import scala.annotation.tailrec import scala.io.StdIn.* import scala.math.* object ModInt: opaque type ModInt = Long extension (value: Long) inline def asModInt(using inline mod: Int): ModInt = value % mod extension (value: Int) inline def asModInt(using inline mod: Int): ModInt = value % mod trait Converter[T]: inline def convert(value: T)(using inline mod: Int): ModInt inline given Converter[Int] with override inline def convert(value: Int)(using inline mod: Int) = value.asModInt inline given Converter[Long] with override inline def convert(value: Long)(using inline mod: Int) = value.asModInt inline given Converter[ModInt] with override inline def convert(value: ModInt)(using inline mod: Int) = value extension (modInt: ModInt) inline def asLong(using inline mod: Int): Long = (modInt + mod) % mod inline def inverse(using inline mod: Int): ModInt = modInt.powMod(mod - 2) inline def powMod(exp: Long)(using inline mod: Int): ModInt = var result = 1L var base = modInt var e = exp while e > 0 do if (e & 1) == 1 then result = result * base % mod base = base * base % mod e >>= 1 result inline def powMod(exp: Int)(using inline mod: Int): ModInt = powMod(exp.toLong) extension [L: Converter, R: Converter] (left: L) inline def +(right: R)(using inline mod: Int): ModInt = (summon[Converter[L]].convert(left) + summon[Converter[R]].convert(right)).asModInt inline def -(right: R)(using inline mod: Int): ModInt = (summon[Converter[L]].convert(left) - summon[Converter[R]].convert(right)).asModInt inline def *(right: R)(using inline mod: Int): ModInt = (summon[Converter[L]].convert(left) * summon[Converter[R]].convert(right)).asModInt inline def /(right: R)(using inline mod: Int): ModInt = (summon[Converter[L]].convert(left) * summon[Converter[R]].convert(right).inverse).asModInt @main def main = import ModInt.* inline given mod: Int = 1000000007 val Array(n, k) = readLine().split(' ').map(_.toInt) val a = readLine().split(' ').map(_.toInt) val combination = Array.fill(n){1.asModInt} for i <- 1 until n do combination(i) = combination(i - 1) * (k + i) / i var result = 0.asModInt for i <- 0 until n do val current = a(i) * combination(i) * combination(n - i - 1) result += current println(result.asLong)