Are you posting your own book that you are selling for a few hundred dollars?

The book says it is TOP SECRET but there is all the public data you could ever want about this topic.

As a rough "audit of this audit," a single mile thick shell of the earth out here at the surface* is 201 million cubic miles. A cubic mile is 147 billion cubic feet. So the shell of earth is about 29.5 "thousand million billion" ("billion billion" or "quintillion" if I counted correctly) cubic feet. A cubic foot is about 28.3 liters, so that means our shell of the earth is about 834 "billion billion" (i.e. "quintillion") liters. If your bathtub is is 300 liters, then this is almost 3 billion-billion bathtubs.

I am not sure of the percentage that is oil, but if only 1 millionth of the earth's crust is oil, then our 50 million bathtubs per day from one millionth of that volume is about 3 million / (50/day) ~= 60,000 days ~= 160 years. Of course, we pump oil from more than one mile of the earth's crust. Prior to modern methods, there were predictions (i.e. in the 1970s) that we would run out of oil by the year 2000. Nowadays they estimate a century or two of oil?

These numbers are wags for an order of magnitude check. If you want real numbers, you can research oil reserves on EIA or any other source if you don't believe the US government.

* Not sure if this will discredit me because you reject the globe model.

Are you posting your own book that you are selling for a few hundred dollars?

The book says it is TOP SECRET but there is all the public data you could ever want about this topic.

As a rough "audit of this audit," a single mile thick shell of the earth out here at the surface* is 201 million cubic miles. A cubic mile is 147 billion cubic feet. So the shell of earth is about 29.5 "thousand million billion" ("billion billion" or "quintillion" if I counted correctly) cubic feet. A cubic foot is about 28.3 liters, so that means our shell of the earth is about 834 "billion billion" (i.e. "quintillion") liters. If your bathtub is is 300 liters, then this is almost 3 billion-billion bathtubs.

I am not sure of the percentage that is oil, but if only 1 millionth of the earth's crust is oil, then our 50 million bathtubs per day from one millionth of that volume is about 3 million / 50 ~= 60,000 days ~= 160 years. Of course, we pump oil from more than one mile of the earth's crust. Prior to modern methods, there were predictions (i.e. in the 1970s) that we would run out of oil by the year 2000. Nowadays they estimate a century or two of oil?

These numbers are wags for an order of magnitude check. If you want real numbers, you can research oil reserves on EIA or any other source if you don't believe the US government.

* Not sure if this will discredit me because you reject the globe model.

Are you posting your own book that you are selling for a few hundred dollars?

The book says it is TOP SECRET but there is all the public data you could ever want about this topic.

As a rough "audit of this audit," a single mile thick shell of the earth out here at the surface* is 201 million cubic miles. A cubic mile is 147 billion cubic feet. So the shell of earth is about 29.5 "thousand million billion" ("billion billion" or "quintillion" if I counted correctly) cubic feet. A cubic foot is about 28.3 liters, so that means our shell of the earth is about 834 "billion billion" (i.e. "quintillion") liters. If your bathtub is is 300 liters, then this is almost 3 billion-billion bathtubs.

I am not sure of the oil percentage, but if only 1 millionth of the earth's crust is oil, then our 50 million bathtubs per day from one millionth of that volume is about 3 million / 50 ~= 60,000 days ~= 160 years. Of course, we pump oil from more than one mile of the earth's crust. Prior to modern methods, there were predictions (i.e. in the 1970s) that we would run out of oil by the year 2000. Nowadays they estimate a century or two of oil?

These numbers are wags for an order of magnitude check. If you want real numbers, you can research oil reserves on EIA or any other source if you don't believe the US government.

* Not sure if this will discredit me because you reject the globe model.

Are you posting your own book that you are selling for a few hundred dollars?

The book says it is TOP SECRET but there is all the public data you could ever want about this topic.

As a rough "audit of this audit," a single mile thick shell of the earth out here at the surface* is 201 million cubic miles. A cubic mile is 147 billion cubic feet. So the shell of earth is about 29.5 "thousand million billion" ("billion billion" or "quintillion" if I counted correctly) cubic feet. A cubic foot is about 28.3 liters, so that means our shell of the earth is about 834 "billion billion" (i.e. "quintillion") liters. If your bathtub is is 300 liters, then this is almost 3 billion-billion bathtubs.

I am not sure of the oil percentage, but if only 1 millionth of the earth's crust is oil, then our 50 million bathtubs per day from one millionth of that volume is about 3 million / 50 ~= 60,000 days ~= 160 years. Of course, we pump oil from more than one mile of the earth's crust. Prior to modern methods, there were predictions (i.e. in the 1970s) that we would run out of oil by the year 2000. Nowadays they estimate a century or two of oil?

If you want real numbers, you can research oil reserves on EIA or any other source if you don't believe the US government.

* Not sure if this will discredit me because you reject the globe model.

Are you posting your own book that you are selling for a few hundred dollars?

The book says it is TOP SECRET but there is all the public data you could ever want about this topic.

As a rough "audit of this audit," a single mile thick shell of the earth out here at the surface* is 201 million cubic miles. A cubic mile is 147 billion cubic feet. So the shell of earth is about 29.5 "thousand million billion" ("billion billion" or "quintillion" if I counted correctly) cubic feet. A cubic foot is about 28.3 liters, so that means our shell of the earth is about 834 "billion billion" (i.e. "quintillion") liters. If your bathtub is is 300 liters, then this is almost 3 billion-billion bathtubs.

I am not sure of the oil percentage, but if only 1 millionth of the earth's crust is oil, then our 50 million bathtubs per day from one millionth of that volume is about 1 million / 50 ~= 20,000 days ~= 54 years. Of course, we pump oil from more than one mile of the earth's crust. Prior to modern methods, there were predictions (i.e. in the 1970s) that we would run out of oil by the year 2000. Nowadays they estimate a century or two of oil?

If you want real numbers, you can research oil reserves on EIA or any other source if you don't believe the US government.

* Not sure if this will discredit me because you reject the globe model.