bilthon

## Period 1
p1_btc = 25.
p1_usd = 75.
p1_t = p1_btc + p1_usd
print('period 1: usd {0}, btc: {1}, total: {2}'.format(p1_usd, p1_btc, p1_t))

## Period 2 (Before rebalancing)
p2_btc = p1_btc * 10
p2_usd = p1_usd
p2_t = p2_btc + p2_usd

bilthon

import requests

filename = 'candidates.txt'
host = 'https://satoshistreasure.xyz/'

with open(filename, 'r') as f:
    for address in f:
        url = host + address
        try:
            r = requests.get(url)

bilthon

import android.content.Context;
import android.support.design.widget.AppBarLayout;
import android.support.design.widget.CoordinatorLayout;
import android.util.AttributeSet;
import android.view.MotionEvent;
import android.view.View;

/**
 * Behavior used to manually switch on and off the scrolling behavior of an AppBarLayout
 */

bilthon

Keybase proof

I hereby claim:

• I am bilthon on github.
• I am bilthon (https://keybase.io/bilthon) on keybase.
• I have a public key ASCmAeh_sU6peyKuFJTHhC3G0OQjKi_fij63LhSUu8x9uAo

To claim this, I am signing this object:

bilthon

import android.content.Context;
import android.location.Location;
import android.location.LocationManager;
import android.os.SystemClock;
import android.util.Log;

public class MockLocationProvider {
    private String TAG = "MockLocationProvider";
    String providerName;
    Context ctx;

bilthon

public class LocationAwareActivity {

    /* Mock location provider that will emulate the taxi driver movements */
    private MockLocationProvider mock;
    private Handler mHandler;
    private int index = 0;
    private double[][] locations = {{-22.9191000,-43.2193167},
                                    {-22.9195167,-43.2202167},
                                    {-22.9195833,-43.2202167},
                                    {-22.9200000,-43.2208167},

bilthon

#!/bin/env python

import numpy as np

# Code with some functions to help calculate the closest distance from a point
# to a line segment. Here we take into account the fact that the line has finite
# length, so if the closest point to the infinite line containing the two given
# points (the projection) falls beyond the end of the segment, we just take the 
# closest segment endpoint.
#