You can post comments about my game on this Snap forum topic:
https://forum.snap.berkeley.edu/t/clicker-game-unsafe-numbers-historical-computers/13960
Clicker games are very popular on Scratch but they all have a limited max number.
With SNAP there is no ceiling. Easily collect 10,319,547,419,658,830 diamonds and watch the count continue to climb. This would normally be an unsafe whole number but it's okay here.
Collect diamonds by clicking on the diamond and by buying robots that automatically collect the diamonds for you. You start out with one automatic collector that earns you one diamond per second.
Send your program back in time to run on various historical computers. When it returns your automatic collectors will have spent years collecting diamonds.
TRS-80
picture from https://commons.wikimedia.org/wiki/File:TRS-80_Model_I_with_Drives.jpg
This file is licensed under the Creative Commons Attribution 2.0 Generic license.
It was the most popular microcomputer in the year 1977. "TRS-80 had close to a 70% market share in 1977" http://www.trs-80.org/was-the-trs-80-once-the-top-selling-computer/
PDP-8
It was the first commercially successful minicomputer. (Wikipedia)
introduced on 22 March 1965
Photo: This file is licensed under the Creative Commons Attribution-Share Alike 2.0 Generic license.
from https://commons.wikimedia.org/wiki/File:PDP-8_(1).jpg
Eniac
ENIAC was completed in 1945 (Wikipedia).
First computer to run at electronic speeds. (https://www.computerhistory.org/)
All photos marked "U. S. Army Photo" are in the public domain, and may be used without fee, provided that each use is marked "U. S. Army Photo". from https://ftp.arl.army.mil/ftp/historic-computers/
The diamond drawing is in the public domain and from https://freesvg.org/diamond-vector-imagedata:image/png;base64,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You can post comments about my game on this Snap forum topic:
https://forum.snap.berkeley.edu/t/clicker-game-unsafe-numbers-historical-computers/13960
Clicker games are very popular on Scratch but they all have a limited max number.
With SNAP there is no ceiling. Easily collect 10,319,547,419,658,830 diamonds and watch the count continue to climb. This would normally be an unsafe whole number but it's okay here.
Collect diamonds by clicking on the diamond and by buying robots that automatically collect the diamonds for you. You start out with one automatic collector that earns you one diamond per second.
Send your program back in time to run on various historical computers. When it returns your automatic collectors will have spent years collecting diamonds.
TRS-80
picture from https://commons.wikimedia.org/wiki/File:TRS-80_Model_I_with_Drives.jpg
This file is licensed under the Creative Commons Attribution 2.0 Generic license.
It was the most popular microcomputer in the year 1977. "TRS-80 had close to a 70% market share in 1977" http://www.trs-80.org/was-the-trs-80-once-the-top-selling-computer/
PDP-8
It was the first commercially successful minicomputer. (Wikipedia)
introduced on 22 March 1965
Photo: This file is licensed under the Creative Commons Attribution-Share Alike 2.0 Generic license.
from https://commons.wikimedia.org/wiki/File:PDP-8_(1).jpg
Eniac
ENIAC was completed in 1945 (Wikipedia).
First computer to run at electronic speeds. (https://www.computerhistory.org/)
All photos marked "U. S. Army Photo" are in the public domain, and may be used without fee, provided that each use is marked "U. S. Army Photo". from https://ftp.arl.army.mil/ftp/historic-computers/
The diamond drawing is in the public domain and from https://freesvg.org/diamond-vector-imagecall with True to turn on the entire Scheme numeric tower, including infinite-precision integers, exact rationals, and complex numbers; call with False to restore native JavaScript arithmetic.pt:altera utilização de aritmética do Scheme para _
ca:sistema numèric d'Scheme _
The factorial function, to make very large numbers, to demo bignums.The identity function: reports its input.
It's useful to get things like 3/4 or 5-2i into
numeric input slots.Provides Scheme arithmetic functions not in JavaScriptpt:_ de _
ca:Scheme _ de _
number?
complex?
real?
rational?
integer?
exact?
inexact?
exact
inexact
finite?
infinite?
nan?
numerator
denominator
real-part
imag-part
magnitude
angleLetter counter1With commas1data:image/png;base64,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9007199254740991"10,319,547,419,658,830"010,034,799,702,469,620070735680010976256001706054400