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diff --git a/externals/gridflow/doc/flow_classes/#print-help2.pd b/externals/gridflow/doc/flow_classes/#print-help2.pd
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-#X text 12 525 KEYWORDS: control number float store;
-#X text 12 515 CATAGORY: control;
-#X text 281 65 Left:;
-#X obj 268 305 cnv 15 460 15 empty empty empty 20 12 0 14 -158509 -66577
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-#X text 271 305 Arguments:;
-#X text 283 325 One - [float] accepts a single float as a creation
-argument which initializes the first value to be sent out the left
-outlet.;
-#X obj 268 375 cnv 15 460 15 empty empty empty 20 12 0 14 -158509 -66577
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-#X text 271 375 Outlets:;
-#X text 283 395 One - outputs the stored floating point value of the
-object.;
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-#X text 11 45 Usage:;
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-#X obj 150 73 f;
-#X text 126 73 OR;
-#X obj 452 489 pddp;
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-#X obj 69 113 randomF;
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-#X text 7 6 Native PD Objects (internals);
-#X text 5 87 Externals and libraries;
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-#X obj 70 34 int;
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-#X restore 15 490 pd Related_Objects;
-#N canvas 57 22 517 577 More_Info 0;
-#X text 43 24 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 11 78 WHAT IS A FLOATING POINT NUMBER?;
-#X text 41 267 The following are examples of floating point numbers:
-;
-#X text 61 293 3;
-#X text 62 334 -111.5;
-#X text 61 313 0.5;
-#X text 40 387 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 text 41 108 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 43 453 Interesting side-note: 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 62 358 10000 to 1e-16;
-#X restore 154 490 pd More_Info;
-#X text 496 490 - Dave Sabine \, November 18 \, 2002;
-#X text 10 459 doc/2.control.examples/sendnumber.pd - should be a bang/link
-;
-#X text 12 7 HELP: #print;
-#X text 12 17 DESCRIPTION: Displays values in the console.;
-#X obj 80 73 #print;
-#X text 271 45 Inlet:;
-#X text 301 111 Grid - receives a grid;
-#X floatatom 71 221 5 0 0 0 - - -;
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-#X obj 133 349 until;
-#X msg 133 323 27;
-#X obj 133 373 random 27;
-#X obj 71 281 #pack 3;
-#X obj 133 398 #import ( 3 3 3 );
-#X obj 14 421 #print;
-#X msg 39 139 open r001.jpg;
-#X obj 39 167 #in;
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--1;
-#X text 65 420 <-- view result in console;
-#X text 12 106 view grid dimensions;
-#X text 71 190 view grid info;
-#X text 297 141 Integer - jhu;
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