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- #rep[com](/----------------------------------------------РОЛЛЫ----------------------------------------------/,)
- #rep[com](/40Т - Пентипл/,)
- #rep[brg](/<span class="dice">5d10\: \((\d{1,2}) \+ (\1) \+ (\1) \+ (\1) \+ (\1)\) = \d{1,2}<\/span>/ig,<span class="dice">5d10: $1 + $2 + $3 + $4 + $5 - <font color="yellow">40Т</font></span>)
- #rep[com](/25Т - Квадрипл/,)
- #rep[brg](/<span class="dice">5d10\: \((\d{1,2}) \+ (\d{1,2}) \+ (\2) \+ (\2) \+ (\2)\) = \d{1,2}<\/span>/ig,<span class="dice">5d10: $1 + $2 + $3 + $4 + $5 - <font color="yellow">25Т</font></span>)
- #rep[com](/18Т - 5дПали/,)
- #rep[brg](/<span class="dice">5d10\: \((\d{1,2}) \+ (\d{1,2}) \+ (\d{1,2}) \+ (\2) \+ (\1)\) = \d{1,2}<\/span>/ig,<span class="dice">5d10: $1 + $2 + $3 + $4 + $5 - <font color="yellow">18Т</font><font color="grey">, 5дПали</font></span>)
- #rep[com](/18Т - 5дСтрит/,)
- #rep[brg](/<span class="dice">5d10\: \(((1 \+ 2 \+ 3 \+ 4 \+ 5)|(2 \+ 3 \+ 4 \+ 5 \+ 6)|(3 \+ 4 \+ 5 \+ 6 \+ 7)|(4 \+ 5 \+ 6 \+ 7 \+ 8)|(5 \+ 6 \+ 7 \+ 8 \+ 9)|(6 \+ 7 \+ 8 \+ 9 \+ 10)|(7 \+ 8 \+ 9 \+ 10 \+ 1)|(8 \+ 9 \+ 10 \+ 1 \+ 2)|(9 \+ 10 \+ 1 \+ 2 \+ 3)|(10 \+ 1 \+ 2 \+ 3 \+ 4))\) = \d{1,2}<\/span>/ig,<span class="dice">5d10: $1 - <font color="yellow">18Т</font><font color="grey">, 5дСтрит</font></span>)
- #rep[com](/18Т - 5дРеверсСтрит/,)
- #rep[brg](/<span class="dice">5d10\: \(((10 \+ 9 \+ 8 \+ 7 \+ 6)|(9 \+ 8 \+ 7 \+ 6 \+ 5)|(8 \+ 7 \+ 6 \+ 5 \+ 4)|(7 \+ 6 \+ 5 \+ 4 \+ 3)|(6 \+ 5 \+ 4 \+ 3 \+ 2)|(5 \+ 4 \+ 3 \+ 2 \+ 1)|(4 \+ 3 \+ 2 \+ 1 \+ 10)|(3 \+ 2 \+ 1 \+ 10 \+ 9)|(2 \+ 1 \+ 10 \+ 9 \+ 8)|(1 \+ 10 \+ 9 \+ 8 \+ 7))\) = \d{1,2}<\/span>/ig,<span class="dice">5d10: $1 - <font color="yellow">18Т</font><font color="grey">, 5дРеверсСтрит</font></span>)
- #rep[com](/18Т - Трипл/,)
- #rep[brg](/<span class="dice">5d10\: \((\d{1,2}) \+ (\d{1,2}) \+ (\d{1,2}) \+ (\3) \+ (\3)\) = \d{1,2}<\/span>/ig,<span class="dice">5d10: $1 + $2 + $3 + $4 + $5 - <font color="yellow">18Т</font></span>)
- #rep[com](/15Т - Даблодабл/,)
- #rep[brg](/<span class="dice">5d10\: \((\d{1,2}) \+ (\d{1,2}) \+ (\2) \+ (\d{1,2}) \+ (\4)\) = \d{1,2}<\/span>/ig,<span class="dice">5d10: $1 + $2 + $3 + $4 + $5 - <font color="yellow">15Т</font></span>)
- #rep[com](/12Т - 4дПали/,)
- #rep[brg](/<span class="dice">5d10\: \((\d{1,2}) \+ (\d{1,2}) \+ (\d{1,2}) \+ (\3) \+ (\2)\) = \d{1,2}<\/span>/ig,<span class="dice">5d10: $1 + $2 + $3 + $4 + $5 - <font color="yellow">12Т</font><font color="grey">, 4дПали</font></span>)
- #rep[com](/12Т - 4дСтрит/,)
- #rep[brg](/<span class="dice">5d10\: \((\d{1,2}) \+ ((1 \+ 2 \+ 3 \+ 4)|(2 \+ 3 \+ 4 \+ 5)|(3 \+ 4 \+ 5 \+ 6)|(4 \+ 5 \+ 6 \+ 7)|(5 \+ 6 \+ 7 \+ 8)|(6 \+ 7 \+ 8 \+ 9)|(7 \+ 8 \+ 9 \+ 10)|(8 \+ 9 \+ 10 \+ 1)|(9 \+ 10 \+ 1 \+ 2)|(10 \+ 1 \+ 2 \+ 3))\) = \d{1,2}<\/span>/ig,<span class="dice">5d10: $1 + $2 - <font color="yellow">12Т</font></span>)
- #rep[com](/12Т - 4дРеверсСтрит/,)
- #rep[brg](/<span class="dice">5d10\: \((\d{1,2}) \+ ((10 \+ 9 \+ 8 \+ 7)|(9 \+ 8 \+ 7 \+ 6)|(8 \+ 7 \+ 6 \+ 5)|(7 \+ 6 \+ 5 \+ 4)|(6 \+ 5 \+ 4 \+ 3)|(5 \+ 4 \+ 3 \+ 2)|(4 \+ 3 \+ 2 \+ 1)|(3 \+ 2 \+ 1 \+ 10)|(2 \+ 1 \+ 10 \+ 9)|(1 \+ 10 \+ 9 \+ 8))\) = \d{1,2}<\/span>/ig,<span class="dice">5d10: $1 + $2 - <font color="yellow">12Т</font></span>)
- #rep[com](/12Т - Дабл/,)
- #rep[brg](/<span class="dice">5d10\: \((\d{1,2}) \+ (\d{1,2}) \+ (\d{1,2}) \+ (\d{1,2}) \+ (\4)\) = \d{1,2}<\/span>/ig,<span class="dice">5d10: $1 + $2 + $3 + $4 + $5 - <font color="yellow">12Т</font></span>)
- #rep[com](/9Т - 3дПали/,)
- #rep[brg](/<span class="dice">5d10\: \((\d{1,2}) \+ (\d{1,2}) \+ (\d{1,2}) \+ (\d{1,2}) \+ (\3)\) = \d{1,2}<\/span>/ig,<span class="dice">5d10: $1 + $2 + $3 + $4 + $5 - <font color="yellow">9Т</font></span>)
- #rep[com](/9Т - 3дСтрит/,)
- #rep[brg](/<span class="dice">5d10\: \((\d{1,2}) \+ (\d{1,2}) \+ ((1 \+ 2 \+ 3)|(2 \+ 3 \+ 4)|(3 \+ 4 \+ 5)|(4 \+ 5 \+ 6)|(5 \+ 6 \+ 7)|(6 \+ 7 \+ 8)|(7 \+ 8 \+ 9)|(8 \+ 9 \+ 10)|(9 \+ 10 \+ 1)|(10 \+ 1 \+ 2))\) = \d{1,2}<\/span>/ig,<span class="dice">5d10: $1 + $2 + $3 - <font color="yellow">9Т</font></span>)
- #rep[com](/9Т - 3дРеверсСтрит/,)
- #rep[brg](/<span class="dice">5d10\: \((\d{1,2}) \+ (\d{1,2}) \+ ((10 \+ 9 \+ 8)|(9 \+ 8 \+ 7)|(8 \+ 7 \+ 6)|(7 \+ 6 \+ 5)|(6 \+ 5 \+ 4)|(5 \+ 4 \+ 3)|(4 \+ 3 \+ 2)|(3 \+ 2 \+ 1)|(2 \+ 1 \+ 10)|(1 \+ 10 \+ 9))\) = \d{1,2}<\/span>/ig,<span class="dice">5d10: $1 + $2 + $3 - <font color="yellow">9Т</font></span>)
- #rep[com](/7Т - 7,8,9/,)
- #rep[brg](/<span class="dice">5d10\: \((\d{1,2}) \+ (\d{1,2}) \+ (\d{1,2}) \+ (\d{1,2}) \+ ([7-9])\) = \d{1,2}<\/span>/ig,<span class="dice">5d10: $1 + $2 + $3 + $4 + $5 - <font color="yellow">7Т</font></span>)
- #rep[com](/5Т - 4,5,6/,)
- #rep[brg](/<span class="dice">5d10\: \((\d{1,2}) \+ (\d{1,2}) \+ (\d{1,2}) \+ (\d{1,2}) \+ ([4-6])\) = \d{1,2}<\/span>/ig,<span class="dice">5d10: $1 + $2 + $3 + $4 + $5 - <font color="yellow">5Т</font></span>)
- #rep[com](/3Т - 1,2,3/,)
- #rep[brg](/<span class="dice">5d10\: \((\d{1,2}) \+ (\d{1,2}) \+ (\d{1,2}) \+ (\d{1,2}) \+ ([1-3])\) = \d{1,2}<\/span>/ig,<span class="dice">5d10: $1 + $2 + $3 + $4 + $5 - <font color="yellow">3Т</font></span>)
- #rep[com](/9Т - 10/,)
- #rep[brg](/<span class="dice">5d10\: \((\d{1,2}) \+ (\d{1,2}) \+ (\d{1,2}) \+ (\d{1,2}) \+ (10)\) = \d{1,2}<\/span>/ig,<span class="dice">5d10: $1 + $2 + $3 + $4 + $5 - <font color="yellow">9Т</font></span>)
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