Canada › Wellington St. E. Aurora
The 7 best financial advisors in Wellington St. E. Aurora in 2026
Ranking of October 2026, built on 7 firms with public criteria. No firm pays for its position.
- 142/100
Scott D.C. Harris
financial planning, investments · team website · 1 advisors · CLU, CFP, EPC
- 234/100
Jeff Sproul
investments · team website · 1 advisors · PFP, CIM
- 334/100
Justin Gifford
investments · team website · 1 advisors · CIM
- 434/100
Robb Wismer
investments · team website · 1 advisors · CEA
- 534/100
Robbie Fleischacker
investments · team website · 1 advisors · CLU
- 619/100
Ben W. Kizemchuk
investments · team website · 1 advisors
- 719/100
Matthew Mitchell
investments · team website · 1 advisors
The criteria
| Criterion | Points | Source |
|---|---|---|
| Disciplines shown | 20 | Firm website or network locator |
| Registration shown on its own website | 10 | Firm website |
| Independent firm | 10 | Advisor Index |
| Team size | 10 | Network locator |
| Years in business (stated on its website) | 10 | Firm website |
| Professional designations shown on its website | 15 | Firm website (source sentence kept) |
| Google reviews | 15 | Google Maps listing |
| Named by AI assistants | 10 | Advisor Index AI barometer |
Frequently asked questions
Who is the best financial advisor in Wellington St. E. Aurora?
On our public criteria, Scott D.C. Harris ranks first in Wellington St. E. Aurora, ahead of Jeff Sproul and Justin Gifford. The best choice is the firm whose services fit your situation.
How is this ranking built?
Out of 100 points, with criteria from the official register and public information: disciplines shown (20), registration shown on its own website (10), independent firm (10), team size (10), years in business (stated on its website) (10), professional designations shown on its website (15), google reviews (15), named by ai assistants (10).
Can a firm pay to rank higher?
No. No firm pays to be listed or for its position.
Ranking recalculated at each register update. A firm can correct its details from its profile. Our method