Menu
Sign In Search Podcasts Libraries Charts People & Topics Add Podcast API Blog Pricing

John Stepek

πŸ‘€ Speaker
1100 total appearances

Appearances Over Time

Podcast Appearances

Merryn Talks Money
Are Public Markets Back?

base level of gold inside the trust is about 10%.

Merryn Talks Money
Are Public Markets Back?

Yeah.

Merryn Talks Money
Are Public Markets Back?

And when things are worrying and difficult and inflationary and scary, he'll go up to maybe 13, 14%.

Merryn Talks Money
Are Public Markets Back?

Yeah.

Merryn Talks Money
Are Public Markets Back?

And when everything is kind of okay, he'll come down to 8%.

Merryn Talks Money
Are Public Markets Back?

And I was trying to get from him why it is that 10% is his number.

Merryn Talks Money
Are Public Markets Back?

Because, you know, gold, it's impossible to value, right?

Merryn Talks Money
Are Public Markets Back?

It's impossible to know how much you should have in a portfolio.

Merryn Talks Money
Are Public Markets Back?

And he said, well, the key thing is you need to have enough gold in your portfolio to make a difference when something goes wrong.

Merryn Talks Money
Are Public Markets Back?

So don't bother with 1% or 2%.

Merryn Talks Money
Are Public Markets Back?

This is meaningless nonsense.

Merryn Talks Money
Are Public Markets Back?

But not so much that when things are going right, your performance is really dragged down.

Merryn Talks Money
Are Public Markets Back?

And it's a subjective judgment.

Merryn Talks Money
Are Public Markets Back?

And he's landed on about 10.

Merryn Talks Money
Are Public Markets Back?

And there were a couple of other people in that group and someone else was like, oh, well, you know, my number is 20.

Merryn Talks Money
Are Public Markets Back?

And I think my number is maybe seven.

Merryn Talks Money
Are Public Markets Back?

Yeah.

Merryn Talks Money
Are Public Markets Back?

I don't know.

Merryn Talks Money
Are Public Markets Back?

I don't know.

Merryn Talks Money
Are Public Markets Back?

There's a logic to that.