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#X text 12 145 LIBRARY internal;
#X text 12 185 WEBSITE http://crca.ucsd.edu/~msp/;
#X text 12 45 LICENSE SIBSD;
#X text 12 165 AUTHOR Miller Puckette;
#X text 12 225 HELP_PATCH_AUTHORS Jonathan Wilkes revised the patch
to conform to the PDDP template for Pd version 0.42.;
#X text 12 25 KEYWORDS control storage;
#X text 12 5 ALIAS f;
#X text 12 85 INLET_0 float bang;
#X text 12 105 INLET_1 float;
#X text 12 125 OUTLET_0 float;
#X text 12 65 DESCRIPTION store a number;
#X text 12 205 RELEASE_DATE 1997;
#X restore 500 597 pd META;
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#X text 501 4 or;
#X msg 119 115 12;
#X msg 152 115 -0.02;
#X msg 94 90 555;
#X msg 340 84 list one 2 3;
#X text 424 83 does not work!;
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#X msg 71 165 list 1 2 3;
#X text 68 142 A list with multiple elements remains a list.;
#X text 19 37 A float with one element remains a float.;
#X text 75 196 A list with one float element is converted to a float.
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#X obj 26 264 route bang float symbol list;
#X obj 67 327 print FLOAT;
#X msg 26 59 float 3;
#X msg 82 217 list 2;
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#X text 7 1 [float] Conversion To/From a List;
#X text 48 81 A float with multiple elements remains a float but is
truncated to one element.;
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#X text 19 37 All numbers in Pd are kept in 32-bit floating point and
can represent real numbers between -8 \, 388608 and 8.388.608.00;
#X text 19 233 The following are examples of floating point numbers:
;
#X text 49 253 3;
#X text 50 294 -111.5;
#X text 49 273 0.5;
#X text 20 126 According to Webopedia.com \, "computers are integer
machines and are capable of representing real numbers only by using
complex codes." Hence \, real numbers must be 'approximated' by computers
using the "floating point standard". In such a number \, the decimal
point can "float" meaning that there is no fixed number of digits preceding
or following the decimal. A floating point number is therefore a computer's
approximation of a real number.;
#X text 50 318 10000 to 1e-16;
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#X text 7 1 [float] More Info;
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#X text 7 91 What is a floating point number?;
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#X text 7 411 An Interesting Side-Note;
#X text 19 443 In the early 1990's \, the Intel 80486 was shipped with
a math coprocessor to help accelerate the process of computing floating
point numbers (which previously required a considerable amount of CPU
power). Math coprocessors have since found there way into nearly every
graphics card and CPU available today.;
#X text 49 343 3e-05 : This example is a computer shorthand for scientific
notation. It means 3*10^-5 (or 10 to the negative 5th power multiplied
by 3).;
#X restore 385 532 pd More_Info;
#X text 115 60 outputs argument;
#X text 123 89 overrides argument;
#X text 133 145 stores value;
#X text 98 346 bang;
#X text 98 366 float;
#X text 98 386 list;
#X text 98 408 float;
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#X obj 54 36 value;
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#X msg 185 36;
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#X text 99 445 float;
#X text 11 20 store a number;
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#X text 168 386 - truncates to the first element \, outputs it \, and
stores it.;
#X text 168 408 - a float received on the right inlet is stored.;
#X text 169 445 - outputs the stored value as a float message.;
#X text 81 490 1) float;
#X text 168 346 - outputs the currently stored value.;
#X text 168 366 - outputs the incoming number and stores it.;
#X text 171 490 - [float] accepts a single number as a creation argument
which sets the value that is stored.;
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#X text 122 204 As an additional shortcut \, you can leave off the
class name "float" altogether and just use a single number in an object
box to create a [float] object (with the value initialized to that
number).;
#X text 20 225 [float];
#X text 21 239 object;
#X text 21 210 implicit;
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#X text 483 264 implicit;
#X text 482 293 object;
#X text 482 279 [list];
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#X text 77 277 (If you add additional arguments after this number you
will create an implicit [list] object.);
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