Difference between revisions of "Barometer"

Barometer
(Item)
Weight	1
Bulk	1

Latest revision as of 08:00, 26 January 2024

A barometer is a device that gauges atmospheric pressure. It is used in Egypt to measure the altitude at the holder's location. Knowing your altitude is crucial to properly mixing a Ritual Tattoo, and is also helpful in planning Aqueduct routes.

Sources

Made in a Glory Hole. Menu options: Start Making > Special Projects (add spheres from the highest quality to lowest).

This item becomes available once you have begun the Test of the Ritual Tattoo.

Cost

Notes

Barometers, like other crafted tools, have a quality associated with them. A higher quality barometer is more accurate.

When combining three barometric spheres of exactly the same quality, the resulting barometer will have exactly that quality too. When combining spheres of different qualities, the barometer will get a resulting quality that is lower than the lowest of the three, according to this formula:

Sort the three qualities, so "Q1" is the lowest and the other two are "Q2" and "Q3". Then the resulting quality, "BQ", will be as follows:
BQ = 3 * Q1 - Q1 - Q2 - Q3

or simplified:

BQ = 2 * Q1 - Q2 - Q3

Since Q1 is always the lowest, the resulting quality will never be higher than Q1, and usually lower.

NOTE: You SHOULD use 3 barometric spheres close in quality. Your final result will NOT be an average, it will be lower than the lowest of the three sqheres, the closer the three are, the less you'll lose in total quality!

Use

When carried, a new menu option becomes available under Special > Measure Altitude. This immediately reports the altitude of your current location in Main, in feet and inches.

Typical altitudes are 0 (sea level) - 600 feet (top of a tall 'mountain') 1 7000+ Quality needed for charcoal brazier.

Research and Tuition

150 7000+ Quality required for Automatic Charcoal Production research

Accuracy

Data for a quality 1940 barometer

As in previous tales, barometers appear to report an altitude that varies according to the in-game time of day and the quality of the barometer.

The reported reading is the true altitude, plus or minus an error that follows a sine wave over the course of the game day:

 t = (Egypt minutes since midnight) / (24*60)
 reported altitude = true altitude + E * sin(2*pi*t)

E is the maximum error of the barometer, which depends in some (currently unknown) way on the barometer's quality. E is smaller for higher quality barometers.

All barometers are perfectly accurate at 12AM and 12PM gametime (sin(0) = sin(pi) = 0), and are most inaccurate at 6AM (too high by E inches) and 6PM (too low by E inches).

Determining E

You can find E for a given barometer by measuring the altitude of exactly the same spot at 6AM gametime, then again at 6PM gametime. Convert the readings to inches, then:

 E = ((reading at 6AM) - (reading at 6PM)) / 2

It's best to use a flat area with an obvious marker to stand at, so that you can be sure you're measuring at the same spot each time.

Make sure your test spot is at least 10 feet above sea level, you don't want either reading to be 0.

Quality vs E

Quality	6AM reading	6PM reading	E (inches)	Notes
1	?	?	60	from the T2 wiki
1940	41' 10" (502 inches)	33' 0" (396 inches)	53	T4 verified
3734	73' 0" (864 inches)	65' 1" (781 inches)	47.5	T4 verified
6517	72' 0" (864 inches)	66' 1" (793 inches)	35.5	T4 verified
8007	71' 3" (855 inches)	66' 10" (802 inches)	26.5	T4 verified

@@ Line 24: / Line 24: @@
 Barometers, like other crafted tools, have a [[quality]] associated with them. A higher quality barometer is more accurate.
-Final quality = The lowest quality of the three spheres, then subtract the difference in quality from that one to the other two, which means that if you add a high quality sphere to two low quality ones, you will get something really, really bad (down to q1 maybe). Keep all three as tight as possible in quality, and you'll end up with a result slightly lower than the lowest of the three.
+When combining three barometric spheres of exactly the same quality, the resulting barometer will have exactly that quality too. When combining spheres of different qualities, the barometer will get a resulting quality that is lower than the lowest of the three, according to this formula:
-Another way of putting it, which might fool you to think that the "average" is useful (it's a distraction here):
+ Sort the three qualities, so "Q1" is the lowest and the other two are "Q2" and "Q3". Then the resulting quality, "BQ", will be as follows:
- Final quality of a Barometer can be determined by doing the following formulas: Average = FLOOR((A + B + C) / 3).<br>
+  BQ = 3 * Q1 - Q1 - Q2 - Q3
-  Final quality = Average - ABS(Average - A) - ABS(Average - B) - ABS(Average - C)<br>
+or simplified:
- Where A, B and C are the quality of the [[Barometric Sphere]]s
+ BQ = 2 * Q1 - Q2 - Q3
+Since Q1 is always the lowest, the resulting quality will never be higher than Q1, and usually lower.
-'''NOTE''': You '''SHOULD''' use 3 barometric spheres close in quality.  The formula above uses the word average a lot, but your final result will '''NOT''' be an average, it will be lower than the lowest of the three, the closer the three are, the less you'll lose in total quality!
+'''NOTE''': You '''SHOULD''' use 3 barometric spheres close in quality.  Your final result will '''NOT''' be an average, it will be lower than the lowest of the three sqheres, the closer the three are, the less you'll lose in total quality!
 ==Use==