Gravitational anomaly (Mascons) creating water-hills
$begingroup$
A scenario in the far future -- The moon has been successfully terraformed. All problems have been worked-out, from flinging volatiles into collision course with the moon, up to creating and retaining a stable and breathable atmosphere. With state-of-the art technology, an artificial magnetic field shields the atmosphere from solar winds, and additional shielding retains it despite the moon's low gravity.
While deploying lunar orbiters, astronomers had to take mascons into account. The mascons create fluctuations in the surface gravity. Along with the moon's low gravity, the changes are sufficient to disturb lunar orbiters and kick them out of orbit, if the right orbit was not chosen. Here is a map of gravitational distribution affected by mascons. (View source here, from the GRAIL mission). I did not find information on how noticeable the anomaly would be to an astronaut standing on the surface.
The question -- One (among many) of those anomalies happens to be under the ocean's floor. Given the relatively high anomalies (did not find the exact figure in percentage compared to average), would the anomaly cause some water to "pile-up" and create a "hill" noticeable from some distance? Would that be a significant "curve" of the water's surface to make a tourist attractions for colonists and visitors alike?
gravity moons terraforming
$endgroup$
add a comment |
$begingroup$
A scenario in the far future -- The moon has been successfully terraformed. All problems have been worked-out, from flinging volatiles into collision course with the moon, up to creating and retaining a stable and breathable atmosphere. With state-of-the art technology, an artificial magnetic field shields the atmosphere from solar winds, and additional shielding retains it despite the moon's low gravity.
While deploying lunar orbiters, astronomers had to take mascons into account. The mascons create fluctuations in the surface gravity. Along with the moon's low gravity, the changes are sufficient to disturb lunar orbiters and kick them out of orbit, if the right orbit was not chosen. Here is a map of gravitational distribution affected by mascons. (View source here, from the GRAIL mission). I did not find information on how noticeable the anomaly would be to an astronaut standing on the surface.
The question -- One (among many) of those anomalies happens to be under the ocean's floor. Given the relatively high anomalies (did not find the exact figure in percentage compared to average), would the anomaly cause some water to "pile-up" and create a "hill" noticeable from some distance? Would that be a significant "curve" of the water's surface to make a tourist attractions for colonists and visitors alike?
gravity moons terraforming
$endgroup$
1
$begingroup$
it would be way too small to see.
$endgroup$
– Fattie
Dec 14 '18 at 20:47
2
$begingroup$
a great idea though! :)
$endgroup$
– Fattie
Dec 14 '18 at 20:47
add a comment |
$begingroup$
A scenario in the far future -- The moon has been successfully terraformed. All problems have been worked-out, from flinging volatiles into collision course with the moon, up to creating and retaining a stable and breathable atmosphere. With state-of-the art technology, an artificial magnetic field shields the atmosphere from solar winds, and additional shielding retains it despite the moon's low gravity.
While deploying lunar orbiters, astronomers had to take mascons into account. The mascons create fluctuations in the surface gravity. Along with the moon's low gravity, the changes are sufficient to disturb lunar orbiters and kick them out of orbit, if the right orbit was not chosen. Here is a map of gravitational distribution affected by mascons. (View source here, from the GRAIL mission). I did not find information on how noticeable the anomaly would be to an astronaut standing on the surface.
The question -- One (among many) of those anomalies happens to be under the ocean's floor. Given the relatively high anomalies (did not find the exact figure in percentage compared to average), would the anomaly cause some water to "pile-up" and create a "hill" noticeable from some distance? Would that be a significant "curve" of the water's surface to make a tourist attractions for colonists and visitors alike?
gravity moons terraforming
$endgroup$
A scenario in the far future -- The moon has been successfully terraformed. All problems have been worked-out, from flinging volatiles into collision course with the moon, up to creating and retaining a stable and breathable atmosphere. With state-of-the art technology, an artificial magnetic field shields the atmosphere from solar winds, and additional shielding retains it despite the moon's low gravity.
While deploying lunar orbiters, astronomers had to take mascons into account. The mascons create fluctuations in the surface gravity. Along with the moon's low gravity, the changes are sufficient to disturb lunar orbiters and kick them out of orbit, if the right orbit was not chosen. Here is a map of gravitational distribution affected by mascons. (View source here, from the GRAIL mission). I did not find information on how noticeable the anomaly would be to an astronaut standing on the surface.
The question -- One (among many) of those anomalies happens to be under the ocean's floor. Given the relatively high anomalies (did not find the exact figure in percentage compared to average), would the anomaly cause some water to "pile-up" and create a "hill" noticeable from some distance? Would that be a significant "curve" of the water's surface to make a tourist attractions for colonists and visitors alike?
gravity moons terraforming
gravity moons terraforming
asked Dec 14 '18 at 10:02
Christmas SnowChristmas Snow
2,632314
2,632314
1
$begingroup$
it would be way too small to see.
$endgroup$
– Fattie
Dec 14 '18 at 20:47
2
$begingroup$
a great idea though! :)
$endgroup$
– Fattie
Dec 14 '18 at 20:47
add a comment |
1
$begingroup$
it would be way too small to see.
$endgroup$
– Fattie
Dec 14 '18 at 20:47
2
$begingroup$
a great idea though! :)
$endgroup$
– Fattie
Dec 14 '18 at 20:47
1
1
$begingroup$
it would be way too small to see.
$endgroup$
– Fattie
Dec 14 '18 at 20:47
$begingroup$
it would be way too small to see.
$endgroup$
– Fattie
Dec 14 '18 at 20:47
2
2
$begingroup$
a great idea though! :)
$endgroup$
– Fattie
Dec 14 '18 at 20:47
$begingroup$
a great idea though! :)
$endgroup$
– Fattie
Dec 14 '18 at 20:47
add a comment |
3 Answers
3
active
oldest
votes
$begingroup$
This article gives us some useful numbers:
The mascons' gravitational anomaly is so great—half a percent—that it actually would be measurable to astronauts on the lunar surface. "If you were standing at the edge of one of the maria, a plumb bob would hang about a third of a degree off vertical, pointing toward the mascon," Konopliv says.
So the "water hill" would essentially be a plateau, hundreds of kilometers in diameter, with a slope of a third of a degree at the edges. It wouldn't be prominent enough to be noticeable, or distinguishable from the normal curvature of the Moon (where 1/3 degree is equivalent to 10 km).
Kicking satellites out of orbit might seem impressive, but keep in mind that this happens over time, after the satellites passes over the mascons many times and is nudged a tiny bit each time. And an orbit is a rather delicate thing. The local effects of a mascon are not really that impressive.
$endgroup$
1
$begingroup$
I'm struggling to think of a way to define "vertical" that's not "straight up and down" so that we could measure when gravity is no longer "vertical"....
$endgroup$
– Wildcard
Dec 15 '18 at 2:49
$begingroup$
@Wildcard Me too. What we perceive as vertical is exactly what the plumb bomb indicates. All you'd perceive is, that the terrain is slightly slanted, and by an amount that's negligible compared to the slanted terrains in mountainous regions, crater outskirts, etc. I even doubt that you would be able to realize that the horizon is not a straight line...
$endgroup$
– cmaster
Dec 15 '18 at 11:03
$begingroup$
@Wildcard "vertical" here means a straight line between you and the center of the Moon, I suppose, but that's indeed quite hard to measure.
$endgroup$
– Aetol
Dec 17 '18 at 9:39
add a comment |
$begingroup$
What you ask already happens on Earth, where gravitational anomalies influence the ocean level.
These hills and valleys are not visible to the naked eyes, but can be detected by satellites.
The first attempts of measuring G were actually done measuring gravitational anomalies close to large mountains.
I guess the same would happen on the Moon. There would be hills where gravity is lower than average and valleys where the gravity is higher than average, but they would hardly be noticeable to the naked eyes. Or even be perceived by the unaided human body.
$endgroup$
1
$begingroup$
Other way round. The hills (in the equipotential surface, relative to the reference ellipsoid) are where the gravity is higher than average; the valleys are where the gravity is lower than average.
$endgroup$
– ecatmur
Dec 14 '18 at 15:17
$begingroup$
@ecatmur Not necessarily this way round. Have a look at the wikipedia article - mascons can and do sometimes actually happen in a depression.
$endgroup$
– hitchhiker
Dec 14 '18 at 22:33
1
$begingroup$
@hitchhiker But once this depression is filled with an ocean, the water will concentrate at the location of the mascon.
$endgroup$
– cmaster
Dec 15 '18 at 11:05
add a comment |
$begingroup$
Here's a similar question which has an answer talking about the relative field strengths of Mascons compared to the regular surface gravity of the moon.
The short answer is that mascons produce tiny fractions of a percent of difference and you wouldn't notice the difference as you walked through them.
I would not expect that a Mascon would produce enough effect over a small enough area to be noticeable. Gravity as a force has a pretty shallow dropoff curve compared to the other fundamental forces, the International Space Station for example still receives about 89% of normal surface gravity at 250 miles up.
$endgroup$
add a comment |
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3 Answers
3
active
oldest
votes
3 Answers
3
active
oldest
votes
active
oldest
votes
active
oldest
votes
$begingroup$
This article gives us some useful numbers:
The mascons' gravitational anomaly is so great—half a percent—that it actually would be measurable to astronauts on the lunar surface. "If you were standing at the edge of one of the maria, a plumb bob would hang about a third of a degree off vertical, pointing toward the mascon," Konopliv says.
So the "water hill" would essentially be a plateau, hundreds of kilometers in diameter, with a slope of a third of a degree at the edges. It wouldn't be prominent enough to be noticeable, or distinguishable from the normal curvature of the Moon (where 1/3 degree is equivalent to 10 km).
Kicking satellites out of orbit might seem impressive, but keep in mind that this happens over time, after the satellites passes over the mascons many times and is nudged a tiny bit each time. And an orbit is a rather delicate thing. The local effects of a mascon are not really that impressive.
$endgroup$
1
$begingroup$
I'm struggling to think of a way to define "vertical" that's not "straight up and down" so that we could measure when gravity is no longer "vertical"....
$endgroup$
– Wildcard
Dec 15 '18 at 2:49
$begingroup$
@Wildcard Me too. What we perceive as vertical is exactly what the plumb bomb indicates. All you'd perceive is, that the terrain is slightly slanted, and by an amount that's negligible compared to the slanted terrains in mountainous regions, crater outskirts, etc. I even doubt that you would be able to realize that the horizon is not a straight line...
$endgroup$
– cmaster
Dec 15 '18 at 11:03
$begingroup$
@Wildcard "vertical" here means a straight line between you and the center of the Moon, I suppose, but that's indeed quite hard to measure.
$endgroup$
– Aetol
Dec 17 '18 at 9:39
add a comment |
$begingroup$
This article gives us some useful numbers:
The mascons' gravitational anomaly is so great—half a percent—that it actually would be measurable to astronauts on the lunar surface. "If you were standing at the edge of one of the maria, a plumb bob would hang about a third of a degree off vertical, pointing toward the mascon," Konopliv says.
So the "water hill" would essentially be a plateau, hundreds of kilometers in diameter, with a slope of a third of a degree at the edges. It wouldn't be prominent enough to be noticeable, or distinguishable from the normal curvature of the Moon (where 1/3 degree is equivalent to 10 km).
Kicking satellites out of orbit might seem impressive, but keep in mind that this happens over time, after the satellites passes over the mascons many times and is nudged a tiny bit each time. And an orbit is a rather delicate thing. The local effects of a mascon are not really that impressive.
$endgroup$
1
$begingroup$
I'm struggling to think of a way to define "vertical" that's not "straight up and down" so that we could measure when gravity is no longer "vertical"....
$endgroup$
– Wildcard
Dec 15 '18 at 2:49
$begingroup$
@Wildcard Me too. What we perceive as vertical is exactly what the plumb bomb indicates. All you'd perceive is, that the terrain is slightly slanted, and by an amount that's negligible compared to the slanted terrains in mountainous regions, crater outskirts, etc. I even doubt that you would be able to realize that the horizon is not a straight line...
$endgroup$
– cmaster
Dec 15 '18 at 11:03
$begingroup$
@Wildcard "vertical" here means a straight line between you and the center of the Moon, I suppose, but that's indeed quite hard to measure.
$endgroup$
– Aetol
Dec 17 '18 at 9:39
add a comment |
$begingroup$
This article gives us some useful numbers:
The mascons' gravitational anomaly is so great—half a percent—that it actually would be measurable to astronauts on the lunar surface. "If you were standing at the edge of one of the maria, a plumb bob would hang about a third of a degree off vertical, pointing toward the mascon," Konopliv says.
So the "water hill" would essentially be a plateau, hundreds of kilometers in diameter, with a slope of a third of a degree at the edges. It wouldn't be prominent enough to be noticeable, or distinguishable from the normal curvature of the Moon (where 1/3 degree is equivalent to 10 km).
Kicking satellites out of orbit might seem impressive, but keep in mind that this happens over time, after the satellites passes over the mascons many times and is nudged a tiny bit each time. And an orbit is a rather delicate thing. The local effects of a mascon are not really that impressive.
$endgroup$
This article gives us some useful numbers:
The mascons' gravitational anomaly is so great—half a percent—that it actually would be measurable to astronauts on the lunar surface. "If you were standing at the edge of one of the maria, a plumb bob would hang about a third of a degree off vertical, pointing toward the mascon," Konopliv says.
So the "water hill" would essentially be a plateau, hundreds of kilometers in diameter, with a slope of a third of a degree at the edges. It wouldn't be prominent enough to be noticeable, or distinguishable from the normal curvature of the Moon (where 1/3 degree is equivalent to 10 km).
Kicking satellites out of orbit might seem impressive, but keep in mind that this happens over time, after the satellites passes over the mascons many times and is nudged a tiny bit each time. And an orbit is a rather delicate thing. The local effects of a mascon are not really that impressive.
edited Dec 14 '18 at 11:40
answered Dec 14 '18 at 10:37
AetolAetol
40318
40318
1
$begingroup$
I'm struggling to think of a way to define "vertical" that's not "straight up and down" so that we could measure when gravity is no longer "vertical"....
$endgroup$
– Wildcard
Dec 15 '18 at 2:49
$begingroup$
@Wildcard Me too. What we perceive as vertical is exactly what the plumb bomb indicates. All you'd perceive is, that the terrain is slightly slanted, and by an amount that's negligible compared to the slanted terrains in mountainous regions, crater outskirts, etc. I even doubt that you would be able to realize that the horizon is not a straight line...
$endgroup$
– cmaster
Dec 15 '18 at 11:03
$begingroup$
@Wildcard "vertical" here means a straight line between you and the center of the Moon, I suppose, but that's indeed quite hard to measure.
$endgroup$
– Aetol
Dec 17 '18 at 9:39
add a comment |
1
$begingroup$
I'm struggling to think of a way to define "vertical" that's not "straight up and down" so that we could measure when gravity is no longer "vertical"....
$endgroup$
– Wildcard
Dec 15 '18 at 2:49
$begingroup$
@Wildcard Me too. What we perceive as vertical is exactly what the plumb bomb indicates. All you'd perceive is, that the terrain is slightly slanted, and by an amount that's negligible compared to the slanted terrains in mountainous regions, crater outskirts, etc. I even doubt that you would be able to realize that the horizon is not a straight line...
$endgroup$
– cmaster
Dec 15 '18 at 11:03
$begingroup$
@Wildcard "vertical" here means a straight line between you and the center of the Moon, I suppose, but that's indeed quite hard to measure.
$endgroup$
– Aetol
Dec 17 '18 at 9:39
1
1
$begingroup$
I'm struggling to think of a way to define "vertical" that's not "straight up and down" so that we could measure when gravity is no longer "vertical"....
$endgroup$
– Wildcard
Dec 15 '18 at 2:49
$begingroup$
I'm struggling to think of a way to define "vertical" that's not "straight up and down" so that we could measure when gravity is no longer "vertical"....
$endgroup$
– Wildcard
Dec 15 '18 at 2:49
$begingroup$
@Wildcard Me too. What we perceive as vertical is exactly what the plumb bomb indicates. All you'd perceive is, that the terrain is slightly slanted, and by an amount that's negligible compared to the slanted terrains in mountainous regions, crater outskirts, etc. I even doubt that you would be able to realize that the horizon is not a straight line...
$endgroup$
– cmaster
Dec 15 '18 at 11:03
$begingroup$
@Wildcard Me too. What we perceive as vertical is exactly what the plumb bomb indicates. All you'd perceive is, that the terrain is slightly slanted, and by an amount that's negligible compared to the slanted terrains in mountainous regions, crater outskirts, etc. I even doubt that you would be able to realize that the horizon is not a straight line...
$endgroup$
– cmaster
Dec 15 '18 at 11:03
$begingroup$
@Wildcard "vertical" here means a straight line between you and the center of the Moon, I suppose, but that's indeed quite hard to measure.
$endgroup$
– Aetol
Dec 17 '18 at 9:39
$begingroup$
@Wildcard "vertical" here means a straight line between you and the center of the Moon, I suppose, but that's indeed quite hard to measure.
$endgroup$
– Aetol
Dec 17 '18 at 9:39
add a comment |
$begingroup$
What you ask already happens on Earth, where gravitational anomalies influence the ocean level.
These hills and valleys are not visible to the naked eyes, but can be detected by satellites.
The first attempts of measuring G were actually done measuring gravitational anomalies close to large mountains.
I guess the same would happen on the Moon. There would be hills where gravity is lower than average and valleys where the gravity is higher than average, but they would hardly be noticeable to the naked eyes. Or even be perceived by the unaided human body.
$endgroup$
1
$begingroup$
Other way round. The hills (in the equipotential surface, relative to the reference ellipsoid) are where the gravity is higher than average; the valleys are where the gravity is lower than average.
$endgroup$
– ecatmur
Dec 14 '18 at 15:17
$begingroup$
@ecatmur Not necessarily this way round. Have a look at the wikipedia article - mascons can and do sometimes actually happen in a depression.
$endgroup$
– hitchhiker
Dec 14 '18 at 22:33
1
$begingroup$
@hitchhiker But once this depression is filled with an ocean, the water will concentrate at the location of the mascon.
$endgroup$
– cmaster
Dec 15 '18 at 11:05
add a comment |
$begingroup$
What you ask already happens on Earth, where gravitational anomalies influence the ocean level.
These hills and valleys are not visible to the naked eyes, but can be detected by satellites.
The first attempts of measuring G were actually done measuring gravitational anomalies close to large mountains.
I guess the same would happen on the Moon. There would be hills where gravity is lower than average and valleys where the gravity is higher than average, but they would hardly be noticeable to the naked eyes. Or even be perceived by the unaided human body.
$endgroup$
1
$begingroup$
Other way round. The hills (in the equipotential surface, relative to the reference ellipsoid) are where the gravity is higher than average; the valleys are where the gravity is lower than average.
$endgroup$
– ecatmur
Dec 14 '18 at 15:17
$begingroup$
@ecatmur Not necessarily this way round. Have a look at the wikipedia article - mascons can and do sometimes actually happen in a depression.
$endgroup$
– hitchhiker
Dec 14 '18 at 22:33
1
$begingroup$
@hitchhiker But once this depression is filled with an ocean, the water will concentrate at the location of the mascon.
$endgroup$
– cmaster
Dec 15 '18 at 11:05
add a comment |
$begingroup$
What you ask already happens on Earth, where gravitational anomalies influence the ocean level.
These hills and valleys are not visible to the naked eyes, but can be detected by satellites.
The first attempts of measuring G were actually done measuring gravitational anomalies close to large mountains.
I guess the same would happen on the Moon. There would be hills where gravity is lower than average and valleys where the gravity is higher than average, but they would hardly be noticeable to the naked eyes. Or even be perceived by the unaided human body.
$endgroup$
What you ask already happens on Earth, where gravitational anomalies influence the ocean level.
These hills and valleys are not visible to the naked eyes, but can be detected by satellites.
The first attempts of measuring G were actually done measuring gravitational anomalies close to large mountains.
I guess the same would happen on the Moon. There would be hills where gravity is lower than average and valleys where the gravity is higher than average, but they would hardly be noticeable to the naked eyes. Or even be perceived by the unaided human body.
edited Dec 14 '18 at 10:43
answered Dec 14 '18 at 10:31
L.Dutch♦L.Dutch
85.7k28201420
85.7k28201420
1
$begingroup$
Other way round. The hills (in the equipotential surface, relative to the reference ellipsoid) are where the gravity is higher than average; the valleys are where the gravity is lower than average.
$endgroup$
– ecatmur
Dec 14 '18 at 15:17
$begingroup$
@ecatmur Not necessarily this way round. Have a look at the wikipedia article - mascons can and do sometimes actually happen in a depression.
$endgroup$
– hitchhiker
Dec 14 '18 at 22:33
1
$begingroup$
@hitchhiker But once this depression is filled with an ocean, the water will concentrate at the location of the mascon.
$endgroup$
– cmaster
Dec 15 '18 at 11:05
add a comment |
1
$begingroup$
Other way round. The hills (in the equipotential surface, relative to the reference ellipsoid) are where the gravity is higher than average; the valleys are where the gravity is lower than average.
$endgroup$
– ecatmur
Dec 14 '18 at 15:17
$begingroup$
@ecatmur Not necessarily this way round. Have a look at the wikipedia article - mascons can and do sometimes actually happen in a depression.
$endgroup$
– hitchhiker
Dec 14 '18 at 22:33
1
$begingroup$
@hitchhiker But once this depression is filled with an ocean, the water will concentrate at the location of the mascon.
$endgroup$
– cmaster
Dec 15 '18 at 11:05
1
1
$begingroup$
Other way round. The hills (in the equipotential surface, relative to the reference ellipsoid) are where the gravity is higher than average; the valleys are where the gravity is lower than average.
$endgroup$
– ecatmur
Dec 14 '18 at 15:17
$begingroup$
Other way round. The hills (in the equipotential surface, relative to the reference ellipsoid) are where the gravity is higher than average; the valleys are where the gravity is lower than average.
$endgroup$
– ecatmur
Dec 14 '18 at 15:17
$begingroup$
@ecatmur Not necessarily this way round. Have a look at the wikipedia article - mascons can and do sometimes actually happen in a depression.
$endgroup$
– hitchhiker
Dec 14 '18 at 22:33
$begingroup$
@ecatmur Not necessarily this way round. Have a look at the wikipedia article - mascons can and do sometimes actually happen in a depression.
$endgroup$
– hitchhiker
Dec 14 '18 at 22:33
1
1
$begingroup$
@hitchhiker But once this depression is filled with an ocean, the water will concentrate at the location of the mascon.
$endgroup$
– cmaster
Dec 15 '18 at 11:05
$begingroup$
@hitchhiker But once this depression is filled with an ocean, the water will concentrate at the location of the mascon.
$endgroup$
– cmaster
Dec 15 '18 at 11:05
add a comment |
$begingroup$
Here's a similar question which has an answer talking about the relative field strengths of Mascons compared to the regular surface gravity of the moon.
The short answer is that mascons produce tiny fractions of a percent of difference and you wouldn't notice the difference as you walked through them.
I would not expect that a Mascon would produce enough effect over a small enough area to be noticeable. Gravity as a force has a pretty shallow dropoff curve compared to the other fundamental forces, the International Space Station for example still receives about 89% of normal surface gravity at 250 miles up.
$endgroup$
add a comment |
$begingroup$
Here's a similar question which has an answer talking about the relative field strengths of Mascons compared to the regular surface gravity of the moon.
The short answer is that mascons produce tiny fractions of a percent of difference and you wouldn't notice the difference as you walked through them.
I would not expect that a Mascon would produce enough effect over a small enough area to be noticeable. Gravity as a force has a pretty shallow dropoff curve compared to the other fundamental forces, the International Space Station for example still receives about 89% of normal surface gravity at 250 miles up.
$endgroup$
add a comment |
$begingroup$
Here's a similar question which has an answer talking about the relative field strengths of Mascons compared to the regular surface gravity of the moon.
The short answer is that mascons produce tiny fractions of a percent of difference and you wouldn't notice the difference as you walked through them.
I would not expect that a Mascon would produce enough effect over a small enough area to be noticeable. Gravity as a force has a pretty shallow dropoff curve compared to the other fundamental forces, the International Space Station for example still receives about 89% of normal surface gravity at 250 miles up.
$endgroup$
Here's a similar question which has an answer talking about the relative field strengths of Mascons compared to the regular surface gravity of the moon.
The short answer is that mascons produce tiny fractions of a percent of difference and you wouldn't notice the difference as you walked through them.
I would not expect that a Mascon would produce enough effect over a small enough area to be noticeable. Gravity as a force has a pretty shallow dropoff curve compared to the other fundamental forces, the International Space Station for example still receives about 89% of normal surface gravity at 250 miles up.
answered Dec 14 '18 at 10:46
RuadhanRuadhan
4,6491623
4,6491623
add a comment |
add a comment |
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1
$begingroup$
it would be way too small to see.
$endgroup$
– Fattie
Dec 14 '18 at 20:47
2
$begingroup$
a great idea though! :)
$endgroup$
– Fattie
Dec 14 '18 at 20:47