add> <del>noted</del> in the <sic>manufaction</sic> and I proceed<lb/> in this manner</p> <!-- right hand column --> <p> attributions are divisible into such as contain<lb/>< an Assertion coupled with the Attributes, &<lb/>such others as do not — such as do are<lb/> known by the name of verbs: such as do<lb/> no, by <del>that</del> the names either of Participles<lb/> or <add>of Adjectives.</p> <p> Verbs again <del> denote</del> (along with their assertion)<lb/> <add>denote</add> as well Quantities and Qualities — motions<lb/> with their <hi rend="underline">privation</hi> <hi rend="superscript">[+]</hi> <note><hi rend="superscript">[+]</hi> Adjectives denote<lb/> only Quantities &<lb/> Qualities</note> Participles <del>denote</del> <lb/> only Motions and their <hi rend="underline">privation</hi> —</p> <p> <del>All</del> <add> Now</add> this we may <del>put</del> represent<lb/> Table-wise thus:</p> | |||
TABULATION. Hermes 2
— seated in a Table
( XXXX
(
{
(
( Attributions
(and these
(are
( 1. Verbs
(
{ 2.d Participles
(
(
( 3d Adjectives
(
( xxxx&c
(
{
(x xx &c
(
( &c
(
{
(
( &c
(
( &c
{
( &c
(
Here we have an example of that articulation Form of Table
+ + compaction form — which from hence forward I will take leave to
call the Unarticulated.
To it give it then articulation, I select <add. from the Book</add> some one or
more of the most remarkable essential differences
circumstances noted in the manufaction and I proceed
in this manner
attributions are divisible into such as contain
< an Assertion coupled with the Attributes, &
such others as do not — such as do are
known by the name of verbs: such as do
no, by that the names either of Participles
or of Adjectives.
Verbs again denote (along with their assertion)
<add>denote as well Quantities and Qualities — motions
with their privation [+] [+] Adjectives denote
only Quantities &
Qualities Participles denote
only Motions and their privation —
All Now this we may put represent
Table-wise thus:
|
Identifier: | JB/070/159/001"JB/" can not be assigned to a declared number type with value 70. |
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070 |
of laws in general |
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159 |
tabulation hermes |
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001 |
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text sheet |
2 |
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recto |
c2 / c3 |
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|
jeremy bentham |
[[watermarks::propatria [britannia motif]]] |
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23274 |
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