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Let me explain slightly differently. If you have a continuum between letting zero particles through and 100% particles through, then there is a gradient between how effective a mask is. The experiment was talking about N95 masks stopping 95% of particles. So most people will look at this as saying, "Well, if it cuts out 95% of particles, maybe you get a 95% drop in transmission."
The point I was making was that lets say (hypothetically) you only need 1 particle to get into your system. It then multiplies. That would mean a mask that cuts out 95% of particles will be very ineffective, because 5% still get through. That 5% could be billions of particles. In this scenario, the outcome is binary. The mask needs to cut 100% of particles, else it doesn't work at all.
The truth probably lies somewhere in the middle. i.e. you need a certain number of particles to get into your system for the chance of one of them to take a hold. But considering the particles are tiny, 95% effective masks could mean billions of particles into your system.
So, given just the 95% reduction in particles data, that might mean virtually no difference to the rate of slowing of the virus.
The point I was making was that lets say (hypothetically) you only need 1 particle to get into your system. It then multiplies. That would mean a mask that cuts out 95% of particles will be very ineffective, because 5% still get through. That 5% could be billions of particles. In this scenario, the outcome is binary. The mask needs to cut 100% of particles, else it doesn't work at all.
The truth probably lies somewhere in the middle. i.e. you need a certain number of particles to get into your system for the chance of one of them to take a hold. But considering the particles are tiny, 95% effective masks could mean billions of particles into your system.
So, given just the 95% reduction in particles data, that might mean virtually no difference to the rate of slowing of the virus.