Exemplo n.º 1
0
def on_mouse_motion(x, y, dx, dy):
    
    global xoffset, yoffset
    global scale_factor

    if not lock_position and not zooming:
        xoffset -= dx/mouse_sensitivity
        yoffset -= dy/mouse_sensitivity

    elif zooming:
        scale_factor *= math.exp(0.01*vec2.inner( (dx, dy), (1.0, 0.0)))

    check_hover()
Exemplo n.º 2
0
def on_mouse_drag(x, y, dx, dy, buttons, modifiers):

    global xoffset, yoffset
    global drag_entity

    if not zooming:
        dx /= mouse_sensitivity
        dy /= mouse_sensitivity
        xoffset -= dx
        yoffset -= dy

    check_hover()

    if drag_entity:

        # transformation
        if not zooming:
            drag_entity.move(dx, dy)

        elif zooming:
            factor = math.exp(0.01* vec2.inner ((dx, dy), (1.0, 0.0)) )
            drag_entity.scale_around_center(factor, -xoffset, -yoffset)

        #adjust opacity
        if drag_entity.being_created:

            diff = vec2.abs(vec2.sub( (xoffset, yoffset), (start_drag_x, start_drag_y)))
            drag_entity.scale = 100/scale_factor #TODO: move that into creation
            opacity = abs(diff/drag_entity.scale)

            if opacity >= 1.0:
                drag_entity.opacity = 1.0
                drag_entity.being_created = False
            else:
                drag_entity.opacity = opacity

        # collision detection
        for entity in entities:
            if entity != drag_entity:
                xdiff = abs(entity.x-drag_entity.x)
                ydiff = abs(entity.y-drag_entity.y)
                min_x_diff = (entity.scale+drag_entity.scale)/2
                min_y_diff = (entity.scale+drag_entity.scale)/3

                if xdiff < min_x_diff and ydiff < min_y_diff:

                    if entity.colliding == False:
                        entity.colliding = True
                        drag_entity.delete_on_release += 1

                else:
                    if entity.colliding == True:
                        entity.colliding = False
                        drag_entity.delete_on_release -= 1

        if hover_entity:

            def drag_over_id(id, rel_x, scale):
                id.temp_value = None
                id.temp_share_binder = None
                id.temp_apply = None

                if rel_x < 0:
                    #apply?
                    id.temp_apply = True
                else:
                    if not (drag_entity.id.is_ancestor_of(hover_entity.id) or drag_entity.id == hover_entity.id):
                        if id.value:
                            drag_over_id(id.value, rel_x-scale/4, scale/2)
                        else:
                            id.temp_value = drag_entity.id #reset is also in check_hover
                            if rel_x < scale/4 and id.binds_id == None:
                                id.temp_share_binder = True
                            else:
                                id.temp_share_binder = False

            assert hover_entity.colliding == True # mouse cursor should not be able to be outside of drag_entity
            drag_over_id(hover_entity.id, -xoffset-hover_entity.x, scale=hover_entity.scale)
Exemplo n.º 3
0
def draw_thick_cubic_bezier(points, width, color):

    t = 0.0
    curve_points = []
    while t <= 1.0:
        x = points[0][0] * t * t * t + 3 * points[1][0] * t * t * (
            1 - t) + 3 * points[2][0] * t * (1 - t) * (
                1 - t) + points[3][0] * (1 - t) * (1 - t) * (1 - t)
        y = points[0][1] * t * t * t + 3 * points[1][1] * t * t * (
            1 - t) + 3 * points[2][1] * t * (1 - t) * (
                1 - t) + points[3][1] * (1 - t) * (1 - t) * (1 - t)
        curve_points.append((x, y))
        t += 0.01

    outer_points = []
    outer_tex_coords = []
    inner_points = []
    inner_tex_coords = []
    ortho_vector = vec2.norm(
        vec2.sub(curve_points[1], curve_points[0])
    )  #todo SOLVED: What happens when two points are in the same spot? Two points never will be in the same spot, thanks to the direction always being added onto the endpoint.
    ortho_vector[0], ortho_vector[1] = -1 * ortho_vector[1], ortho_vector[0]
    ortho_vector = vec2.mul(ortho_vector, width)
    inner_points.append(vec2.sub(curve_points[0], ortho_vector))
    outer_points.append(vec2.add(curve_points[0], ortho_vector))

    diff = vec2.sub(inner_points[-1], vec2.vecint(inner_points[-1]))
    projected_diff = -vec2.inner(ortho_vector, diff) / vec2.abs(ortho_vector)
    inner_tex_coords.extend([0.0, 1.0 - projected_diff / width / 2, 0.0])

    diff = vec2.sub(outer_points[-1], vec2.vecint(outer_points[-1]))
    projected_diff = -vec2.inner(ortho_vector, diff) / vec2.abs(ortho_vector)
    outer_tex_coords.extend([0.0, (1 - projected_diff) / width / 2, 0.0])

    r = 1.0
    for i in range(1, len(curve_points) - 1):
        ortho_vector = vec2.norm(
            vec2.sub(curve_points[i + 1], curve_points[i - 1]))
        ortho_vector[0], ortho_vector[1] = -1 * ortho_vector[1], ortho_vector[
            0]
        ortho_vector = vec2.mul(ortho_vector, width)
        inner_points.append(vec2.sub(curve_points[i], ortho_vector))
        outer_points.append(vec2.add(curve_points[i], ortho_vector))

        diff = vec2.sub(inner_points[-1], vec2.vecint(inner_points[-1]))
        projected_diff = -vec2.inner(ortho_vector,
                                     diff) / vec2.abs(ortho_vector)
        inner_tex_coords.extend([r, 1.0 - projected_diff / width / 2, 0.0])

        diff = vec2.sub(outer_points[-1], vec2.vecint(outer_points[-1]))
        projected_diff = -vec2.inner(ortho_vector,
                                     diff) / vec2.abs(ortho_vector)
        outer_tex_coords.extend([r, (1 - projected_diff) / width / 2, 0.0])

        r = -r + 1  #make r alternate between 0 and 1

    ortho_vector = vec2.norm(vec2.sub(curve_points[-1], curve_points[-2]))
    ortho_vector[0], ortho_vector[1] = -1 * ortho_vector[1], ortho_vector[0]
    ortho_vector = vec2.mul(ortho_vector, width)
    inner_points.append(vec2.sub(curve_points[-1], ortho_vector))
    outer_points.append(vec2.add(curve_points[-1], ortho_vector))

    diff = vec2.sub(inner_points[-1], vec2.vecint(inner_points[-1]))
    projected_diff = -vec2.inner(ortho_vector, diff) / vec2.abs(ortho_vector)
    inner_tex_coords.extend([r, 1.0 - projected_diff / width / 2, 0.0])

    diff = vec2.sub(outer_points[-1], vec2.vecint(outer_points[-1]))
    projected_diff = -vec2.inner(ortho_vector, diff) / vec2.abs(ortho_vector)
    outer_tex_coords.extend([r, (1 - projected_diff) / width / 2, 0.0])

    all_points = []
    tex_coords = []
    tex_coords.extend(inner_tex_coords)
    tex_coords.extend(outer_tex_coords)
    for point in inner_points:
        x = int(point[0])
        y = int(point[1])
        #diff = vec2.abs((x-point[0], y-point[1]))
        #if bit == True:
        #    tex_coords.extend([0.0, 1.0-diff/a, 0.0])
        #else:
        #    tex_coords.extend([1.0, 1.0-diff/a, 0.0])
        #bit ^= True
        all_points.extend([x, y])
    for point in outer_points:
        x = int(point[0])
        y = int(point[1])
        #if bit == True:
        #    tex_coords.extend([0.0, (1-diff)/a, 0.0])
        #else:
        #    tex_coords.extend([1.0, (1-diff)/a, 0.0])
        #bit ^= True
        all_points.extend(point)
    all_points = [int(p) for p in all_points]
    all_points = tuple(all_points)

    indices = []
    l = len(inner_points)
    for i in range(l - 1):
        indices.append(i)
        indices.append(i + 1)
        indices.append(i + l)

        indices.append(i + 1)
        indices.append(i + 1 + l)
        indices.append(i + l)

    glEnable(gradtex.target)
    glBindTexture(gradtex.target, gradtex.id)
    pyglet.graphics.draw_indexed(
        len(all_points) / 2, pyglet.gl.GL_TRIANGLES, indices,
        ('v2i', all_points), ('t3f', tuple(tex_coords))
        #('c4f', color*(len(all_points)/2))
    )