------this artilce original from lasersafetyfacts
At the low end, around 5 to 50 milliwatts, a Class 3B laser poses a moderate risk of eye injury. It is unlikely that a handheld beam aimed from more than a few dozen feet away would cause injury -- laser light could not stay on one spot on the retina long enough for heat to build up to injurious levels. However, the risk is increased if the beam is held steady or if the laser is relatively close to the eye.
As the laser power increases, the risk of eye injury also increases. At the high end, around 250 to 500 milliwatts, even a brief exposure could cause retinal damage.
The Nominal Ocular Hazard Distance (NOHD) for a lower-powered 50 mW Class 3B visible-beam laser with a tight beam (0.5 milliradian divergence) is 330 ft (100 m).
The Nominal Ocular Hazard Distance (NOHD) for the most powerful 499 mW Class 3B visible-beam laser with a tight beam is 1,050 ft (320 m).
Additional types of Class 3B lasers are listed in the Laser hazard distance chart.
Color indicates the relative hazard: Red = potential injury, green = unlikely injury. Beyond the Nominal Ocular Hazard Distance, the chance of injury is “vanishingly small” according to safety experts.
Looking at the laser dot from the most powerful Class 3B laser, 499 milliwatts, for more than 10 minutes is an eye hazard within 5 in (12 cm) of the laser.
The most powerful Class 3B laser beam (499 mW) can temporarily flashblind a pilot or driver, causing afterimages, within 1 mile (1.6 km) of the laser.
It can cause glare, blocking a pilot or driver's vision, within 4.4 miles (7.1 km) of the laser.
It can cause distraction, being brighter than surrounding lights, within 44 miles (71 km) of the laser.
The more the beam spreads out, the shorter the hazard distances. For example, for a 499 mW 555 nm green laser pointer with a beam spread of 1 milliradian, divide the above numbers by 2 to find the visual interference distances.
Green is the most visible color to the human eye. It will appear brighter and more distracting than other colors of equal power. For red, divide the above numbers by about 5 to get an approximation of the visual interference distances. For blue, divide the above numbers by about 20.