It happens literally every day. You have to think in rates. Conversion rates, birth rates, rates of acceleration or decay. So x normies are born annually and y normies wakeup. If x/y is a giant giant number then you are befucked, but wait; there's more, as x has w (normie spawnrate rate of increase) and y has z (normie awakenrate rate of increase) both in period u, which I would express austically as

the rate of "it's-over" times the rate of "it's-over" rate increase in a given year against the rate of "we're so back" times the rate of "we're so back" rate increase in that year.

It happens literally every day. You have to think in rates. Conversion rates, birth rates, rates of acceleration or decay. So x normies are born annually and y normies wakeup. If x/y is a giant giant number then you are befucked, but wait; there's more, as x has w (normie spawnrate rate of increase) and y has z (normie awakenrate rate of increase) both in year [t], which I would express austically as

the rate of "it's-over" times the rate of "it's-over" rate increase in a given year against the rate of "we're so back" times the rate of "we're so back" rate increase in that year.

It happens literally every day. You have to think in rates. Conversion rates, birth rates, rates of acceleration or decay. So x normies are born annually and y normies wakeup. If x/y is a giant giant number then you are befucked, but wait; there's more, as x has w (normie spawnrate rate of increase) and y has z (normie awakenrate rate of increase) both in year [t], which I would express austically as

the rate of "it's-over" times the rate of "it's-over" rate increase in a given year against the rate of "we're so back" times the rate of increase of "we're so back" rate in that year.

It happens literally every day. You have to think in rates. Conversion rates, birth rates, rates of acceleration or decay. So x normies are born annually and y normies wakeup. If x/y is a giant giant number then you are befucked, but wait; there's more, as x has w (normie spawnrate rate of increase) and y has z (normie awakenrate rate of increase) both in year [t], which I would express austically as

the rate of "it's-over" times the rate of "it's-over" rate increase in a given year against the "we're so back" rate times the rate of increase of "we're so back" rate in that year.