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Reverse Engineering Metamagic Rods
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<blockquote data-quote="thorian" data-source="post: 1967875" data-attributes="member: 4727"><p>I spent a few minutes and tried to derive an elegant equation which explains how to generate the cost of a metamagic rod. I came up with a simple solution, except there is one rod which doesn’t match up (the lesser quicken rod).</p><p></p><p>Here is the equation:</p><p></p><p>((L*2)-1)*(M^2)*300gp</p><p></p><p>L = the level adjustment of the metamagic feat which the rod duplicates</p><p>M = the maximum level of spell which the rod is able to effect</p><p></p><p>[code]</p><p>[b][u]type M L cost Calc[/u][/b]</p><p>lesser 3 1 3000 2700</p><p>regular 6 1 11000 10800</p><p>greater 9 1 24500 24300</p><p>lesser 3 2 9000 8100</p><p>regular 6 2 32500 32400</p><p>greater 9 2 73000 72900</p><p>lesser 3 3 14000 13500</p><p>regular 6 3 54000 54000</p><p>greater 9 3 121500 121500</p><p>lesser 3 4 35000 18900 (why?)</p><p>regular 6 4 75500 75600</p><p>greater 9 4 170000 170100</p><p>[/code]</p><p>If anyone can derive a better equation, that would be great. I’d like to see if someone can generate an exact formula.</p></blockquote><p></p>
[QUOTE="thorian, post: 1967875, member: 4727"] I spent a few minutes and tried to derive an elegant equation which explains how to generate the cost of a metamagic rod. I came up with a simple solution, except there is one rod which doesn’t match up (the lesser quicken rod). Here is the equation: ((L*2)-1)*(M^2)*300gp L = the level adjustment of the metamagic feat which the rod duplicates M = the maximum level of spell which the rod is able to effect [code] [b][u]type M L cost Calc[/u][/b] lesser 3 1 3000 2700 regular 6 1 11000 10800 greater 9 1 24500 24300 lesser 3 2 9000 8100 regular 6 2 32500 32400 greater 9 2 73000 72900 lesser 3 3 14000 13500 regular 6 3 54000 54000 greater 9 3 121500 121500 lesser 3 4 35000 18900 (why?) regular 6 4 75500 75600 greater 9 4 170000 170100 [/code] If anyone can derive a better equation, that would be great. I’d like to see if someone can generate an exact formula. [/QUOTE]
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