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<p> <note>27</note> Art. II. <note>22</note> <lb/> <note>22</note></p> <p> <note>Plan<lb/> 5  Constitution<lb/> Art. 110</note> <note> Reason for <del>making</del> <lb/> the <gap/><lb/> <del> <gap/></del> <lb/> the a) <gap/> <lb/> run in proportion<lb/> Reference to the <lb/> <gap/> of the <gap/></note> </p> <p> Art. I<del>I</del>. page 5 [1] [ &#x2014; <hi rend="underline">By degrees ....to ...impose</hi>]</p> <p> The reason for giving such an extent to the proposed<lb/>currency is this &#x2014; that the advantages derived <add> resulting</add> from it<lb/> will be in proportion to that extent .. But then <add> a <sic>compleat</sic> view of</add> advantages<lb/> can not be given, <sic>till</sic> the remainder of <lb/> the plan itself has been presented to view.</p> <p> <note> Reason for making<lb/> it gradual<lb/> to avoid <gap/></note><lb/> the reason for making <add> use of rendering</add> the extension gradual, is<lb/> &#x2014; to avoid complication and perplexity as much<lb/> as possible: [+] <note>[+] The ratio of 2, whether in the way of division or multiplication, being the simplest of all ratios.</note> When the public mind <gap/> has since been<lb/> familiarized with the idea of a note of a certain<lb/> magnitude, the introduction of a note of that magnitude,<lb/> i:e: of a note two of which will constitute<lb/> the magnitude people are already familiarized<lb/> with, can never be attended with even the smallest<lb/> degree of perplexity.  On the supposition of an entire<lb/> and unbroken gradation from the standard note down <lb/>to the proposed lowest note, <add> <gap/> inclusion</add> the series would be as <lb/> follows &#x2014; £12:16:, 2. £6:8<hi rend="superscript">s</hi>: 3. £3:4<hi rend="superscript">s</hi> 4. £1:12<hi rend="superscript">s</hi>.<lb/> 5. 16<hi rend="superscript">s</hi>: 6. 8<hi rend="superscript">s</hi>: 7. 4<hi rend="superscript">s</hi>: 8. 2<hi rend="superscript">s</hi>: 9. 1<hi rend="superscript">s</hi>: 10. 6<hi rend="superscript">d</hi>.  Were<lb/>the whole amount of the currency to be introduced <add> exposed to issue</add> <lb/> at once &#x2014; that is were it to be determined to issue<lb/> 6<hi rend="superscript">d</hi> notes as well as £12:16<hi rend="superscript">s</hi> Notes in the first<lb/> instance it might be <add> a</add> question whether it would be<lb/> eligible to load the musket with such a variety of<lb/> denominations: but when it is considered that by <lb/>the making the gradations<add> degrees</add> as insensible as possible<lb/>requires that they should in this way be as numerous <lb/> as possible, whatever inconvenience might otherwise <lb/>have <gap/. from their multitude, sums to be either<lb/> prevented or more than compensated by the facility<lb/> of the gradation.</p> <p> <add>Taken</add> </p>
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 




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27 Art. II. 22
22

Plan
5 Constitution
Art. 110
Reason for making
the

the a)
run in proportion
Reference to the
of the

Art. II. page 5 [1] [ — By degrees ....to ...impose]

The reason for giving such an extent to the proposed
currency is this — that the advantages derived resulting from it
will be in proportion to that extent .. But then a compleat view of advantages
can not be given, till the remainder of
the plan itself has been presented to view.

Reason for making
it gradual
to avoid

the reason for making use of rendering the extension gradual, is
— to avoid complication and perplexity as much
as possible: [+] [+] The ratio of 2, whether in the way of division or multiplication, being the simplest of all ratios. When the public mind has since been
familiarized with the idea of a note of a certain
magnitude, the introduction of a note of that magnitude,
i:e: of a note two of which will constitute
the magnitude people are already familiarized
with, can never be attended with even the smallest
degree of perplexity. On the supposition of an entire
and unbroken gradation from the standard note down
to the proposed lowest note, inclusion the series would be as
follows — £12:16:, 2. £6:8s: 3. £3:4s 4. £1:12s.
5. 16s: 6. 8s: 7. 4s: 8. 2s: 9. 1s: 10. 6d. Were
the whole amount of the currency to be introduced exposed to issue
at once — that is were it to be determined to issue
6d notes as well as £12:16s Notes in the first
instance it might be a question whether it would be
eligible to load the musket with such a variety of
denominations: but when it is considered that by
the making the gradations degrees as insensible as possible
requires that they should in this way be as numerous
as possible, whatever inconvenience might otherwise
have <gap/. from their multitude, sums to be either
prevented or more than compensated by the facility
of the gradation.

Taken


Metadata:JB/002/410/001

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