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''This Page Has Not Been Transcribed Yet''
<head>1831 March 24 M<lb/>
Posology</head>
 
<note>Use of Uses giving</note>
 
<p>2</p>
 
<note>3 Definitions of a<lb/>
right line</note>
 
<p>Take, for instance, for the <unclear>definand</unclear>, a <del>pair of <sic>paralell</sic></del> <add>right line</add><lb/>
<del>lines</del>. Two definitions, both of them unexceptionable as the two<lb/>
following <del><gap/></del> already derived <add>checked</add> and actually in use</p>
 
<p>1. <del>Parallel lines are those which if continued indefinately will</del> <add>A right line is the shortest of all that can be drawn from</add><lb/>
<del><gap/> if</del> the point that concludes one of its extremes to the point which<lb/>
<del>never meet</del><lb/>
constitutes the other of its two extremes</p>
 
<p>2. &#9758; Add the other</p>
 
<p>Add to this another in these words now <unclear>adduced</unclear> it is believed<lb/>
for the first time.</p>
 
<p>A right line is that which is such that you can not with<lb/>
that and any <add>one</add> other line, whether right or curve, make<lb/>
a space <del>every where</del> bounded in all its points.</p>






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1831 March 24 M
Posology

Use of Uses giving

2

3 Definitions of a
right line

Take, for instance, for the definand, a pair of paralell right line
lines. Two definitions, both of them unexceptionable as the two
following already derived checked and actually in use

1. Parallel lines are those which if continued indefinately will A right line is the shortest of all that can be drawn from
if the point that concludes one of its extremes to the point which
never meet
constitutes the other of its two extremes

2. ☞ Add the other

Add to this another in these words now adduced it is believed
for the first time.

A right line is that which is such that you can not with
that and any one other line, whether right or curve, make
a space every where bounded in all its points.




Identifier: | JB/135/383/001"JB/" can not be assigned to a declared number type with value 135.

Date_1

1831-03-24

Marginal Summary Numbering

not numbered

Box

135

Main Headings

posology

Folio number

383

Info in main headings field

posology

Image

001

Titles

Category

text sheet

Number of Pages

1

Recto/Verso

recto

Page Numbering

c2

Penner

jeremy bentham

Watermarks

street & co 1830

Marginals

richard doane

Paper Producer

antonio alcala galiano

Corrections

Paper Produced in Year

1830

Notes public

ID Number

46501

Box Contents

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