RobertFischer

public class Retry {
  
  private static final Logger log = Logger.getLogger(Retry.class);
  
  public static interface CallToRetry<T> {
    <T> T doIt() throws Exception;
  }
  
  public static T withRetry(int maxTimes, long initialWait, int waitMultiplier, CallToRetry<T> call) {
    if(maxTimes <= 0) {

RobertFischer

var handle = null;
handle = $.PeriodicalUpdater('/notifications', {
        method: 'GET',
        data: id: $field_id,
        cookie: false,
        maxTimeout: 5000,
        error: function (xhr,status,message) {
          // Do stuff
          handle.stop();
        }

RobertFischer

 DECLARE groupID INT;

    INSERT INTO TRACKER_REVIEW_AUDIT (trCTM_DataID, AUDIT_Date, EditWho_Id, WAS_Value, IS_Value, WAS_trCTM_ItemID, IS_trCTM_ItemID, WAS_Approved, IS_Approved, WAS_Expiration_Date, IS_Expiration_Date, WAS_Rej_Reason, IS_Rej_Reason, WAS_Reviewer, IS_Reviewer, WAS_Dose, IS_Dose, WAS_Administered_Date, IS_Administered_Date, IS_Test_Results, IS_Test_Result_Notes, IS_Next_Step, IS_Complete, IS_Pre, IS_Pre_Date, IS_Post, IS_Post_Date, WAS_Test_Results, WAS_Test_Result_Notes, WAS_Next_Step, WAS_Complete, WAS_Pre, WAS_Pre_Date, WAS_Post, WAS_Post_Date, IS_Record_Type, WAS_Record_Type, IS_trCTM_Status, WAS_trCTM_Status)
    VALUES (NEW.trCTM_DataID, NOW(), NEW.EDIT_Who, NULL, NEW.trCTM_Value, NULL, NEW.trCTM_ItemID, NULL, NEW.trCTM_Approved, NULL,NEW.trCTM_Expiration_Date, NULL, NEW.trCTM_Rej_Reason, NULL,  NEW.trCTM_Reviewer, NULL,  NEW.trCTM_Dose,NULL,  NEW.trCTM_Administered_Date,NEW.trCTM_Test_Results, NEW.trCTM_Test_Result_Notes, NEW.trCTM_Next_Step, NEW.trCTM_Complete, NEW.trCTM_Pre, NEW.tr

RobertFischer

/**
 * Use this in a try-with-resources block to automatically implement logging timing.
 */
public class TimingLogger implements AutoCloseable {
  
  private final Logger logger;
  private final String description;
  private final long startTime;
  private final AtomicBoolean closed = new AtomicBoolean(false);

RobertFischer

private interface RedisCallback<T> {
  T apply(Jedis jedis) throws IOException;
}

private <T> T withRedis(RedisCallback<T> callback) throws IOException {
  Objects.requireNonNull(redisConnectionPool, "redis connection pool must be initialized");
  Objects.requireNonNull(callback, "callback needs to be provided");
  try(Jedis jedis = redisConnectionPool.getResource()) {
   T result = callback.apply(jedis);
   redisConnectionPool.returnResource(jedis); 

RobertFischer

public class AnonymousExtend {

  public static class Doer {
    public void doIt() {
      System.out.println("Hello, World!");
    }   
  }

  public static final Doer MY_DOER = new Doer() {
    @Override

RobertFischer

{
  toFixed: function(num) {
    return num.toFixed(0).replace(/./g, function(c, i, a) {
      return i > 0 && c !== "." && (a.length - i) % 3 === 0 ? "," + c : c;
    });
  }
}

RobertFischer

-# Here are the assumptions.
-#   1. We have a consistent UI concept of 'tabbed pages', which have a consistent frame (at least in terms of Haml).
-#   2. Each component of the tabbed pages can be represented as a partial.
-#
-# Given that, I propose that we create a helper that you would call like this.
= tabs {:first => "First Tab!", :second => "2nd Tab", :third => "last tab"}
-# The argument to that function we will call "tab_hash"
 
-# It would then first load the tab UI component, roughly equivalent to something like this.
= partial "partials/tabs", {:locals => tab_hash}

RobertFischer

class Aliasing {

  // Put your type alias right before the return value.
  public static <L extends Long> String parseToHex(String str) {
    return L.toHexString(L.parseLong(str));
  }

  // Use this for when you have some ugly type.
  public static <MAP extends Map<String,Set<String>>> boolean addToKey(String key, String value) {
    MAP x = service.getKeyMap();

RobertFischer

/*
Here's the approach that I would take. In the description that follows,
P denotes the point where the user clicked, which has coordinates (x_p, y_p).
Each of these steps will involve checking pairs of points against the point
where the user clicked, denoted as A and B, with coordinates (x_a, y_a)
and (x_b, y_b).

We will move forward in three steps:
  first, we will identify those pairs of points that could possibly be our point;
  second, we will calculate the distance from the point to the line defined by