* * ^ ^ * } * { } } { { ^ } 1 } 2 } 3 } 4 } 5 } 6 } 7 } 8 } 9 } 0 } > 9 { 1 μ } < 0 μ 1 0 { μ { }} 0 ^ 0 0 {\ } = 0 1 { 0 \ } ≤ 0 < 1 \ 0 }} 1 {\ 0 == 0 }}} 0 2 { \ 1 }} { 2 \ { < 2 0 > 0 = 1 = 2 = = 3 = 5 = 4 = 9 = 8 = } ^ 1 2 ^ = { = > 1 < = ^ 2 1 > = * = ≤ 1 1 ≤ = < > 2 > > * 2 2 × 1 × 2 ≤ 2 < < 5 0 * 1 * < * 0 ≤ 3 0 × 0 5 1 5 × 5 2 * ≤ 5 < 3 1 · 0 3 * > < 4 0 / 0 4 * 5 * / 1 / 2 − 0 · 2 5 > 5 5 { > 3 < 8 0 % 1 3 > { * 3 2 / > 4 1 ^ > 8 1 4 > / * 8 > ^ < / 5 3 5 / = / < 9 0 8 2 4 < { 5 4 2 3 / / 3 3 { / } / 8 * 4 / { 3 8 < }

* * ^ ^ * } * { } } { { ^ } 1 } 2 } 3 } 4 } 5 } 6 } 7 } 8 } 9 } 0 } > 9 { 1 μ } < 0 μ 1 0 { μ { }} 0 ^ 0 0 {\ } = 0 1 { 0 \ } ≤ 0 < 1 \ 0 }} 1 {\ 0 == 0 }}} 0 2 { \ 1 }} { 2 \ { < 2 0 > 0 = 1 = 2 = = 3 = 5 = 4 = 9 = 8 = } ^ 1 2 ^ = { = > 1 < = ^ 2 1 > = * = ≤ 1 1 ≤ = < > 2 > > * 2 2 × 1 × 2 ≤ 2 < < 5 0 * 1 * < * 0 ≤ 3 0 × 0 5 1 5 × 5 2 * ≤ 5 < 3 1 · 0 3 * > < 4 0 / 0 4 * 5 * / 1 / 2 − 0 · 2 5 > 5 5 { > 3 < 8 0 % 1 3 > { * 3 2 / > 4 1 ^ > 8 1 4 > / * 8 > ^ < / 5 3 5 / = / < 9 0 8 2 4 < { 5 4 2 3 / / 3 3 { / } / 8 * 4 / { 3 8 < }

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