Jamie Quint:
There are too many companies asking, "How do we acquire more users?" that should instead be asking "How do we get better at keeping the users we already have?".
Its easy when approaching the problem of growth to think that you just need to get more users, after all that seems to be the very definition of growth. However, if you take a step back though and think about growth as the maximization of user-weeks over time, it quickly becomes apparent that focusing on retention has a much larger effect than topline growth. This is also much more of a sustainable growth mindset. Rapid user growth followed by rapid user attrition is an indicator of unsustainable growth. Strong retention of users over time is a good indicator of product-market fit, something you're hopefully looking to achieve anyway.
At a high level, retention is more important than virality because if your users don't stick around they are not able to invite others to your product over an extended period of time. If you have high retention and no virality you will sustainably grow your user-base over time. If you have high virality and no retention you will not. Between these two extremes it gets a bit more complicated. In order to explain in detail we first need to review a couple of terms: viral factor and retention.
It will help as you follow this post to use our in-house growth model to play with the numbers yourself, the graphs we reference later on in this post are derived from it.
Viral Factor
This describes the growth rate of a site or app based on
invitations from existing users of the service. This is often
called k factor.
i = number of invites sent by each customer
c = conversion rate of those invites (#signups/#invites)
k = i * c
Viral factor on a weekly basis usually looks something like the graph below. This varies for different products, but I've seen this shape again and again across the products we consult on. It is front-loaded like this for three reasons:
Retention
This is the number of users that stick around from one time period
to another. There are two ways to express retention, overall
retention and week-to-week retention:
Retention on a week-to-week basis usually looks something like the curve below. It is lowest from the first week to the second week and approaches 100% as time goes on.
In order for virality to be more important than retention your viral factor must be greater than your overall retention up to that point in time. We'll prove this mathematically later in this post. The math is hard to simplify exactly, but there is a basic rule you can follow which approximates it. If you take only one thing away from this post it should be this:
Do not focus on improving virality unless your overall retention is stable, not continuing decrease after some reasonable period of time.
To help illustrate this, lets look at a few examples:
Viddy growth model with viral channels working looks like this.
Viddy growth model with viral channels broken looks like this.
It's easy to model growth in Excel and there are some great models that have been shared online to help do this. The one I use is available for download at http://bit.ly/growthmodel. It's a slightly modified version of this great one from Rahul at Rapportive. It will give you a nice overview of how you can expect to grow if you plug in some numbers. From a user accounting perspective this is great, but its a bit hard to conceptualize how growth actually works by looking at it that way. To get a bit of a different perspective, building a tree to see exactly where users that exist in a given week come from is quite helpful.
In the tree below w0 represents some set of users that start at time 0. Each level of the tree is a week in time. At each subsequent level you get users that stick around from retention or are invited via user virality. The number of users at a given node is just the product of all the nodes leading to that point. The coefficients represent the viral and retention factors over time, v2 is the viral coefficient in week 2 from the above virality graph, r3 is the retention coefficient in week 3 from the above retention graph, etc.
The number of users at any given level can be simplified into a recursive equation.
As you can see, this matches exactly what we saw in the tree graph above. The leading viral factor (current virality vi) matters relative to overall retention (trailing product of rn's).
For the client work that we do at Quint Growth we built a tool to plug in numbers and visualize the retention/virality tree. Its the same tool we mentioned in the beginning of the post and used in Viddy example above. We've found it incredibly useful for visualizing how much more important retention is than virality (and the few cases in which it is not). We've made it available athttp://quintgrowth.com/growthmodel.html and hope you find it as useful as we do!
Special thanks to Isaac Hodes for help with the d3 visualizations for the retention/virality visualizer.