Size and grith Coloplast Titan
Posted: Sun Oct 27, 2019 5:39 am
Hi,
I have two more questions about Coloplast Titan. The other day I wrote about my concerns about mi size. I measure my dick with pump inflated to max and it was about 9,8/9,9 cm. Before sourgery, flaccid and streched at maximum, 10 cm.
But yesterday I took the measure with pump totally deflated and pennis flaccid, and, bad surprise: about 9,8 cm. So when in erection, no more length than flaccid!! The pennis only grows in girth when pump. Is it going to be like that forever? No more lenght? I thought that in erection, the pennis dilates because the fluid, and with cycling it recovers the length, but if lenght is the same flaccid than in erection, I cannot figure out how it is going to grow!!
Other thing is girth. In this case, the pennis do grow. And here is another question: I have read that Coloplast cylinders are 2,1 cm diameter. So as long as they are two, they sum 4,2 cm. Plus, let say, 2 mm in between, máximum pennis diameter will be 4,4 cm. So the girth, diameter multiplied by pi, will be as much as 13,82 cm (5,4"). Am I right?
I have two more questions about Coloplast Titan. The other day I wrote about my concerns about mi size. I measure my dick with pump inflated to max and it was about 9,8/9,9 cm. Before sourgery, flaccid and streched at maximum, 10 cm.
But yesterday I took the measure with pump totally deflated and pennis flaccid, and, bad surprise: about 9,8 cm. So when in erection, no more length than flaccid!! The pennis only grows in girth when pump. Is it going to be like that forever? No more lenght? I thought that in erection, the pennis dilates because the fluid, and with cycling it recovers the length, but if lenght is the same flaccid than in erection, I cannot figure out how it is going to grow!!
Other thing is girth. In this case, the pennis do grow. And here is another question: I have read that Coloplast cylinders are 2,1 cm diameter. So as long as they are two, they sum 4,2 cm. Plus, let say, 2 mm in between, máximum pennis diameter will be 4,4 cm. So the girth, diameter multiplied by pi, will be as much as 13,82 cm (5,4"). Am I right?