5 • 706 Ratings
🗓️ 18 August 2020
⏱️ 17 minutes
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0:00.0 | Discover the tips and strategies that will help you achieve your retirement goals. |
0:09.3 | I'm your host, James Canole, and this is the podcast dedicated to helping you retire well. |
0:14.6 | It all starts right here on Ready for Retirement. for retirement. |
0:29.0 | Hi, everyone, welcome back to another episode of Ready for Retirement. |
0:30.2 | I'm your host, James Cannell. |
0:33.6 | And today's episode is going to address a question I'm hearing quite a bit right now, and it's a natural question. |
0:35.1 | In case you haven't heard, this is an election year. |
0:38.1 | So, of course, there are political implications for what that means. But as investors, we're also worried about |
0:42.4 | what does this mean for our portfolio, especially if we're getting ready to transition into |
0:45.6 | retirement and we just can't afford to take sustained losses. So a very common question, |
0:50.7 | a question you've probably thought about, is going into this election year, |
0:58.3 | what does this mean for my portfolio? Are there adjustments that I should make? So what we're going to do today is we're going to take a look at just historically, what do election years |
1:02.2 | look like and what does it mean for portfolios? And then also some specific feedback that's helpful |
1:06.6 | to know as you navigate this, understanding what some things you should be thinking about are. |
1:10.9 | So let's jump in. The question of do election years make a difference in terms of outcomes, |
1:16.5 | we just look at the data, look at the numbers. And statistically, believe it or not, |
1:21.2 | the election years do not differ that much from normal years when you're just looking at the |
1:26.6 | average return of the market. |
1:28.6 | So during non-election years, the S&P 500, its average return is about 12%. |
1:33.1 | So the average return, this is a little bit different than the annualized return of 10% that |
1:37.6 | matters to you as an investor in terms of what would your money have grown by. |
1:41.4 | So we'll get into that and maybe on a different episode, but just keep in mind that this 12% is a little bit different than what you can expect to grow by, |
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