PORTFOLIO | ||||||||||||
AMOUNT (1) |
$1,000 - $9,999 |
$10,000 - $24,999 |
$25,000 - $49,999 |
$50,000 - $74,999 |
$75,000 - $99,999 |
$100,000 or More | ||||||
Interest |
Annual |
Interest |
Annual |
Interest |
Annual |
Interest |
Annual |
Interest |
Annual |
Interest |
Annual | |
NOTE TERM |
Rate % |
Yield % |
Rate % |
Yield % |
Rate % |
Yield % |
Rate % |
Yield % |
Rate % |
Yield % |
Rate % |
Yield % |
3 Month (2) |
6.85 |
7.09 |
6.85 |
7.09 |
7.20 |
7.46 |
7.55 |
7.84 |
7.90 |
8.22 |
8.15 |
8.49 |
6 Month (2) |
7.60 |
7.90 |
7.60 |
7.90 |
7.95 |
8.27 |
8.30 |
8.65 |
8.65 |
9.03 |
8.90 |
9.31 |
1 Year (3) |
9.85 |
10.35 |
11.85 |
12.58 |
12.20 |
12.97 |
12.55 |
13.37 |
12.90 |
13.77 |
13.15 |
14.05 |
2 Year (3) |
11.10 |
11.74 |
13.30 |
14.22 |
13.65 |
14.62 |
14.00 |
15.02 |
14.35 |
15.43 |
14.60 |
15.72 |
3 Year (3) |
11.65 |
12.35 |
14.05 |
15.08 |
14.40 |
15.49 |
14.75 |
15.89 |
15.10 |
16.30 |
15.35 |
16.59 |
4 Year (3) |
11.80 |
12.52 |
11.80 |
12.52 |
12.15 |
12.92 |
12.50 |
13.31 |
12.85 |
13.71 |
13.10 |
13.99 |
5 Year (3) |
12.00 |
12.75 |
12.00 |
12.75 |
12.35 |
13.14 |
12.70 |
13.54 |
13.05 |
13.94 |
13.30 |
14.22 |
10 Year (3) |
12.20 |
12.97 |
12.20 |
12.97 |
12.55 |
13.37 |
12.90 |
13.77 |
13.25 |
14.17 |
13.50 |
14.45 |
1. |
We determine the applicable portfolio amount at the time you purchase or renew a note by aggregating the principal amount of all notes issued by Consumer Portfolio Services, Inc. that are currently owned by you and your immediate family members. Immediate family members include parents, children, siblings, grandparents and grandchildren. Members of a sibling's
family are also considered immediate family members if the holder's sibling is also a noteholder. |
2. |
The annual yield calculation assumes that: |
a. |
the term of the note is renewed sequentially for an entire year, |
b. |
the interest earned during each term is included in the principal amount for the next term, |
c. |
the listed interest rate is the interest rate for each term, and |
d. |
the accrued interest is paid annually. More frequent interest payments will reduce your annual yield. |
3. |
The annual yield calculation assumes that accrued interest is paid annually. More frequent interest payments will reduce your annual yield. |