Dice Simulator on Arduino

Create a project on Arduino and add a prototyping board. Using LEDs, display all possible combinations that can occur when rolling dice (1, 2, 3, 4, 5, 6). Arrange on the board all possible combinations. Each combination corresponds to LEDs of a specific color, and the number of LEDs is equal to the rolled combination (if 1, then only 1 LED, and so on). Connect them and program it so that when a button is pressed, a random number from 1 to 6 is generated. The LEDs corresponding to the rolled number should light up. An example of the completed project for combinations 6 and 5 is shown in the figure 1-2.

PDF instrucation is in Russian. You can download from here:

Note: Please, write in tinkercad.

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Unfortunately, I couldn't do it. How can you help me?

Can you connect to my PC and show it, please?

If you do this

then you will be able to upload the PDF. I cannot do it for you

I can understand you. Isn't it possible to upload the file alternative links?

Try finding another link. or read 30 posts on 5 topics in 10 minutes... and upload a file.

You will learn programming in C/C++ with Tinkercad... and you can use Wokwi.com to simulate...

The wording suggests it’s a school university task requiring the student to develop the software

Hi,
This is the PDF, it was on a We.trans site.

MKA_arduino_DZ_03_1566564382 (1).pdf (487.5 KB)
Google translate;

Well:
“Creating gadgets with Arduino”
Topic: Dice simulator on Arduino
Homework: Programming a game
cube
Exercise 1
Create an Arduino project and add a breadboard.
WITH using LEDs, display all possible combinations that may appear when tossing playing cards bones (1, 2, 3, 4, 5, 6).
Place on the board all possible combinations. Each combination is LEDs defined divided color, and the number of LEDs is equal to the dropped combinations (if 1, then only 1 LED and so on).
Co-connect them and program them so that when you press button, a random number from 1 to 6 appeared.
Which number did you fell, those LEDs lit up.
Example of completed work for combinations 6 and 5
(Fig. 1-2):

Fig 1;

Fig 2;

Sorry best resolution.

Tom.. :grinning: :+1: :coffee: :australia:

Linked to this project? Images look very familiar, except for the block coding part.

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