$8,497,840,000,000,000,000,000,000,000,000,000,000,000,000,000 (8,497,840,000 decillions). If it were desired to pay this in gold, 23.2 grains to the dollar, then taking spheres of pure gold the size of the earth, it would take 610,070,000,000,000,000 to pay for that cent. Placing these spheres in a straight row, their combined length would be 4,826,870,000,000,000,000 miles, a distance which it would take light (going at the rate of 186,330 miles per second) 820,890,000 years to travel.
The planets and stars of the entire solar and stellar universe, as seen by the great Lick telescope, if they were all in solid gold, would not nearly pay the amount. A single sphere to pay the whole amount, if placed with its centre at the sun, would have its surface extending 563,580,000 miles beyond the orbit of the planet Neptune, the farthest in our system.
It may be added that if the earth had contained a population of ten billions, each one making a million dollars a second, then to pay for that cent it would have required their combined earnings for 26,938,500,000,000,000,000,000 years.
Anyone can figure on this and see if it be correct.
Had Peter only thought to put one cent at interest, there would be no call now for Peter's pence.
With any accretion allowed, the concentration of wealth is irresistible. However small the amount of capital, if permitted to grow at any rate of increase it will ultimately absorb everything. Any finite quantity permitted any finite rate of increase, will, in finite time, gather all that is less than infinite.
The only difficulty in this accretion is to secure debtors that will not die. We inherit the property of our fathers, but fortunately we do not inherit their personal debts. This difficulty is being overcome by bonds of