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10-14-2019
11:39 PM

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For arithmetic in Velocity, the only safe approach is the so-called “tools-ish” one: use MathTool methods like $math.add, $math.sub, and $math.mul.

Aside from the **one exception** later in this post, you should not use the Java-like math operators (+ and -).

The core reason is the plus sign + and minus sign - have different syntax rules in Velocity! You can easily create fatal errors – or worse, lines that are silently ignored – by forgetting that - *must be surrounded by spaces*.

That’s right, only one of these is correct Velocity syntax for subtraction:

`#set( $a = 99 )`

#set( $b = $a - 1 ) ## correct

#set( $b = $a -1 ) ## fatal ParserException!

#set( $b = $a- 1 ) ## fatal ParserException!

#set( $b = $a-1 ) ## non-fatal, but doesn’t subtract!!!

So I always teach people to use #set( $b = $math.sub($a,1) ). It’s longer, but you’ll never break your code by switching sub and add.

Despite the above, in the course of developing my Base64 encoding in Velocity code, I discovered a unique requirement that could *only* be met by purposely using the + operator instead of $math.add.

This is the *only* exception I’ve found, and it doesn’t override my recommendation above. But it is – to me and I hope to the couple of people like me out there – fascinating.

So.

In Base64 encoding, one of the steps requires Integers to be converted to binary Strings, 42 → “00101010”. (If this is complete gibberish to you, you can reread this post when you have a couple more years of development under your belt!)

To get those Integers, you need to convert *signed* Bytes (-128 through 127) to their equivalent all-positive Integers (0 through 255).

To convert signed Bytes, you need to use a bitwise AND. But *the traditional AND operator*, the & symbol in Java and most other languages, isn’t available in Velocity.

Since you can’t use notation like #set( $c = $a & $b ) in Velocity (that’s a fatal parser error) you need to find a *method-based* way – a “tools-ish” way, somewhat ironically – to do a bitwise AND: something like #set( $c = $a.and($b) ).

Miraculously, such a method does exist (after you do some hunting) so long as $a is a Java BigInteger.

Hmm. So now you need to be able to construct a BigInteger from an Integer.

Getting a BigInteger

A BigInteger isn’t something you can *explicitly* create in Marketo’s Velocity (post-June 2019, that is), only implicitly. There’s one way to cheat it, and that is to set a variable to just outside of the range of a Long. If you know off the type of your head that the max positive Long is 9,223,372,036,854,775,807 (~9 quintillion) then you can add 1 to that:

`#set( $aBigInteger = 9223372036854775808 )`

${aBigInteger.class} ## will be class java.math.BigInteger

But let’s say you don’t know that magic number – you only know that Java’s

concrete integer Number types are, in order of increasing width, Byte → Short → Integer → Long → BigInteger. (I think it’s reasonable for a developer to know that progression, but not reasonable to expect someone to remember that 9,223,372,036,854,775,807 is special.)

If you *didn’t know* the magic Long-BigInteger boundary, how would you make sure Velocity allocated a type big enough for a BigInteger? You’d want to say:

Gimme a Number that can holdLong.MAX_VALUE+ 1.

Of course to do that, you‘d have to get a handle on a Long (in order to refer to the constant **Long.MAX_VALUE**). Since Velocity doesn’t give you a Long unless you’ve asked for something bigger than an Integer, you have to say:

First, gimme a Number with the value 0. I know that’s an Integer, since that’s the default type for whole numbers in Velocity.

Then, gimme another Number that can holdThisMustBeAnInteger.MAX_VALUE+ 1. That’s gonna be a Long.

Finally, gimme yet another Number that fitsThisMustBeALong.MAX_VALUE+ 1. That third number must be a BigInteger.

And here is where + acts differently from $math.add.

Hidden in the doc for Velocity’s MathUtils (part of Velocity’s internal API, not for public consumption) you’ll find this gem:

So now we know Velocity can do – in fact is *explicitly documented* to do – exactly what we need. If we add 1 to the max value of a Long, the result will be a BigInteger (and will also have the correct value, obviously).

Except this only applies to the literal + operator. MathTools’ $math.add also does addition, but doesn’t implement the “overflow correction” logic.

Let’s compare.

Using the + operator:

`#set( $Integer = 0 )`

Integer $Integer.class.getName() = $Integer

#set( $Long = $field.in($Integer).MAX_VALUE + 1 )

Long $Long.class.getName() = $Long

#set( $BigInteger = $field.in($Long).MAX_VALUE + 1 )

BigInteger $BigInteger.class.getName() = $BigInteger

The output will be:

`Integer java.lang.Integer = 0`

Long java.lang.Long = 2147483648

BigInteger java.math.BigInteger = 9223372036854775808

Exactly what we need. $BigInteger is a BigInteger we can use as a factory to make more BigIntegers ($BigInteger.valueOf) and then do fancy stuff like .and() and .or() and .xor() which would otherwise be impossible in Velocity.

Let’s try using $math.add:

`#set( $Integer = 0 )`

Integer $Integer.class.getName() = $Integer

#set( $Long = $math.add($field.in($Integer).MAX_VALUE,1) )

Long $Long.class.getName() = $Long

#set( $BigInteger = $math.add($field.in($Long).MAX_VALUE,1) )

BigInteger $BigInteger.class.getName() = $BigInteger

The output will be:

`Integer java.lang.Integer = 0`

Long java.lang.Long = 2147483648

BigInteger java.lang.Long = 9223372036854775807

Whoa. We *attempted* to add 1 to the largest Long, but the attempt silently failed. $BigInteger (despite the name) remains a Long, and it never gets incremented: it’s still **Long.MAX_VALUE** or 9,223,372,036,854,775,807.

The likelihood that you’d *otherwise need to perform BigInteger-range arithmetic within Marketo* is basically zero.

I mean, it would have to be something like… you’re using a webhook to take the squares of lead scores, and you have a score in the millions and must raise it to the power of 2 *in a Velocity token*. Let’s face it, relative to the chances you will *at some point* forget the spaces around -, that’s just not gonna happen. The risk/reward overwhelmingly favors $math.add and $math.sub.

In this case we needed a BigInteger not because of its infinite range of values, but because we need to get at the cool *methods* it has – which Integers and Longs do not. (The underlying value is tiny, between -128 and 127 then converted to between 0 and 255.) So for this particular purpose, deliberately using + makes sense.

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