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cucul_canvas_t * | cucul_create_canvas (unsigned int, unsigned int) |
Initialise a libcucul canvas. | |
int | cucul_set_canvas_size (cucul_canvas_t *, unsigned int, unsigned int) |
Resize a canvas. | |
unsigned int | cucul_get_canvas_width (cucul_canvas_t *) |
Get the canvas width. | |
unsigned int | cucul_get_canvas_height (cucul_canvas_t *) |
Get the canvas height. | |
int | cucul_free_canvas (cucul_canvas_t *) |
Uninitialise libcucul. | |
int | cucul_rand (int, int) |
Generate a random integer within a range. |
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Initialise internal libcucul structures and the backend that will be used for subsequent graphical operations. It must be the first libcucul function to be called in a function. cucul_free_canvas() should be called at the end of the program to free all allocated resources. Both the cursor and the canvas' handle are initialised at the top-left corner. If an error occurs, NULL is returned and errno is set accordingly:
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Set the canvas' width and height, in character cells. The contents of the canvas are preserved to the extent of the new canvas size. Newly allocated character cells at the right and/or at the bottom of the canvas are filled with spaces. It is an error to try to resize the canvas if an output driver has been attached to the canvas using caca_create_display(). You need to remove the output driver using caca_free_display() before you can change the canvas size again. However, the caca output driver can cause a canvas resize through user interaction. See the caca_event() documentation for more about this. If an error occurs, -1 is returned and errno is set accordingly:
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Return the current canvas' width, in character cells. This function never fails.
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Returns the current canvas' height, in character cells. This function never fails.
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Free all resources allocated by cucul_create_canvas(). After this function has been called, no other libcucul functions may be used unless a new call to cucul_create_canvas() is done. If an error occurs, -1 is returned and errno is set accordingly:
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Generate a random integer within the given range. This function never fails.
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