User:Killjoy

Test - does math work here

$P(L)=\{\begin{array}{cccc}\mathtt{\text{<mrow data-mjx-texclass="ORD">Floor<mo>\_</mo>sf<mn>3</mn></mrow>}}[0.126\times L^2+17.04\times L+291.8]& & & \text{Common}\\ \mathtt{\text{<mrow data-mjx-texclass="ORD">Floor<mo>\_</mo>sf<mn>3</mn></mrow>}}[0.307\times L^2+43.23\times L+735.4]& & & \text{Uncommon}\\ \mathtt{\text{<mrow data-mjx-texclass="ORD">Floor<mo>\_</mo>sf<mn>3</mn></mrow>}}[1.26\times L^2+172.5\times L+2940]& & & \text{Rare}\\ ???& & & \text{Epic}\end{array}$

Does it look better without the times

$P(L)=\{\begin{array}{cccc}\mathtt{\text{<mrow data-mjx-texclass="ORD">Floor<mo>\_</mo>sf<mn>3</mn></mrow>}}[0.126L^2+17.04L+291.8]& & & \text{Common}\\ \mathtt{\text{<mrow data-mjx-texclass="ORD">Floor<mo>\_</mo>sf<mn>3</mn></mrow>}}[0.307L^2+43.23L+735.4]& & & \text{Uncommon}\\ \mathtt{\text{<mrow data-mjx-texclass="ORD">Floor<mo>\_</mo>sf<mn>3</mn></mrow>}}[1.26L^2+172.5L+2940]& & & \text{Rare}\\ ???& & & \text{Epic}\end{array}$

Define Floor_sf3:

$\mathtt{\text{<mrow data-mjx-texclass="ORD">Floor<mo>\_</mo>sf<mn>3</mn></mrow>}}(x)=100\cdot \lfloor \frac{x}{100}\rfloor$