New Adventures of Queen Victoria by Pab Sungenis for April 03, 2012

Who’s gonna clean up after all these eternal bunnies?This can only spiral out of control.

Yummy, yummy, yommy; I got buni in my tumy!

But… this sequence is 1, 1, 2, 2, 4, 8 which is kind of exponential. The Fibonacci sequence is 1, 1, 2, 3, 5, 8, 13, …

very good!

Knock knockWho’s there?EtherEther who?Ether Bunny! Knock knockWho’s there?EstelleEstelle who?Estelle another Ether Bunny! Knock knockWho’s there?SamoaSamoa who?Samoa Ether Bunnies! Knock knockWho’s there?ConsumptionConsumption who?Consumption be done about all these Ether Bunnies? Knock knockWho’s there?CargoCargo who?Cargo “Beep beep!” and run over all the Ether Bunnies! Knock knockWho’s there?BooBoo who?Don’t cry — Ether Bunny’ll be back next year!

You’ve made the rest of us very hoppy.

So how did we get from panel 2 to panel 3? Parthenogenesis ?

Yes, YES, Inquiring Bunis want to know!!!!!

@TheWildSow—very funny!

every bunny loves some bunny sometime,every bunny loves some bunny newwhen it’s spring and love gets a flingevery bunny love will get renewed~~~

This is not a Fibonacci sequence.

Sweet fuzzy bunny mathematicians!

And they can multiply, too!