Difference between revisions of "User:B0rken"
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− | Given Melbourne's radial shape - why not use polar coordinates, with a wedge-shaped exclusion area for Port Philip Bay ... this would include the largest amount of homies with the least amount of bush time. Or am I reinventing the wheel here ... I just figure that if we're going to | + | Given Melbourne's radial shape - why not use polar coordinates, with a wedge-shaped exclusion area for Port Philip Bay ... this would include the largest amount of homies with the least amount of bush time. Or am I reinventing the wheel here ... I just figure that if we're going to f$ck around with the math to take the Sacred Dow's opening stat into consideration, we might as well do something about our schizophrenic graticules. |
I have no idea how to implement this - only that it can be done ... | I have no idea how to implement this - only that it can be done ... | ||
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+ | A revision of the Melbourne Graticule centering it closer to the CBD, and halving its height. Roughly 1/16th of this half- graticule is over water. Coords are -37.5 144.5, -37.5 145.5, -38 144.5, -38 144.5 . | ||
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+ | :I'm all for setting ourselves up with a slice a segment of a circle as a graticule in the long-term [[user:theduffman|theduffman]] |
Latest revision as of 03:30, 19 June 2008
I think that the Melbourne formula should include the following modifications
1. a Log [1] function to skew results towards the CBD so we see more interesting places and less bush, (as fun as the bush can be) [2]
2. ASX 200 [3] data, not the DOW [4]. Oi oi oi.
- I agree totally, a smaller graticule closer around the CBD and surrounding suburbs would be much better. Too much bush! zorg
Well the point was I guess that we can still use both degree box graticule things ... just fudge the data a bit so we don't get muddy boots. Leave that to the 'hardcore' geocachers.
Given Melbourne's radial shape - why not use polar coordinates, with a wedge-shaped exclusion area for Port Philip Bay ... this would include the largest amount of homies with the least amount of bush time. Or am I reinventing the wheel here ... I just figure that if we're going to f$ck around with the math to take the Sacred Dow's opening stat into consideration, we might as well do something about our schizophrenic graticules.
I have no idea how to implement this - only that it can be done ... The other option would be to use a half-graticule, centered over the CBD.
A revision of the Melbourne Graticule centering it closer to the CBD, and halving its height. Roughly 1/16th of this half- graticule is over water. Coords are -37.5 144.5, -37.5 145.5, -38 144.5, -38 144.5 .
- I'm all for setting ourselves up with a slice a segment of a circle as a graticule in the long-term theduffman