0.001 p
|
{$ $parent.$ctrl.customFormatted(1e-09) $} µ
|
0.01 p
|
{$ $parent.$ctrl.customFormatted(1e-08) $} µ
|
0.1 p
|
{$ $parent.$ctrl.customFormatted(1.0000000000000001e-07) $} µ
|
1 p
|
{$ $parent.$ctrl.customFormatted(1e-06) $} µ
|
2 p
|
{$ $parent.$ctrl.customFormatted(2e-06) $} µ
|
3 p
|
{$ $parent.$ctrl.customFormatted(3e-06) $} µ
|
4 p
|
{$ $parent.$ctrl.customFormatted(4e-06) $} µ
|
5 p
|
{$ $parent.$ctrl.customFormatted(4.9999999999999996e-06) $} µ
|
6 p
|
{$ $parent.$ctrl.customFormatted(6e-06) $} µ
|
7 p
|
{$ $parent.$ctrl.customFormatted(7.000000000000001e-06) $} µ
|
8 p
|
{$ $parent.$ctrl.customFormatted(8e-06) $} µ
|
9 p
|
{$ $parent.$ctrl.customFormatted(9e-06) $} µ
|
10 p
|
{$ $parent.$ctrl.customFormatted(9.999999999999999e-06) $} µ
|
20 p
|
{$ $parent.$ctrl.customFormatted(1.9999999999999998e-05) $} µ
|
30 p
|
{$ $parent.$ctrl.customFormatted(3e-05) $} µ
|
40 p
|
{$ $parent.$ctrl.customFormatted(3.9999999999999996e-05) $} µ
|
50 p
|
{$ $parent.$ctrl.customFormatted(5e-05) $} µ
|
60 p
|
{$ $parent.$ctrl.customFormatted(6e-05) $} µ
|
70 p
|
{$ $parent.$ctrl.customFormatted(7.000000000000001e-05) $} µ
|
80 p
|
{$ $parent.$ctrl.customFormatted(7.999999999999999e-05) $} µ
|
90 p
|
{$ $parent.$ctrl.customFormatted(9e-05) $} µ
|
100 p
|
{$ $parent.$ctrl.customFormatted(0.0001) $} µ
|
1000 p
|
{$ $parent.$ctrl.customFormatted(0.001) $} µ
|