m-hilgendorf

clear all

% Compute the angles of half the poles required 
% by an nth order Butterworth. 
%
% Returns : 
%   A vector of angles (in radians) of half the
%   poles required by an nth order butterworth.
%
% Algorithm: 

m-hilgendorf

m-hilgendorf

#include "../JuceLibraryCode/JuceHeader.h"

class CustomLookAndFeel : public LookAndFeel_V4
{
public:
    CustomLookAndFeel() {};
    ~CustomLookAndFeel() {};
    
    virtual void drawButtonBackground (Graphics &g, Button &b, const Colour &backgroundColour, bool isMouseOverButton, bool isButtonDown) override
    {

m-hilgendorf

	.loc	35 27 0                 ## main.cpp:27:0
	.cfi_startproc
## BB#0:
	pushq	%rbp
Ltmp0:
	.cfi_def_cfa_offset 16
Ltmp1:
	.cfi_offset %rbp, -16
	movq	%rsp, %rbp
Ltmp2:

m-hilgendorf

#include <iostream>
#include <string>

class data
{
public:
    data (int i) : n(i) {};
    
    int getData () { return n; }
    int getDataConst () const { return n; }