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Rates

Deposit & Lending Rates

Kasasa Cash

Comparison table of Kasasa Cash
Account Minimum Balance to Open Account Minimum Balance to Obtain Annual Percentage Yield Interest Rate Annual Percentage Yield Other
Kasasa Cash ($0.01–$10,000.00) $50 $0.01 1.98% 2.00% Apply Now
Kasasa Cash ($10,000.01 & above) $50 $10,000.01 0.15% 0.15% Apply Now
Kasasa Cash (qualifications not met) $50 $0.01 0.01% 0.01% Apply Now

Interest Checking

Comparison table of Interest Checking
Account Minimum Balance to Open Account Minimum Balance to Obtain Annual Percentage Yield Interest Rate Annual Percentage Yield Other
Interest Checking $1,000 $0.01 0.10% 0.10% Apply Now

Money Market

Comparison table of Money Market
Account Minimum Balance to Open Account Minimum Balance to Obtain Annual Percentage Yield Interest Rate Annual Percentage Yield Other
Money Market ($0.01–$2,499.99) $2,500 $0.01 0.20% 0.20% Apply Now
Money Market ($2,500.00–$9,999.99) $2,500 $2,500.00 0.50% 0.50% Apply Now
Money Market ($10,000.00–$39,999.99) $2,500 $10,000.00 0.75% 0.75% Apply Now
Money Market ($40,000.00–$79,999.99) $2,500 $40,000.00 1.25% 1.26% Apply Now
Money Market ($80,000.00–$249,999.99) $2,500 $80,000.00 1.95% 1.97% Apply Now
Money Market ($250,000.00–$499,999.99) $2,500 $250,000.00 2.15% 2.17% Apply Now
Money Market ($500,000.00–$999,999.99) $2,500 $500,000.00 2.25% 2.27% Apply Now
Money Market ($1,000,000.00 & Above) $2,500 $1,000,000.00 2.40% 2.43% Apply Now

CDs

Comparison table of CDs
Account Minimum Balance to Open Account Minimum Balance to Obtain Annual Percentage Yield Interest Rate Annual Percentage Yield Other
91 Day CD $1,000 $1,000.00 0.50% 0.50% Apply Now
183 Day CD $1,000 $1,000.00 3.80% 3.84% Apply Now
1 Year CD $1,000 $1,000.00 3.40% 3.40% Apply Now
2 Year CD $1,000 $1,000.00 3.35% 3.35% Apply Now
3 Year CD $1,000 $1,000.00 3.40% 3.40% Apply Now

Graduation CD

Comparison table of Graduation CD
Account Minimum Balance to Open Account Minimum Balance to Obtain Annual Percentage Yield Interest Rate Annual Percentage Yield  
1 Year Graduation CD $500 $500.00 3.40% 3.40%  
2 Year Graduation CD $500 $500.00 3.35% 3.35%  
3 Year Graduation CD $500 $500.00 3.40% 3.40%  

Savings

Comparison table of Savings
Account Minimum Balance to Open Account Minimum Balance to Obtain Annual Percentage Yield Interest Rate Annual Percentage Yield  
Regular Savings $100 $0.01 0.20% 0.20%  
Eaglee’s Savers Club $10 $0.01 0.20% 0.20%  
Student Savings $100 $0.01 0.20% 0.20%  

IRAs

Comparison table of IRAs
Account Minimum Balance to Open Account Minimum Balance to Obtain Annual Percentage Yield Interest Rate Annual Percentage Yield  
1 Year IRA $25 $25.00 3.40% 3.40%  
2 Year IRA $500 $500.00 3.35% 3.35%  
3 Year IRA $500 $500.00 3.40% 3.40%  

HSAs

Comparison table of HSAs
Account Minimum Balance to Open Account Minimum Balance to Obtain Annual Percentage Yield Interest Rate Annual Percentage Yield  
HSA ($2,500.00–$9,999.99) $25 $2,500.00 0.50% 0.50%  
HSA ($10,000.00 & Above) $25 $10,000.00 1.00% 1.00%  

Mortgage Rates

Comparison table of Mortgage Options
Product/Term Interest Rate Annual Percentage Rate* Learn More
30 Year Fixed Rate 6.750% 6.832% Learn More
The information provided assumes the purpose of the loan is to purchase a property, with a loan amount of $250,000 and an estimated property value of $312,500. The property is located in WI and is within Sauk county. The property is an existing single family home and will be used as a primary residence. An escrow (impound) account will not be established. The rate lock period is 45 days and the assumed credit score is 780.

For example, at a 6.750% interest rate, the APR for this loan type is 6.832%. The payment schedule would be:

  • 359 payments of $1,621.50 at an interest rate of 6.750%
  • 1 payment of $1,619.68 at an interest rate of 6.750%

The payment does not include real estate taxes and insurance. The actual payment obligation will be greater.

20 Year Fixed Rate 6.500% 6.606% Learn More
The information provided assumes the purpose of the loan is to purchase a property, with a loan amount of $250,000 and an estimated property value of $312,500. The property is located in WI and is within Sauk county. The property is an existing single family home and will be used as a primary residence. An escrow (impound) account will not be established. The rate lock period is 45 days and the assumed credit score is 780.

For example, at a 6.500% interest rate, the APR for this loan type is 6.606%. The payment schedule would be:

  • 239 payments of $1,863.93 at an interest rate of 6.500%
  • 1 payment of $1,864.69 at an interest rate of 6.500%

The payment does not include real estate taxes and insurance. The actual payment obligation will be greater.

15 Year Fixed Rate 6.125% 6.196% Learn More
The information provided assumes the purpose of the loan is to purchase a property, with a loan amount of $250,000 and an estimated property value of $312,500. The property is located in WI and is within Sauk county. The property is an existing single family home and will be used as a primary residence. An escrow (impound) account will not be established. The rate lock period is 45 days and the assumed credit score is 780.

For example, at a 6.125% interest rate, the APR for this loan type is 6.196%. The payment schedule would be:

  • 179 payments of $2,126.56 at an interest rate of 6.125%
  • 1 payment of $2,126.95 at an interest rate of 6.125%

The payment does not include real estate taxes and insurance. The actual payment obligation will be greater.

10 Year Fixed Rate 5.875% 5.975% Learn More
The information provided assumes the purpose of the loan is to purchase a property, with a loan amount of $250,000 and an estimated property value of $312,500. The property is located in WI and is within Sauk county. The property is an existing single family home and will be used as a primary residence. An escrow (impound) account will not be established. The rate lock period is 45 days and the assumed credit score is 780.

For example, at a 5.875% interest rate, the APR for this loan type is 5.975%. The payment schedule would be:

  • 119 payments of $2,759.85 at an interest rate of 5.875%
  • 1 payment of $2,759.28 at an interest rate of 5.875%

The payment does not include real estate taxes and insurance. The actual payment obligation will be greater.

7/6-month SOFR ARM 6.375% 6.968% Learn More
The information provided assumes the purpose of the loan is to purchase a property, with a loan amount of $250,000 and an estimated property value of $312,500. The property is located in WI and is within Sauk county. The property is an existing single family home and will be used as a primary residence. An escrow (impound) account will not be established. The rate lock period is 45 days and the assumed credit score is 780.

At a 6.375% initial interest rate, the APR for this loan type is 6.968%, subject to increase. Based on current market conditions, the payment schedule would be:

  • 84 payments of $1,559.67 at an interest rate of 6.375%
  • 275 payments of $1,699.56 at an interest rate of 7.375%
  • 1 payment of $1,700.71 at an interest rate of 7.375%

The payment does not include real estate taxes and insurance. The actual payment obligation will be greater.

5/6-month SOFR ARM 6.125% 6.985% Learn More
The information provided assumes the purpose of the loan is to purchase a property, with a loan amount of $250,000 and an estimated property value of $312,500. The property is located in WI and is within Sauk county. The property is an existing single family home and will be used as a primary residence. An escrow (impound) account will not be established. The rate lock period is 45 days and the assumed credit score is 780.

At a 6.125% initial interest rate, the APR for this loan type is 6.985%, subject to increase. Based on current market conditions, the payment schedule would be:

  • 60 payments of $1,519.03 at an interest rate of 6.125%
  • 299 payments of $1,702.89 at an interest rate of 7.375%
  • 1 payment of $1,703.44 at an interest rate of 7.375%

The payment does not include real estate taxes and insurance. The actual payment obligation will be greater.

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