Top Tweets for #useoftheruler

over 6 years ago

Update of the semi-log plot (ln(e^x)=x) with latest view on key-areas of the #COVID19 outbreak. #thatisbatd #coronavirus #useoftheruler #StayTheFHome #WashYourHands #usemaskifavailable ...& please “No Panic” Countries have shown the spread can be tackled. #FlattenTheCurve

Franck_McBecker's tweet photo. Update of the semi-log plot (ln(e^x)=x) with latest view on key-areas of the #COVID19 outbreak.

#thatisbatd
#coronavirus
#useoftheruler
#StayTheFHome
#WashYourHands
#usemaskifavailable

...& please “No Panic”
Countries have shown the spread can be tackled.

#FlattenTheCurve https://t.co/Uo6TARu17A

Franck McBecker @Franck_McBecker

over 6 years ago

@MarcoParigi1 Hi Marco. I call it simply the method of: #useoftheruler Note: added AUS recently and the area shows a stable exponential growth (as visible by - as we know as #engineersforscience - a straight line per ln(e^x)=x)

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