These are the best Fixed Deposits in South Africa
all rates last updated 2nd August 2022
What are the best fixed deposit interest rates currently offered in South Africa?
Bank | Terms | Nominal | Effective |
---|---|---|---|
1 SA Retail Bonds | 60m1k | 11.00% | 11.3% |
2 Access Bank Plc | 60m500 | 10.10% | 10.58% |
3 African Bank | 60m500 | 9.75% | 10.2% |
4 Standard Bank | 60m10kP | 9.65% | 10.09% |
5 Nedbank | 60m1mP | 9.60% | 10.03% |
length of term. eg. 60m = 60 months
minimum deposit
* PS. RSA Retail bonds compound interest on a semi annual basis. That is why the effective annual rate is lower.
The best interest rate is
11.3% offered
by SA Retail Bonds on a
60-month fixed deposit
investment.
This is the highest interest rate you will be able to get in South
Africa. This is the effective annual rate.
You will need a minimum investment of R
1k
to get that interest rate.
Check out the calculator to see how
much interest you will earn for your investment amount.
best rates per investment period
click on any of the below to jump to the section- Best 3 month fixed deposit rates
- Best 6 month fixed deposit rates
- Best 12 month fixed deposit rates
- Best 24 month fixed deposit rates
- Best 36 month fixed deposit rates
- Best 60 month fixed deposit rates
3m Best 3 month fixed deposit rates
Nominal | Effective | ||
---|---|---|---|
1 Access Bank Plc | 5m | 5.95% | 6.11% |
2 African Bank | 500 | 5.85% | 6.01% |
3 Access Bank Plc | 1m | 5.84% | 6% |
4 Access Bank Plc | 25k | 5.74% | 5.89% |
5 Standard Bank | 5m | 5.73% | 5.88% |
View all 3-month rankings |
The best interest rate for a
3-month
fixed deposit is
6.11% offered by
Access Bank Plc.
This is the effective annual rate.
You will need a minimum investment of
R5m
to get that interest rate.
Check out the calculator to see how
much interest you will earn for your investment amount.
PS. banks may pay better rates for higher investment amounts and your
age. That is why I also provide detailed rankings for different
investment amounts and whether you are older or younger than 55. Check
out the
detailed 3-month rankings
where you can see all the rankings for different amounts and ages.
6m Best 6 month fixed deposit rates
Nominal | Effective | ||
---|---|---|---|
1 African Bank | 500 | 6.79% | 7.01% |
2 Investec | 100kP | 6.71% | 6.92% |
3 Investec | 100k | 6.56% | 6.76% |
4 Standard Bank | 10kP | 6.54% | 6.74% |
5 Standard Bank | 5m | 6.53% | 6.73% |
View all 6-month rankings |
The best interest rate for a
6-month
fixed deposit is
7.01% offered by
African Bank.
This is the effective annual rate.
You will need a minimum investment of
R500
to get that interest rate.
Check out the calculator to see how
much interest you will earn for your investment amount.
PS. banks may pay better rates for higher investment amounts and your
age. That is why I also provide detailed rankings for different
investment amounts and whether you are older or younger than 55. Check
out the
detailed 6-month rankings
where you can see all the rankings for different amounts and ages.
12m Best 12 month fixed deposit rates
Nominal | Effective | ||
---|---|---|---|
1 African Bank | 500 | 7.87% | 8.16% |
2 Investec | 100k | 7.85% | 8.14% |
3 Standard Bank | 10kP | 7.62% | 7.89% |
4 Absa | 1kP | 7.55% | 7.82% |
5 Discovery | 100k | 7.50% | 7.76% |
View all 12-month rankings |
The best interest rate for a
12-month
fixed deposit is
8.16% offered by
African Bank.
This is the effective annual rate.
You will need a minimum investment of
R500
to get that interest rate.
Check out the calculator to see how
much interest you will earn for your investment amount.
PS. banks may pay better rates for higher investment amounts and your
age. That is why I also provide detailed rankings for different
investment amounts and whether you are older or younger than 55. Check
out the
detailed 12-month rankings
where you can see all the rankings for different amounts and ages.
24m Best 24 month fixed deposit rates
Nominal | Effective | ||
---|---|---|---|
1 SA Retail Bonds | 1k | 9.25% | 9.46% |
2 African Bank | 500 | 8.65% | 9% |
3 Standard Bank | 10kP | 8.55% | 8.89% |
4 Standard Bank | 1P | 8.25% | 8.57% |
5 Discovery | 100k | 8.25% | 8.57% |
View all 24-month rankings |
The best interest rate for a
24-month
fixed deposit is
9.46% offered by
SA Retail Bonds.
This is the effective annual rate.
You will need a minimum investment of
R1k
to get that interest rate.
Check out the calculator to see how
much interest you will earn for your investment amount.
PS. banks may pay better rates for higher investment amounts and your
age. That is why I also provide detailed rankings for different
investment amounts and whether you are older or younger than 55. Check
out the
detailed 24-month rankings
where you can see all the rankings for different amounts and ages.
36m Best 36 month fixed deposit rates
Nominal | Effective | ||
---|---|---|---|
1 SA Retail Bonds | 1k | 9.75% | 9.99% |
2 African Bank | 500 | 9.07% | 9.46% |
3 Standard Bank | 10kP | 8.99% | 9.37% |
4 Standard Bank | 1P | 8.69% | 9.04% |
5 Discovery | 100k | 8.50% | 8.84% |
View all 36-month rankings |
The best interest rate for a
36-month
fixed deposit is
9.99% offered by
SA Retail Bonds.
This is the effective annual rate.
You will need a minimum investment of
R1k
to get that interest rate.
Check out the calculator to see how
much interest you will earn for your investment amount.
PS. banks may pay better rates for higher investment amounts and your
age. That is why I also provide detailed rankings for different
investment amounts and whether you are older or younger than 55. Check
out the
detailed 36-month rankings
where you can see all the rankings for different amounts and ages.
60m Best 60 month fixed deposit rates
Nominal | Effective | ||
---|---|---|---|
1 SA Retail Bonds | 1k | 11.00% | 11.3% |
2 Access Bank Plc | 500 | 10.10% | 10.58% |
3 African Bank | 500 | 9.75% | 10.2% |
4 Standard Bank | 10kP | 9.65% | 10.09% |
5 Nedbank | 1mP | 9.60% | 10.03% |
View all 60-month rankings |
The best interest rate for a
60-month
fixed deposit is
11.3% offered by
SA Retail Bonds.
This is the effective annual rate.
You will need a minimum investment of
R1k
to get that interest rate.
Check out the calculator to see how
much interest you will earn for your investment amount.
PS. banks may pay better rates for higher investment amounts and your
age. That is why I also provide detailed rankings for different
investment amounts and whether you are older or younger than 55. Check
out the
detailed 60-month rankings
where you can see all the rankings for different amounts and ages.
👋 Sign up to my newsletter' width='200' height='318' xlink:href='data:image/png%3bbase64%2ciVBORw0KGgoAAAANSUhEUgAAAEAAAABmCAYAAAB7nJf1AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAgAElEQVR42o2b95tVVfLuz2937jgzKkgGE2LAQBJURkQRIwqIAQERVESQnJqcc86xoYGmu2kaaFIDklEBBRHjjJPu97n3uc9zw1%2bxbn2qVu2zzhHne3%2boZ4ezzz6r3nrrrVpr75NbsXJhWLl6cVi9ZklYs25pWLdhediwcWXYuHl12LxlTdiybW3YVro%2blG7fELaXbQo7dm4KZbs2h93l28LuPdtCeUVpqKjcHiqrdoSqvWVh776dYrvCvv27Q82BPWH/wQq1A7WV4eChylCLHcaqwiHsiNlhtb1yLjX57NBe%2bY5YbVWoPVgVDh6sDAcOyP32V4Sa/Xvkd8rDvn3Y7rC3eqeMQayqLFRW7ggVFdtD%2bZ7tOtZdu7eGXbu2hDIZ//YdG9WfraXrQm7lqkXR%2bWVh3XpxflN0fmt0frs4L1/YUWaO79q9RW%2bYd7wsVFWb09U4XmOOYwdqK8TpKrVanDu6V508LNsjx6ozO4rV7ZNtTbR99tlR2R6V7ZFq%2bZ7Y4WoFppb7cV9AjYDsFzBq5LcBo7o6ghGB2CNj3SPBMiC2hJ07BYgygNgQcu78%2bg0rxPlV4vwqdX7rtnWKUqlcRNR3CnqgWBB1Ii4/pI5LJGoOlIf9OB4jTpRriSSDF2cOq2PiYF1NOHY8b3Un9oc6tsf3F%2bwfq8ubASTGfY7mAYFRMAsw%2bF1%2bX5lRI0DAir27BIidytA9yggBoVxA2L1Z/NoYchp5nI%2b035I4v71so1JmZ6Q8jnOTCujuUSfi%2b6PjRBzHY8QZJFHE4aM4pA4eCMdPmp3w7WfYwUI7aabXnjCrO35A73EUQADyaI2wY5/%2bjjMDMAyImCI1MFPYUC1s2LtDA1deARsMhNy6JPJbtq7VvMicF8d3QnlBbU%2bS6/mo7847fsgcP3QTx%2btO4IiYOlcbTp46pPYZdtrs1Jn8vlmt2al4fQoM9zt%2bUAGpi2CQMqSWakoBEJIW%2b/MgVAkIyobKUgFha8itl8hvctqr8%2bvzkXfnK2PUo8hlUT8YI344Ok6%2bQlNoe9wihuOZw6cPh8/OHFE7JXb6bN7OnEvsbPrZYblWzIE5VavAnfzskIBRq4DAKk2nuhr9fU0R1QuAQITRpN2FbKjariDkNhY477QXsSvfGp0vjZQvK1B3V3Wol0acfFWaS5QY5MlTh9Vxc/ioOHjM7PyxcDaxcxfqxI4VmH12NJw9x/eOGjACBqaMORUZIqwiVdAPgHC9QEBhBCAcqKUilev4q2skfWNK5H7l/C53fqvR/qbOV%2bTpjlIfM%2bctv6Pjnx36leNnz9eFsxeOq50TO3/xRDj/%2bQndXvjc7XjeLnKNmQOkgJw3QGDIqQjGSQHCUqQYiGotsZTeg7XOhnJNC9ic2yqlDtrvcOe1zJnzXturM%2bfLC50/lo86IgUlofqpmzh%2b7qI5as6eVLv4xWfh4pefhc%2b/PCX2WZGdNPvCthe/iAApIHXhvDMEIM7FVIlp4kKqQNTl9aH2sGtDTAnxKbdt%2b7qM9qngpY1NJnYHTexwPos6uX4iL25EvcDxC0TSHTan1eFLp8MXl0%2bHL7ErZxKL5y6fUvvikmwvsc0Dc1GAMEAEjIQZZzLNyDPi%2bMk8G1wkFYRaY0IurfOZ2hfRHtpkzh/eexPK10YlR8Dyjnu0P49RxvkvxPEvsStnBYAz4dJXZ8NlsUvRLqudCVe%2bti12SUBxM1A%2bUwNQWHHxc2MFaZIBceawjunkqYOJPliDRQBhA2zO0QyU7dqkee%2blLk/7csv56DxfQvAoO9RjbpyP%2bhHNS5x3xzXaGsHT6vi165%2bHr66eF%2bfOqaPf/XAlfP3NRbVr334Rrn/3ZfhGtlfl%2bKtr58PXYl9dPafXA8iVCM4lDJakrIiMOHexTlPjzHnTCMZmbLCeAzYQQJozOtSci16%2bu9thtJeSoTlfXOrEPPonNPJ554kAgqVR0WifinQ%2bow7SYC1dNl/T4/sfvwqLl85TDTh7/riCTflasGh2OCb3vvH9ZQHmggF07YIAckHBU0CuRqZcOZOxIk0PBeKCAYE%2bnIpsYLykK%2bM/LEEEhFxa64325vw%2brfN7ChocBwFhOaH1vVZvDgAW%2beMyAKM8Eb905Uyk9DmJ7Jfaac6bP0N7BMpjv/5vSw%2byOly/cUkZw2/Omz9TgrE9/PDT1%2bGqMAbgrn37ue1fvyjsuBABESZdPZelCr/1RUwPTw3Gc1aAIDik50kJloIgY6dBQ8RzrvgV0hhYk2MTGs372jz1HYCDUk6gUJ22sgcjAEc15915on5Jog5ljb7nFQDa5%2bkzSrSRYpKF0C5bsUCc%2bjz89W/falrBAJqzn375Jnxz40tJi0sKEPsYgAAGaQIYMMNTChBgG2nHOC4IEIyL4Jx2ECRljzsIUr1y5R79RPFrYvQLAciDAADkEip7GuETSpP3TnuPPJQlWgz2ugyegTKwH376Ss/98vdvw7ffXdbP0INvxVnE8sefr4bvJEU4x5Z0%2bBYDjO8MiG%2bUGQbG1zcF4rTeC2blmXCsAARSLeclT/v7mPc4nxotJSXkcOys6LDIIwAgt8g1BwAHGQCDAYBrSl0zHMAYPE6x5dicNwd/%2bPlr/Yxz30cQbkQDhBvfX8mDoUB8aSmiwnlR0uJ8uCy/TUWhylwEBBkX4zMmHJMxH9EUPC59S64i5n42uZF2kdZROyedalZoBwUIR3QaanN56KoaIHllABxX1K/f%2bCI6eEkd8ej7PrntzuPcT3%2b5pk4QddLg579%2bo1vOc91ffrkefvnHDbHvwj/%2b248Kyg2AYfsDzDAgrsk9lA0CwldXL2jaAYKmhIIg6QATRHBJ2VOnjQk5z33v9FT4oupb1PcWCCDHNBUOgAmgAcD%2bgoWzRN3nhiViq1YvVkBgC43UXySvN8uME1riGFGhCfv7P7/T%2by%2bU/F%2b7bnlYtnyB6sQ/xWF0g2rBqhU9C0Bh30cQvovMAITrrhHKhgiC9hunjQmfmyacgQlnrETmKHvVacOjeW8MOBSdPhRB8E4KAGgsqKteAlFevj9l2gTNQ8838p1Ga%2b365eLQD3bN1PGa/9OmT9RJ1H/89591NYqKhHOmI2cVgMVL5ioYMIb5yrwFM8PPAuSNqA/fC6M8TTS9AOG6gQAbNB2unC3QBAUhji%2bn9PeaH53HXPQyx4/6dLdanQcEAPAaS92lvZwqANTFxQ80gMHRZzDpgv4/So4juEM/%2bUBZAeVhBstvlEQGBoBEGJCIPJT9q%2bz/j//5S1gifQQTsF/%2bfiPTiu88JRJtQHMsJS5oGVYmSGlGpyiRqgdy3wyA/UUAWAr4mt2%2bSPsabSetpdwXV3OsH6AVZXlq%2bKdDAgutm7asVjFkUEQW5zz/Aafvu29qTcZRBUBSY%2basyQoE7TXXAcCKVYu06fruxyvhX//xo9x3jbbof5O0QTgVgCK7EVMiL44XlAmuB7BVK8O5upDz2m8MiI3P4cpkgaM65r2t3R3xBcy6BABxBAZwrzlzp2mUqQL8ECJFCqzfsFKjCOolk8eFr4UdE0vGKB1JDT5nvfB//99/qQg6AOjB6TNHxfmftMKUTBmnUf0%2bRjx1%2bsZNQPhG0uFrrw5f5VPhYkyFnDkvAngwX/sB4Fcrt9FpFUZKYUwFX9REBwBx7rxp%2biMII/lG7noKEGkAggEoO1SeO296%2bMe/vtfGaFLJ2LBm7TLNe9YeAYYUgBmr1ywNM2dPUeX%2b%2ba/XlOrqdLTiYzt3WUX4amynr3h5lFT4nFQQEc5Z22vlTxmQAVCVOX7k2F41m1ZWy3XlwpDKDByY4Gt5XhmgmM/t0%2bYIcL6RQV2RvGTQnGNw5KxR0%2bb9lyVn%2bZzz3IPcNQ25mpVVd9r7i18fX876Dk0FZcE5HYsLYo7oe%2bQLNaAic9DUvzKrAgB1SNOkUgFyHcBsWpzvDXBKW%2bMIgEeCrTvO4NjiWD6SNnDvEjGOvXn6/zG/XyaKGQgWCEDNeeQt/1ntqVDHOAYEd56oHzy0R7fKAH26U5GJo5dF7w59dkg0i1ngXaKD4O3y1WsXY49vgGi7G7cOxm/Zv3M%2b6xEiCJoKTJ6EBTnv/Lz210bHDh6uyKfFIVpiGqVdut23v0z3AYJUcS3whQdnAiDY1NhWg6CdA%2bEg%2bPqAb1NWeC13gFJQrsd6n7bafv56nCsUg5SmgvcGCgAOu/NW/yvVaRXHA%2bb4vv071apryuSzcnG2Jltx8SoBALYe4NQ/pctV7PvgLa8vFoDwgzYzlzW/ucZZQRr89JerWlXY%2bj24nn0voX/523XtJ1wcnTFuKYuuJb0BZTFnVI%2bOKwhGfQDA4ZoDO5UJgLB33w6N/vyFM8JkKUfTpk8Iq9cu1tWWY3X79B6z504Ns%2bdM0WqwYNEsTQPqPftLl88PCxfP1gbIqQgATH8XyufUfFji0eN7tNRMmXks5ytKLN7gPBWMz1auWmwPeNcuVWBdPH/Lvo6LK1yby9re%2bJTW6Y7hcHXNjoz2FVVbZX9nGDpssLS2S6W8bQ4TJ44K02dO0sVIHjmNGDVU77P/gK3BQ3kmXJOl/aX1pL%2bg/lPOGOjMmZN1oYRUoUOcOGl0phO01Sg19%2bDRHVpCQ0MLzXd93ZHuk4e0dHc45pG%2bmXlquRjmXPQOHwUEU391%2bAArQ2UKANGH%2blXVpZL3u8PoMZ%2bEyr3btSM8cepAGDb8Q3Fym3y%2bI4wZOzzU7LfUIfoMnvUGIs8Pg/okAYBSSY8PM2h4GMzfpDfgUTwPaokwjrFazTIWKUAl4H6sKrmT9BMwi/sxg3QHUzEtPpf2BTko73lvWlARWbBLo24ssFQAgH37d4SRoz4OZbs2KijHT%2b4L48Z/Ki3sGgVu0Af9w4yZJWHRktlaEYgsj6M%2bHjpYzs0JM2aUqJNMkmhreS5J/hPJb6R1pSQzm/yr5DUiRUvNOiITKO0PJHdppgAAB7jPIgGX5xKwIqsoRc6m1cb3EwAq1Ez4dkW13xXzfns0HihuCdUCwKjRQ0PF3m0qhFu2rQqDP%2binwri9jG5utNz4jM4NeM53XgSRTpBpMr05EYR%2bOEcajBs/wuYMAgL9/rQZE7WjZHDMN2DF//o//9T8ZiqtaTOrRCNrAHytLKq7CQCp46nzXn2wnEV9T3xQkEZ9hzpeuZfH4ps0%2bmzRgGHDPxAWDAkTJo4IHw0ZELaWrlYAduxcHwYN7hemTh%2bvNmv2ZK0UaMOCRTMlf8/G5TNbOWYwLMiSErynQG7zhgrtKwDNl6nv/IUz9bNZs6aoQHJ%2b3vzp6owurQtoMIYJFAAU9xfFDnu5dcsxcOq51vn9%2bVxH8Ij4nqotoXzPRjneIpHcoCBsL1srA10itliu3ZYJ5N59pWFn%2bSYBZI3k7kZ9vuj9AQNMH4T6s0DW/nUiVb1T%2bwfaZFjC4NgnsnSoHLvTAJH2DfT2vl/sbLHD6bGKoDU4uzXHq6PoVVVvV4dwFqd37l6v%2b2W71kmU1%2bq5PZWb1XYLOHwGUwCO%2b1hzxNS5WucOvnwOG3wFySZLtnSNw1abz2aryhjnWfmF7pfjU6NiJ1LHb/ZZsfk9fPE057Sv3l/oPM45ADiN89vL1oTSHat1i3EuBYPvVe0t1f4BYEktb5N9Fbl4Gc2ZYJ2itcxuDkQ6lyi21Kn/zHG3S1fOZJbzXMdxoli5d6tuPboOAA5v2746A8DOrc3A4Vq%2bi/OUQ%2b6LqNYeriyYTtfFtUR7jJYHIQXDgbC5%2b2cFwPjAi0EqBqjY6WLHMwDy%2bb5Zc56o%2bzHOm61XxzdtWS6qv1L3cby8YqNct0kA3KYawfe5H7pCX%2bHTaJtUVWlVoDXm6Q0OOwguiDz2gu445owgBXylme5Qnf2Kbu/LZPZ4Sa9zENy533I8ZVaOyGHkueX7umR/vZrTHwC2lq7S442bl0kl%2bCiMGvOxbletma8MAJyJJSNF2UepzZxdogDskUZpupS4OdIi0y6zeqTLUjzIFCCWr1woLfRU3XoDxbM/lsoWLZ4TliybFzZKz0Bk%2bc7ylQu0AVomtlj6C5otQHQ23MxSx51BufIKqL4pi7Y77E473TGc3lq6UpR%2bfZi3YEoY/GE/6dqWSD8%2bO7w38G29du36ReGjj9/T%2b2zeukJslbJhxcr5YfyEEdol8jR69JhhqvD0C%2bOlnab8USlYO6Qd1qZHyuYE%2bYzH9aQNQKxdt0wdpUfgPT9KKN9j3sAzwtTJYkv1JQFgk9LemeDmue95z5ayt3nrcjm/Tmr01DBi5EcZYO8P6qsOr9%2b4JAwf8YGeK92xRgVWAVg1Xzq4KfryAlowUuYMOEWnRyMDjWECXeFSiTYvbPIYjMaIJTTSgGUzQPBlLu5Dx0nb7A6mjv6W464rpFnOxc7pnjIBA4Qt23iVbqkCsH7jUtUBGNCr98uSAkPD6z1fEqpPkPzfGtasXRje6dtLOrzh0hKPV11AE9bIrPG9ge9oGtA6b9i4Qp/s0sQQdQZKvwBVeWdp6fJ5Csa4CSM1NZh9jpWukeusJT6rj%2b6ZF5D/qXi6kzdz2h13y3mpI2Jp7rvy79hppY/IQm%2bMVJgxa0L4ZPigUCUCiLMlk0fp/uKlM8PosUPFmb3SwOzUzrH2cLk4NDfMmjNZGcAkincAKYc8mCEd7JmiRYz2mOV6Hn8zB%2bA6dAEQeAfAADij7/qwqJoC4A7%2blsOp8Z0MgOKoQ18iTfQxAFi9doGKHQDMnD1RABisorhm3aLQf8BbmgLLV84Nfd/tHSZNHim5/alEfLyK4IpVC6Q1LtF3dnwpjf4Ax3hJm0gjbOQ8ea6Pt2WAM2SqzfI8Ti5fsTAy55xGlQ6RVplu0tcf/53l30Q7kb19lvN8dxYQdZzCGVQf2mM4v3L1PBnkHNmfLw7NVVuzbqGmB5%2bzj0jCklWr5%2bv3Nm1ZoU2WryjhPLNPWKDvBYsxEPqF0h3r9TOc94VVf/zm3aOvOvkbIFyXOvaf2fmiV%2b9yxaWOaBNhBo8jOKUOrck7DQhs3WnYAQhsAc17BMri3ppS2ZbqRMun276kDggwAhBwxHsDHrTY%2b3%2bH7QXJxNxxn1O4I6lj/878%2b77NecnznIf2OIPTgICDGE6nIFD6nAEOFgAAHuzhXgCrHWLVtmxhxbrDPAhHj%2bdXlX1lOV1iP3nqULbUnn%2btthCUX79x%2btuWXst3c%2b44QmflblVGfRx2p5csm6kpwBYDkKXLZ%2bnngIDjfi8c514uqnSJ1TXbdY3Bu0ImS2x9tugvN/JSUzp5sjdDjyXvIh0raKPPxXeAfguQYofdHMwcA/WcxwmcZ4tTOOyUX7x0htTc6Wo4DggrVs9V1QcEGDFnbomyYP7CqdovACL3JlWWrZgj5W65fL5c1w02bFquM0VeWa3UdxTKdGme1/V5MMt8AqGkaeK9gCPxAS3PLgHI9k1M9W2whB3F29RhN0%2bxnFPey5wLHk4BAI4tXDxNnJqiW4DAeUDg%2bvETh4ep08eGseM%2bCcM//UBq9qQwddoYKU%2bTwxg5N3HSiLByldxn%2bewweepo6QjnqdrPmTdVGMJUeqsupM6YVSKgk0Ir9ekyK8s0SHR7vM1OZaAfWCsVg8VW0oUKwdbfKE8dK3Y4/czYZWmWI9ruvIsazhP1ZZgAsGDRVGl8JisIAIA5/efOn6w9AMd8f72AOXXaWGHOPDk3W7/PvWGa6sfKeRp9Gh2mzKxB7Ni5QVeYeZcfR4k%2bcwUiT3XQt7x51V2MN1roEkkbrsGxVDNcLwqdPVTw7NK3pFzOo%2b%2bCl%2bY9g8dZHJ87v0S3CyITcBiQcG7DJhM/7oN5/wD9S%2bNcomzX2jjT3KIrR6wu%2b9OlI8eqou3N3us9Fl/CSh%2b7pY76sa8xuIb4NTez9B8p/q%2bVnCs40XPq47znPyDMnTcpoz9McAD43AHzlOEe3BNg0RVE1c0XUBwIKoM9fLFFWH3%2bGJ9JHorPKvzttCNHCx/TO1Bp9UjF9Gbm1/gjPCxHFL3EFTY7Bgj5Pk%2bij8MIoKfB8pgemO87K2zOYL2BCauxwZfTdusa41ZdhKneV1YEwm6dO/jjOgOh6jffV/A/YLlDqRU76ytTbnw/h8NuXuMdDLY4iwbgPJGHAS6ErgfOCK8OgMH9vIfwBslZAADpMhqNkj92Y02RNUp7Cr0n6xtqCxiRf3vl14Ckr/PkHc3%2bQFG3r%2bB7OXfcHSCCKSA4j%2bEY0fcUYMt59hcsNIAUmKUzC%2b4DkD6JAgjKI4KYZ8IWXVlGFyqrS3V5zlKjTBlhT6jLs%2bW12vTPlhkY8b%2bINwElPfZ3HfKv/1XlUyAFIKX33HklGQiz5kxQELDZcyaKTQiz505UgcS4xtnhLDCRXJpNp9EF0oGGCRDWbVik32N%2b4axgTTIPhKdHeRErKoueaP82MH4uf01lfBG0IuS8s/PanuYyUcUxzrGPs3PmTwrTZ46V2eB4BWSOCCRsyKqEMMKbJQfBhdF1gSrBpImFlWkzxoRPRw6S2eBQPYdAKhCqEaUFQNA02Rst5QXMSN9qSYEpNr/OzB4G5by7w9K8Zh8ncYzPcHTa9NF6bs7cSSqMHvl58ydnjRLXuuPuvM8XEERng88ZJpYMD8NHvBdGjflA2eCTM9OJLdkqNWAABM8pAcJe6t4Vn2SXFzDErLzIRFfidfa438pwzintNHfjHJGev1Ciu6BEnQcEF8OFi6bpdsnymVn%2bp%2bYTJe8unQG%2bDwAANHzEwDB0WP8w7NP39Hqfl3jJdMFMgbBld6keNTuzafY%2bfb6xK3mpY3f2nNPNgMsbYOaU1uSxOEe%2bzxWKE9VZs3m%2bN1qjPWXaKKW7doNiLoBaHYh6jPzChP5eSZwBPrXGOAewo8d%2bFD746J3w0cfvhiFD35VWeYSCQ7XwpXefUFnvsFlF00roNi2jVA83Y0jZvzW71p6DYLkZEuUZs8YJtcfFvB6vW5yHAThPngKU5vzciSqASn0FoyTMkWMvj94guRHltLvkeNLkT8OAgb3De%2b/3EXszDBzUJwz%2b8G21T0e%2br/qDTgBECoI/hnMgnBVUD0qpsaPY3NlSBc0e/mxTELlHrkQGUzJlhKA/Up3FcfJy3ISPw4RJw9QAwg0wJk%2bxaw040wlNi9gtugAWG%2bcXSOoMHPRmeOfd18V66rZvv57h3f69FIz33n9DJlifZDrhFcOBcH1wMLxyWE%2bxpcg2J6zZEh/ebM4e%2b2G5MeOGBDecHT9xmFJz5OjBcu4jAedTjdikycN1CziYM8SrQVYFYm9QrAsushMmDQ9vvv2K2KvhjTdfVmMf69vvdQViyND%2bwph5mVZ4S50%2bkyxexU5BSZf6i5f980%2b7bA00N3L0IHV2xKhBqsSIkYvS6LEfKghjx3%2bsjMCIDkB5asACjJ5AdSSpCi6mPpkiXT4c8m54vVf30LP3CwXWu89Loc9br4S33nkt9H%2bvd%2bwNFmRrjv5YDkY4GP7Axle13Byc1NKVL99iuU%2bGDwgYDg/7dEAY9MFbKkwck48A4%2bCMFjCo14CQpk0KBoxAL1RcBRDXDoxr3u77Wnj1tW7hlR7P6fbVHt102%2bP1bgoEjHjrnVf1nq4Z6bojQMAIm22uzATTLX2a5ft%2bPl31csu5wx8O6avbAQPf0O3Hn/QT66/gUKoAgYYFIDCAIBUmFWnI9CiqWKobbMeOH6rRx/mXXn42vPhS12jPhpdfeVaAeC5jw6gxHxU0U2lJTXsJB8QNltx8uyJb6Xbj%2bznoNmBgH1Vi9slB9gHmo4/7ankiJRQQ2f9EWOL6YKkxNBNLAAEMZ8WUaSP12G3EqMHh5VefDT1eez68%2bHLX0O35P4fnuz%2bt9sKLzygor/V8Xg0dSBurtKIU9xbODrebHbul3%2bM%2bubfe6RHelryDmggRW4Do/94bsUx5iXorY4YzYtSYwVEnhmSpoRoxcVgGCsf22VABcoA42iW89np3dfq5bp0z47j7C8/IZ89LOjwnAXhbU2hOshbhLXrxrDU17zXSJf308%2bL1i5xTzs1VGSDMTJkBhPJFqgwZ2k9TwzUCRowaY4IJGFQR9tl6RSFt3h/8ZugmjvKbzz73VOj67JOZOQivvPqcpki/Ab0yXQGEtNVO5y0%2beUt7Dz/3W%2bazX%2b6Ts9zrprnpRi72euNF3Uec3njrZa3XMMPTw9lAVF1EASQ1mMJ5/xyncPRlcfKZrk%2bELs90UmMfQJ59rrOyA2GkIlCCvd%2bYHbvV%2bQvyrbvPYXzu4lbclqefp2sY3CcH7bq/0EXtVUGeCGg%2bCjDk5EuSqwAEIKQLTQuOkBoAASMwb2dNPE1AYQrnPxxiIsv3cfjFl56RqD8R/vz042Id9RzHz3R9UhkIAO/K75A%2b6IqLa1ph0mm4L9im8xg/Lv7MZq6TrUJJB5tzChKB7t27CA276H4%2bL7uoUhM1UuTNt3toalhamGBi7w9%2bSwEhd9EMGGLHb2nqmMi%2bEXr1flHBJOqd/9xB7PHQWYB4uktHPUfke4gO8H30xUFwcSUt0pI7a7atScxKSu%2bcuO/ll/mM6wnn%2bZ5Xpxw/3OWZJ7JcLKYlSo2h3q/37l6gE7Sy/QZQOYwVJp69tZTCELb9BrwRr%2bmVtb195Lt/lt99qvPj0TpmTHjn3dcUQBhEGqEtVBsHgrLrJdfLq4OSluD03LSZY2JJtnN0sdyjZPKIkOvcuYP%2bOHQkIrY1ahoInRUIY4HpxWs9u0cQXsnE0nr71wt6%2b779euk%2b57iGFAA4GMBvPPlUBzVA4Jjf43pYQzq50CKisMHLLu26g%2bF9SNqPuPmxf04bzvfS6pTr9EQ7GUT7wFb3n%2bwQnniyvWzbKxiWn08qC9AL6jfa0EPL1fOq6DiFc252/GrBMdQGNJxHZJ/q3EEtD0KH0EUAACyYM1hSCd1AT%2bhQR4x6X/sI60GGKBhjxw/JQEnLsB97%2bWVLEzZm3Mdq%2ber0Yci1b/9oeLxjm9CxU1s19v3YB/Z0F0sJLVeJPqAXMAPR6hn7eyoHTpIq6ZbPaHCoKlwPwwBcNY%2bI2WMAAAk/SURBVEAM0J9/4emMTaQSaUTpJCVoyqzq0J321wrDShLVxauNsSW27ZI63rWOHGVzHb1uON8ZKPewOU/usTYPhXYCQrv2j4QOj7cJ7Ts8JtvHIhBtMyAYZKoXXsef62YaQbUgRSir1HF1lB7/tW6x538uWjcF7WnVgA4KLADzO1QfnykCAmmEfqimDMpXHdLDbeiwfgXVxzvXoZ/0Lzhn1cjafQxQuV%2bu9cOtwqOPPRQeefRB2T4oADyqgAACgyJKmhIRBCJnQOTF0lPkBUkRnDDroluctXIKOPkyyz1wHCax5XdgQKHIRj0RgTVhfVMrChXn/UG2P4h9YQnOOFsw1hX4jrX3PdWYbiPWvo/lHnioZXio9X3hoYda6faRRx8Ibdq2VkaYPliOGgjt48A7Zox4pmu%2bYnhb6z2%2bg%2bEgAABmDOikDOA6RJB7v/RKV00Vmxb3yESVAafVBcdxkHMwxD/jPPMarn%2b7b49snSHVKKoMn2H8Tq7V/feE%2b1rdHVred1e47/67df%2bBB1uGBx/Kg6Ga0LFtcMFkwF45/qw1/PECNjgYDgS9RAoGRtPD/fiOM0wnSlFYe/cx/XAR9fbcy6lrhW/tfE91qneflzPt6fXGS8mx7feMvQjVLHfX3c3CXXc3D3ff0yLcc%2b%2bdCkTL%2b%2b5WA5wHHry3EAjEMlYMZ4iVsQ5ZetwMCGeHtbxPKWBt2z2sLOC%2bbLu/YDND9MR1xFPCwfCya46%2bVGAAB4BUGS/X%2bRb/hazNB2jYhuVa3Nk03HmXgYDdI0Dc29KAgA3Yg5Imj4lOWGo8mohkm0wnUo1IdQIw3Di28x2VSQjwE0%2b2U91xPXC26HpBBILBGxCv2PxEnFPBjcY1r/Sw9QRba%2bgaXpB2G4NtL7zURcE1Ropoq0lAnu8sALRoElrciTUNDsbdAoQDAAtIh4cfuV%2bZ8GgbA4LBt233SCKW7ZXKaZp4g6OCKQ4aQKYdfIf78X30hs%2bcIV5mAQEwvB1HWLs974500b6EOYsB0dUcl2v4PinG7%2bpvFgSmk25hXKcn2oZcs%2baNQ/MWjQ2EuyIAGQscAISylYDwgA4aMKgYAAGNccDKqJVQQOjYqZ06%2bcRT7TMRdQMg2MO9%2bH7bdq31e6QRA3TmeOoACg5p%2bsSUApiUMZzrKt9xQcW5jp2Mpew/IWPS/U5tss8UgKZNGwZAaNa8kYJwp4CgqSB6cG/Lu6IOmChSMjEAcEYYIA9kgEBnnDJw8gBZpPPpo8dyLdc7cApYFERMwehqgPhcAWBcT9AZTy2u90bO79k%2b9jfthKlt2j6sjGXfAibXyHW5xk0ahCZiTZs2Cs2bN86nQcICTYUH7s1EkXKpoDxoJfRBymjrVgoC1vrhPDikSps2ljL8sDlvjutAOzyW6Ej7aNaBWpdo%2b6SOz026PmtNmLPlSRXStuqkp%2bdj8pu6H3uc1DinY5DxKACNGwsIMKFZZEEEwViQrwytHjA2AMT9AghguEbgtAGSZwjgOCg0W7DBmeIaYtFqk1WVTkmqWCq1DU891T6bpD2dlF/syaeM2txbnY2/haPKzEctIA94sB66z/oeGWfr1veHXMNGdwRAaCrOkwaA0KxFEwXAmNC8oCrgcMuWdxVUCfZb3X%2bvgmLAWMqgHa4XDMwiYOliADysBghZVemYn48AjLXjxpq84LbNWETU/Z7uOGn6ECZjuF%2bCZGO8WwN2H%2bOP2sZYcw0b3qEM0FQQFjRpYkwwXUAgjRF3wYh70AbrF9CKeyND6CXuLWLLvfeZfijSsOMhSxUG98gjeRDc2rZ9OALySKYbLrJ27pFMX/jMAWzX7lG9F79z/wMtFXwauntjkBgLpd37HMbYSgCx1G0VcnfcUS80EhAaNWqgzisbojA2bdYwSw3Vh1gtHBgrnU0UHAABHH4gY4qzhP3IFmeIs%2bThh/OCmgLibGndulWmL5w3ZhmQOMH9iLQ1b3epk%2b6wOd1CRd2DAwsejMxQBtQXABo0rB8aNb5DHackmvON1JQVYjhLpHFcWZF1kHkzdrT41QD8Mx9ECg66AUNwiMF5lWGQj8YJGo4DVNayR4D9mGjjeNbMAYL8HinMuJvHlOY8Y2p5353xe3cKAPXrhYaN6quTVhHMYY1%2b3LfPGiogDoA1T00UMPuBpkkzZWDpgOSHLfItsxY7o2d0wCLTUnMe4WqNtTYRbe25LNHyiuROpx0sv%2bvMZExNmjbKxmvXNbNURtMcxFb3hFy9ereF%2bvVvD3c0iExodIdZY6yBpobZHZlONBWxbNrUgbL04IcQUW%2bqXDwbN7kj9OnTK7w3sH94vWcPiebDUsq6hAkTx8vM8MUwUM4/162rnu/TR2Zx7/SRjq57GDFyuDQt7fQ%2bDqgzCIdVsLV3sQg3S9jaLLK3adQyS18LnAIRBZ775G677U/h9ttvDWzr179NHW3QoH5AGxDIhgJKQ02RBgaKgNEwAmTls0EGRLPmjbNmyijXQgfZvn0bKVcdJaL362cPytT7yac6abQ7dGgjbXJnEbxHlNadnuggYtdGj4ly4b2bqiOWmla56F/SYLjDaSpbcBpn1qJFvvVXAOrVuz3UE%2bcNCLNbIzAZQ6JWAI4CFLcA0zAyp2kR8r7foGE9ZYJrCkwi7UgzE9oGFs3IIsTWBt5YgXTBvVvp7qnVXI/Tzy0lm2SMaJaMxR22MeVFPHfrrX8Mf/zjH8RuCezfemueEbfffpuBk1j9egaGp4yyxBnhXWUCRL7BsgG4sy5QJq7NC2hpYtVcGYBo%2bSyVc3fF7xnLmmpeewo2bZroFhUtNnh2LL/bzIBt4nrWvIkx4A9/uCX86U9/iGlwuzrOMUBw7Maxnrvj9izqphWWDmnVaJ5QrnmLwqriA3P9aJZQ1mej3o16VF1kXXSbNc9vYZHplY1D01jGR0Asbe18w3iuSTzPfs6jDwhEGBbccsvvlRV5JlgqkBpsNfpiphP1CxnQ1Frrxo3zoqkDKbgmD4IP2JmSV3Kj6J1R5IhWSum88waqa5Ub4%2bO%2b2TlJOVLRUriejpnzud/97r%2bE3//%2bdwoAdsst/1W2v1cDCGcHwDggljZy/o9/yAACFBdN9ukvGjaoHwdhwqo/2iieEwNAAHUtSQXLha5JNlttHMtbnt6NEhD5Tf3dqFcpcz1lGyW/yfl6Yv8P1p7TZgv2VqsAAAAASUVORK5CYII=' /%3e%3c/svg%3e)
When you sign up you get a free 40-page PDF Fixed deposit comparison report.
- ranks all the fixed deposits in SA
- rankings for different investment amounts & senior citizens
- you receive it monthly
