Living life to the fullest - Can I have daily sex with IPP?

[staphylococcusecoli]

Dr. Eid writes the following:
"I estimate that an implant placed today will most likely last 10 to 15 years. Several patients in my practice have a working penile implant for more than 20 years. Like any other mechanical device, the penile implant is subject to wear and tear and the more it is used the sooner it will breakdown. Average use of a penile implant is considered to be one to two times per week."
https://www.urologicalcare.com/life-exp ... e-implant/

What do you guys think about the following calculation?

Will the IPP fail in 1-4 years if I live my life to the fullest by fucking my girlfriend everyday? (BTW - she wants sex everyday.)

Problem:
If having sex 1–2 times per week equates to an IPP lasting 10–15 years, then having sex 7 times per week would equate to X years (assuming an inverse relationship due to wear and tear).

Answer by AI:
To calculate X, we can set up an equation based on the inverse relationship you described. An inverse relationship means that the frequency of use multiplied by the lifespan equals a constant "wear and tear" capacity (C).

Step 1: Define the equation

Step 2: Find the range of the constant capacity (C)

Using your baseline of 1 to 2 times per week lasting 10 to 15 years, we can find the minimum and maximum capacity:

* Minimum Capacity: 1 time per week × 10 years = 10
* Maximum Capacity: 2 times per week × 15 years = 30
* (Average Capacity: 1.5 times per week × 12.5 years = 18.75)

Step 3: Calculate X for 7 times per week
Now we divide the constant capacities by the new frequency (7 times per week) to solve for the new lifespan (X):

* Minimum X: 10 \div 7 \approx 1.43 years
* Maximum X: 30 \div 7 \approx 4.29 years
* (Average X: 18.75 \div 7 \approx 2.68 years)

Conclusion:
Assuming a strictly inverse relationship due to wear and tear, having sex 7 times per week would equate to the penile implant lasting between 1.4 and 4.3 years (with an average expectation of about 2.7 years).

Please tell me why this calculation is totally wrong and give me reassurance.