kaneta1992

#include <stdio.h>
#include <EGL/egl.h>
#include <GLES2/gl2.h>
#include <emscripten.h>

int main()
{
	//キャンバスサイズ指定
	emscripten_set_canvas_size(256,256);
	//ディスプレイ取得

kaneta1992

1: precision highp float;
2: precision highp int;
3: #define SHADER_NAME ShaderMaterial
4: #define VERTEX_TEXTURES
5: #define GAMMA_FACTOR 2
6: #define MAX_DIR_LIGHTS 0
7: #define MAX_POINT_LIGHTS 0
8: #define MAX_SPOT_LIGHTS 0
9: #define MAX_HEMI_LIGHTS 0
10: #define MAX_SHADOWS 0

kaneta1992

#!/bin/bash

IFS=$'\n'
declare -a KNOWN_LIST=()

function func() {
    echo "${KNOWN_LIST[*]}" | grep $1 > /dev/null && return
    KNOWN_LIST+=($1)
    echo $1
    for filename in $(cat $1 | grep "#include" | sed 's/'\''/"/g;' | cut -d'"' -f2); do

kaneta1992

言語

• golang
• ruby
• javascript
• C#

エンジン

• Unity

フレームワーク

• ruby on rails
• Echo(golang)

kaneta1992

#pragma comment(lib,"d3d11.lib")
#include <d3d11.h>

D3D_DRIVER_TYPE         g_driverType;
D3D_FEATURE_LEVEL       g_featureLevel;
ID3D11Device*           g_pd3dDevice = nullptr;
ID3D11DeviceContext*    g_pImmediateContext = nullptr;

HRESULT InitDevice()
{

kaneta1992

#include <d3d11.h>

D3D_DRIVER_TYPE         g_driverType;
D3D_FEATURE_LEVEL       g_featureLevel;
ID3D11Device*           g_pd3dDevice = nullptr;
ID3D11DeviceContext*    g_pImmediateContext = nullptr;

typedef HRESULT (__stdcall *FPD3D11CREATEDEVICE)(
	IDXGIAdapter *pAdapter,
	D3D_DRIVER_TYPE DriverType,

kaneta1992

package main

import (
    "log"
    "syscall"
    "unsafe"
)

type IUnknown struct {
    v *IUnknownVTable

kaneta1992

#include <cmath>
#include <limits>
#include <iostream>

struct ivec4 {
	unsigned char x, y, z, w;
};

float fract(float x) {
	return x - std::floorf(x);

kaneta1992

vec4 pack(float val) {
    // 符号取得
    float s = sign(val);
    // 絶対値
    val *= s;
    // 指数取得
    float e = floor(log2(val));
    // 仮数取得
    float m = val / pow(2.0, e);
    // vec4にパックする

kaneta1992

#include <iostream>
#include <cmath>
using namespace std;

float gauss(float sigma, float x)
{
    float sigma2 = sigma * sigma;
    return exp(-(x * x) / (2.0f * sigma2));
}