Problem:
Score : 400 points

Problem Statement

Consider a grid with H rows and W columns of squares. Let (r, c) denote the square at the r-th row from the top and the c-th column from the left.
Each square is painted black or white.

The grid is said to be good if and only if the following condition is satisfied:

From (1, 1), we can reach (H, W) by moving one square right or down repeatedly, while always being on a white square.

Note that (1, 1) and (H, W) must be white if the grid is good.

Your task is to make the grid good by repeating the operation below. Find the minimum number of operations needed to complete the task. It can be proved that you can always complete the task in a finite number of operations.

Choose four integers r_0, c_0, r_1, c_1(1 \leq r_0 \leq r_1 \leq H, 1 \leq c_0 \leq c_1 \leq W). For each pair r, c (r_0 \leq r \leq r_1, c_0 \leq c \leq c_1), invert the color of (r, c) - that is, from white to black and vice versa.

Constraints

2 \leq H, W \leq 100

Input

Input is given from Standard Input in the following format:

H W
s_{11} s_{12} \cdots s_{1W}
s_{21} s_{22} \cdots s_{2W}
\vdots
s_{H1} s_{H2} \cdots s_{HW}

Here s_{rc} represents the color of (r, c) - # stands for black, and . stands for white.

Output

Print the minimum number of operations needed.

Sample Input 1

3 3
.##
.#.
##.

Sample Output 1

1

Do the operation with (r_0, c_0, r_1, c_1) = (2, 2, 2, 2) to change just the color of (2, 2), and we are done.

Sample Input 2

2 2
#.
.#

Sample Output 2

2

Sample Input 3

4 4
..##
#...
###.
###.

Sample Output 3

0

No operation may be needed.

Sample Input 4

5 5
.#.#.
#.#.#
.#.#.
#.#.#
.#.#.

Sample Output 4

4

Solution in Rust (1.15.1) (judge verdict: Accepted)

#![allow(unused_imports)]pub mod pcl{pub mod polyfill{#[macro_use]pub mod io{use std::io::prelude::*;use std::io::stdin;use std::str::FromStr;#[macro_export]macro_rules!eprint{($($ args:tt)*)=>{<::std::io::Stderr as::std::io::Write>::write_fmt(&mut::std::io::stderr(),format_args!($($ args)*)).unwrap();};}#[macro_export]macro_rules!eprintln{()=>{eprint!("\n");};($ fmt:expr)=>{eprint!(concat!($ fmt,"\n"));};($ fmt:expr,$($ args:tt)*)=>{eprint!(concat!($ fmt,"\n"),$($ args)*);};}pub fn read_line()->String{let mut s=String::new();stdin().read_line(&mut s).unwrap();s.trim().to_string()}pub fn read<T:FromStr>()->T{read_from(stdin())}pub fn read_token()->String{read_token_from(stdin())}pub fn read_ascii()->char{read_ascii_from(stdin())}pub fn read_from<R:Read,T:FromStr>(read:R)->T{read_token_from(read).parse().unwrap_or_else(|_|panic!("failed to parse a value"))}pub fn read_token_from<R:Read>(read:R)->String{read.bytes().flat_map(|x|x.map(|x|x as char)).skip_while(|x|x.is_whitespace()).take_while(|x|!x.is_whitespace()).collect()}pub fn read_ascii_from<R:Read>(read:R)->char{read.bytes().flat_map(|x|x.map(|x|x as char)).skip_while(|x|x.is_whitespace()).next().expect("failed to get a next character")}}pub mod num{pub trait Zero{fn zero()->Self;fn is_zero(&self)->bool;}pub trait One{fn one()->Self;}macro_rules!impl_for_primitive{($ ty:ty;$ zero:expr,$ one:expr)=>{impl Zero for $ ty{fn zero()->Self{$ zero}fn is_zero(&self)->bool{*self==$ zero}}impl One for $ ty{fn one()->Self{$ one}}};}impl_for_primitive!(u8;0,1);impl_for_primitive!(u16;0,1);impl_for_primitive!(u32;0,1);impl_for_primitive!(u64;0,1);impl_for_primitive!(usize;0,1);impl_for_primitive!(i8;0,1);impl_for_primitive!(i16;0,1);impl_for_primitive!(i32;0,1);impl_for_primitive!(i64;0,1);impl_for_primitive!(isize;0,1);impl_for_primitive!(f32;0.0,1.0);impl_for_primitive!(f64;0.0,1.0);}pub mod std{pub mod ops{use std::ops::{Range,RangeFrom,RangeFull,RangeTo};pub enum Bound<T>{Included(T),Excluded(T),Unbounded,}pub trait RangeBounds<T>{fn start_bound(&self)->Bound<&T>;fn end_bound(&self)->Bound<&T>;fn contains<U>(&self,item:&U)->bool where T:PartialOrd<U>,U:?Sized+PartialOrd<T>,{(match self.start_bound(){Bound::Included(ref start)=>*start<=item,Bound::Excluded(ref start)=>*start<item,Bound::Unbounded=>true,})&&(match self.end_bound(){Bound::Included(ref end)=>item<=*end,Bound::Excluded(ref end)=>item<*end,Bound::Unbounded=>true,})}}impl<T>RangeBounds<T>for Range<T>{fn start_bound(&self)->Bound<&T>{Bound::Included(&self.start)}fn end_bound(&self)->Bound<&T>{Bound::Excluded(&self.end)}}impl<T>RangeBounds<T>for RangeFrom<T>{fn start_bound(&self)->Bound<&T>{Bound::Included(&self.start)}fn end_bound(&self)->Bound<&T>{Bound::Unbounded}}impl<T>RangeBounds<T>for RangeTo<T>{fn start_bound(&self)->Bound<&T>{Bound::Unbounded}fn end_bound(&self)->Bound<&T>{Bound::Excluded(&self.end)}}impl<T>RangeBounds<T>for RangeFull{fn start_bound(&self)->Bound<&T>{Bound::Unbounded}fn end_bound(&self)->Bound<&T>{Bound::Unbounded}}}}}pub mod compat{pub mod std{pub mod ops{pub use pcl::polyfill::std::ops::{Bound,RangeBounds};}}pub mod num{pub use pcl::polyfill::num::{One,Zero};}}pub mod macros{#[macro_export]macro_rules!rtl{(@ lhs($($ lhs:tt)*)@ rest+=$($ rest:tt)*)=>{rtl!(@ op+=@ lhs($($ lhs)*)@ rhs()@ rest $($ rest)*)};(@ lhs($($ lhs:tt)*)@ rest-=$($ rest:tt)*)=>{rtl!(@ op-=@ lhs($($ lhs)*)@ rhs()@ rest $($ rest)*)};(@ lhs($($ lhs:tt)*)@ rest*=$($ rest:tt)*)=>{rtl!(@ op*=@ lhs($($ lhs)*)@ rhs()@ rest $($ rest)*)};(@ lhs($($ lhs:tt)*)@ rest/=$($ rest:tt)*)=>{rtl!(@ op/=@ lhs($($ lhs)*)@ rhs()@ rest $($ rest)*)};(@ lhs($($ lhs:tt)*)@ rest%=$($ rest:tt)*)=>{rtl!(@ op%=@ lhs($($ lhs)*)@ rhs()@ rest $($ rest)*)};(@ lhs($($ lhs:tt)*)@ rest $ head:tt $($ rest:tt)*)=>{rtl!(@ lhs($($ lhs)*$ head)@ rest $($ rest)*);};(@ op $ op:tt @ lhs($($ lhs:tt)*)@ rhs($($ rhs:tt)*)@ rest)=>{let __rhs=$($ rhs)*;$($ lhs)*$ op __rhs;};(@ op $ op:tt @ lhs($($ lhs:tt)*)@ rhs($($ rhs:tt)*)@ rest $ head:tt $($ rest:tt)*)=>{rtl!(@ op $ op @ lhs($($ lhs)*)@ rhs($($ rhs)*$ head)@ rest $($ rest)*);};($($ rest:tt)*)=>{rtl!(@ lhs()@ rest $($ rest)*)};}}pub mod math{pub mod modint{#[macro_use]pub mod consts{use super::ModintInnerType;pub trait ModintConst{fn get_modulus()->ModintInnerType;}#[macro_export]macro_rules!define_modint_const{($(#[doc=$ doc:expr])*pub const $ name:ident=$ value:expr;)=>{$(#[doc=$ doc])*pub enum $ name{}impl $ crate::pcl::math::modint::consts::ModintConst for $ name{fn get_modulus()->$ crate::pcl::math::modint::ModintInnerType{$ value}}};}}use self::consts::ModintConst;use super::super::compat::num::{One,Zero};use std::cmp::Ordering;use std::fmt;use std::hash::{Hash,Hasher};use std::iter::{Product,Sum};use std::marker::PhantomData;use std::mem;use std::ops::{Add,AddAssign,Div,DivAssign,Mul,MulAssign,Neg,Rem,RemAssign,Sub,SubAssign,};pub type ModintInnerType=i64;define_modint_const!{#[doc="1e9+7 を表す定数。"]pub const MOD17=1_000_000_007;}pub type Modint17=Modint<MOD17>;pub struct Modint<C>{value:ModintInnerType,marker:PhantomData<C>,}impl<C>Modint<C>{pub unsafe fn new_unchecked(value:ModintInnerType)->Modint<C>{#[allow(unknown_lints,renamed_and_removed_lints,redundant_field_names)]Modint{value:value,marker:PhantomData,}}pub fn inner(self)->ModintInnerType{self.value}}impl<C:ModintConst>Modint<C>{pub fn new(mut value:ModintInnerType)->Modint<C>{let modulus=C::get_modulus();assert_ne!(modulus,0,"MOD is 0");if value<0{let m=(-value)/modulus;value+=(m+1)*modulus;}unsafe{Modint::new_unchecked(value%modulus)}}pub fn inv(self)->Modint<C>{let mut modulus=C::get_modulus();let mut a=self.value;let mut u=1;let mut v=0;while modulus>0{let t=a/modulus;a-=t*modulus;u-=t*v;mem::swap(&mut a,&mut modulus);mem::swap(&mut u,&mut v);}Modint::new(u)}}impl<C:ModintConst>PartialEq for Modint<C>{fn eq(&self,other:&Self)->bool{self.inner()==other.inner()}}impl<C:ModintConst>PartialOrd for Modint<C>{fn partial_cmp(&self,other:&Self)->Option<Ordering>{self.inner().partial_cmp(&other.inner())}}impl<C:ModintConst>Eq for Modint<C>{}impl<C:ModintConst>Ord for Modint<C>{fn cmp(&self,other:&Self)->Ordering{self.inner().cmp(&other.inner())}}impl<C:ModintConst>Hash for Modint<C>{fn hash<H:Hasher>(&self,state:&mut H){self.inner().hash(state);}}impl<C>fmt::Debug for Modint<C>{fn fmt<'a>(&self,f:&mut fmt::Formatter<'a>)->fmt::Result{write!(f,"{}",self.inner())}}impl<C>Clone for Modint<C>{fn clone(&self)->Self{*self}}impl<C>Copy for Modint<C>{}impl<C:ModintConst>AddAssign for Modint<C>{fn add_assign(&mut self,rhs:Modint<C>){let modulus=C::get_modulus();self.value+=rhs.value;if self.value>=modulus{self.value-=modulus;}}}impl<C:ModintConst>SubAssign for Modint<C>{fn sub_assign(&mut self,rhs:Modint<C>){let modulus=C::get_modulus();self.value-=rhs.value;if self.value<0{self.value+=modulus;}}}impl<C:ModintConst>MulAssign for Modint<C>{fn mul_assign(&mut self,rhs:Modint<C>){let modulus=C::get_modulus();self.value*=rhs.value;self.value%=modulus;}}impl<C:ModintConst>DivAssign for Modint<C>{fn div_assign(&mut self,rhs:Modint<C>){if rhs.value==0{panic!("attempted to divide by zero");}*self*=rhs.inv();}}impl<C:ModintConst>RemAssign for Modint<C>{fn rem_assign(&mut self,rhs:Modint<C>){if rhs.value==0{panic!("attempted to divide by zero.")}self.value%=rhs.value;}}impl<C:ModintConst>Neg for Modint<C>{type Output=Self;fn neg(self)->Self{Self::zero()-self}}macro_rules!impl_arith_by_assign{(impl $ traitname:ident::$ fnname:ident{use $ op:tt;})=>{impl<C:ModintConst>$ traitname for Modint<C>{type Output=Modint<C>;fn $ fnname(mut self,rhs:Modint<C>)->Modint<C>{self $ op rhs;self}}};}impl_arith_by_assign!(impl Add::add{use+=;});impl_arith_by_assign!(impl Sub::sub{use-=;});impl_arith_by_assign!(impl Mul::mul{use*=;});impl_arith_by_assign!(impl Div::div{use/=;});impl_arith_by_assign!(impl Rem::rem{use%=;});impl<C:ModintConst>One for Modint<C>{fn one()->Modint<C>{let modulus=C::get_modulus();assert_ne!(modulus,1,"one()is called for Modint with MOD=1");unsafe{Modint::new_unchecked(1)}}}impl<C:ModintConst>Sum for Modint<C>{fn sum<I:Iterator<Item=Modint<C>>>(iter:I)->Modint<C>{iter.fold(Modint::zero(),Add::add)}}impl<C:ModintConst>Product for Modint<C>{fn product<I:Iterator<Item=Modint<C>>>(iter:I)->Self{iter.fold(Modint::one(),Mul::mul)}}impl<C:ModintConst>Zero for Modint<C>{fn zero()->Modint<C>{unsafe{Modint::new_unchecked(0)}}fn is_zero(&self)->bool{self.inner()==0}}impl<C>fmt::Display for Modint<C>{fn fmt(&self,b:&mut fmt::Formatter)->fmt::Result{write!(b,"{}",self.inner())}}}pub mod sum{use super::super::compat::std::ops::RangeBounds;use super::super::traits::Group;use super::super::utils::range;pub struct CumSum<T>{psum:Vec<T>,}#[allow(unknown_lints,renamed_and_removed_lints,len_without_is_empty)]impl<T:Group+Copy>CumSum<T>{pub fn from_array<A:AsRef<[T]>>(array:A)->CumSum<T>{let array=array.as_ref();let mut psum=vec![T::id();array.len()+1];for i in 0..array.len(){let i=i+1;psum[i]=T::op(psum[i-1],array[i-1]);}#[allow(unknown_lints,renamed_and_removed_lints,redundant_field_names)]CumSum{psum:psum}}pub fn sum<R:RangeBounds<usize>>(&self,range:R)->T{let orig_len=self.psum.len()-1;let start=range::range_start(&range,0);let end=range::range_end(&range,orig_len);if end<=start{return T::id();}T::op(self.psum[end],T::inv(self.psum[start]))}pub fn len(&self)->usize{self.psum.len()-1}}pub struct CumSum2D<T>{psum:Vec<Vec<T>>,}impl<T:Group+Copy>CumSum2D<T>{pub fn from_matrix<M,A>(matrix:M)->CumSum2D<T>where M:AsRef<[A]>,A:AsRef<[T]>,{let array=matrix.as_ref();let height=array.len();if height==0{return CumSum2D{psum:vec![vec![T::id()]],};}let width=array[0].as_ref().len();let mut psum=vec![vec![T::id();width+1];height+1];for i in 0..height{let i=i+1;for j in 0..width{let j=j+1;assert_eq!(array[i-1].as_ref().len(),width,"the array's length is differ line by line");psum[i][j]=T::op(T::op(T::op(psum[i-1][j],psum[i][j-1]),T::inv(psum[i-1][j-1]),),array[i-1].as_ref()[j-1],)}}#[allow(unknown_lints,renamed_and_removed_lints,redundant_field_names)]CumSum2D{psum:psum}}pub fn sum<RY,RX>(&self,yrange:RY,xrange:RX)->T where RY:RangeBounds<usize>,RX:RangeBounds<usize>,{let orig_height=self.psum.len()-1;let orig_width=unsafe{self.psum.get_unchecked(0).len()}-1;let ystart=range::range_start(&yrange,0);let yend=range::range_end(&yrange,orig_height);let xstart=range::range_start(&xrange,0);let xend=range::range_end(&xrange,orig_width);if yend<=ystart||xend<=xstart{return T::id();}T::op(T::op(T::op(self.psum[yend][xend],self.psum[ystart][xstart]),T::inv(self.psum[ystart][xend]),),T::inv(self.psum[yend][xstart]),)}pub fn size(&self)->(usize,usize){(self.psum.len()-1,self.psum[0].len()-1)}}}pub use self::modint::{Modint,Modint17};pub use self::sum::{CumSum,CumSum2D};}pub mod prelude{pub use std::cmp::*;pub use std::collections::*;pub use std::f64::consts::*;pub use std::{f32,f64,i16,i32,i64,i8,isize,u16,u32,u64,u8,usize};mod prelude_ext{pub use super::super::polyfill::io::*;}pub use self::prelude_ext::*;}pub mod structure{pub mod disjoint_sets{use std::mem::swap;pub struct DisjointSets{par:Vec<i64>,size:usize,}impl DisjointSets{pub fn new(n:usize)->DisjointSets{DisjointSets{par:vec![-1;n],size:n,}}pub fn merge(&mut self,mut x:usize,mut y:usize)->bool{let len=self.par.len();assert!(x<len,"index out of range:x is{}but len is{}",x,len);assert!(y<len,"index out of range:y is{}but len is{}",y,len);x=self.root(x);y=self.root(y);if x==y{return false;}if self.par[x]<self.par[y]{swap(&mut x,&mut y);}debug_assert!(self.par[x]<0&&self.par[y]<0,"critical error:parent has invalid value for rank");self.par[x]+=self.par[y];self.par[y]=x as i64;self.size-=1;true}pub fn in_same(&mut self,x:usize,y:usize)->bool{self.root(x)==self.root(y)}pub fn root(&mut self,x:usize)->usize{let parx=self.par[x];if parx<0{x}else{let root=self.root(parx as usize);self.par[x]=root as i64;root}}pub fn size_of(&mut self,mut x:usize)->usize{x=self.root(x);debug_assert!(self.par[x]<0,"critical error:parent has invalid value for rank");-self.par[x]as usize}pub fn size(&self)->usize{self.size}}}pub mod segment_tree{use super::super::compat::std::ops::RangeBounds;use super::super::traits::math::Monoid;use super::super::utils::range;use std::fmt;pub struct SegmentTree<T>{data:Vec<T>,lenexp2:usize,len:usize,}impl<T:fmt::Debug>fmt::Debug for SegmentTree<T>{fn fmt<'a>(&self,f:&mut fmt::Formatter<'a>)->fmt::Result{f.debug_struct("SegmentTree").field("data",&self.data).finish()}}impl<T>SegmentTree<T>where T:Monoid+Copy,{pub fn from_array<A:AsRef<[T]>>(arr:A)->SegmentTree<T>{let arr=arr.as_ref();let len=arr.len();let lenexp2=calc_lenexp2(len);let data={let mut v=vec![T::id();lenexp2*2];v[lenexp2..(lenexp2+len)].copy_from_slice(arr);v};#[allow(unknown_lints,renamed_and_removed_lints,redundant_field_names)]SegmentTree{data:data,lenexp2:lenexp2,len:len,}}pub fn update(&mut self,mut idx:usize,value:T){assert!(idx<=self.len);idx+=self.lenexp2;self.data[idx]=value;#[allow(unknown_lints,renamed_and_removed_lints,while_immutable_condition)]while{idx>>=1;idx!=0}{self.data[idx]=T::op(self.data[idx*2],self.data[idx*2+1]);}}pub fn query<R:RangeBounds<usize>>(&self,range:R)->T{let mut start=range::range_start(&range,0);let mut end=range::range_end(&range,self.len);start+=self.lenexp2;end+=self.lenexp2;let mut res1=T::id();let mut res2=T::id();while start<end{if start&1!=0{res1=T::op(res1,self.data[start]);start+=1;}if end&1!=0{end-=1;res2=T::op(self.data[end],res2);}start>>=1;end>>=1;}T::op(res1,res2)}}fn calc_lenexp2(mut len:usize)->usize{len-=1;len|=len>>1;len|=len>>2;len|=len>>4;len|=len>>8;len|=len>>16;len|=len>>32;len+1}}pub use self::disjoint_sets::DisjointSets;pub use self::segment_tree::SegmentTree;}pub mod traits{pub mod math{pub mod group{use super::monoid::Monoid;pub trait Group:Monoid{fn inv(x:Self)->Self;}use super::super::super::compat::num::Zero;use std::ops::{Add,Neg};#[derive(Debug)]pub struct Additive<T>(pub T);impl<T:Clone>Clone for Additive<T>{fn clone(&self)->Self{Additive(self.0.clone())}}impl<T:Copy>Copy for Additive<T>{}impl<T>Monoid for Additive<T>where T:Zero+Add<Output=T>,{fn op(x:Self,y:Self)->Self{Additive(x.0+y.0)}fn id()->Self{Additive(T::zero())}}impl<T>Group for Additive<T>where T:Zero+Add<Output=T>+Neg<Output=T>,{fn inv(x:Self)->Self{Additive(-x.0)}}}pub mod monoid{pub trait Monoid{fn op(x:Self,y:Self)->Self;fn id()->Self;}use super::super::utils::num::{MaxValue,MinValue};use std::cmp::Ord;use std::cmp::{max,min};use std::fmt;pub struct Min<T>(pub T);impl<T:fmt::Debug>fmt::Debug for Min<T>{fn fmt<'a>(&self,f:&mut fmt::Formatter<'a>)->fmt::Result{f.debug_tuple("Min").field(&self.0).finish()}}impl<T:Clone>Clone for Min<T>{fn clone(&self)->Self{Min(self.0.clone())}}impl<T:Copy>Copy for Min<T>{}impl<T:Ord+MaxValue>Monoid for Min<T>{fn op(x:Self,y:Self)->Self{Min(min(x.0,y.0))}fn id()->Self{Min(T::max_value())}}pub struct Max<T>(pub T);impl<T:fmt::Debug>fmt::Debug for Max<T>{fn fmt<'a>(&self,f:&mut fmt::Formatter<'a>)->fmt::Result{f.debug_tuple("Max").field(&self.0).finish()}}impl<T:Clone>Clone for Max<T>{fn clone(&self)->Self{Max(self.0.clone())}}impl<T:Copy>Copy for Max<T>{}impl<T:Ord+MinValue>Monoid for Max<T>{fn op(x:Self,y:Self)->Self{Max(max(x.0,y.0))}fn id()->Self{Max(T::min_value())}}}pub use self::group::Group;pub use self::monoid::Monoid;}pub mod utils{pub mod num{pub trait MaxValue{fn max_value()->Self;}pub trait MinValue{fn min_value()->Self;}macro_rules!impl_minmax_value_for_primitives{($($ ty:tt)*)=>{$(impl MaxValue for $ ty{fn max_value()->$ ty{::std::$ ty::MAX}}impl MinValue for $ ty{fn min_value()->$ ty{::std::$ ty::MIN}})*};}impl_minmax_value_for_primitives!{u8 u16 u32 u64 usize i8 i16 i32 i64 isize}}}pub use self::math::*;}pub mod utils{pub mod range{use std::cmp;use super::super::compat::std::ops::{Bound,RangeBounds};pub fn range_start<R:RangeBounds<usize>>(range:&R,min:usize)->usize{let start=match range.start_bound(){Bound::Included(&x)=>x,Bound::Excluded(&x)=>x+1,Bound::Unbounded=>0,};cmp::max(start,min)}pub fn range_end<R:RangeBounds<usize>>(range:&R,max:usize)->usize{let end=match range.end_bound(){Bound::Included(&x)=>x+1,Bound::Excluded(&x)=>x,Bound::Unbounded=>max,};cmp::min(end,max)}}}}
use self::pcl::prelude::*;
#[derive(Eq, PartialEq, Hash)]
struct Reverse(i64);
impl PartialOrd for Reverse {
    fn partial_cmp(&self, other: &Reverse) -> Option<Ordering> {
        Some(self.cmp(other))
    }
}
impl Ord for Reverse {
    fn cmp(&self, other: &Reverse) -> Ordering {
        other.0.cmp(&self.0)
    }
}
fn main() {
    let h: usize = read();
    let w: usize = read();
    let p: Vec<Vec<_>> = (0..h).map(|_| read_line().chars().collect()).collect();
    assert_eq!(p[0].len(), w);
    let mut que = BinaryHeap::new();
    que.push((Reverse(if p[0][0] == '#' { 1 } else { 0 }), (0, 0)));
    let mut visited = HashSet::new();
    while let Some((Reverse(cost), (x, y))) = que.pop() {
        if x == w - 1 && y == h - 1 {
            println!("{}", cost);
            return;
        }
        if visited.contains(&(x, y)) {
            continue;
        }
        visited.insert((x, y));
        if x < w - 1 {
            let add = if p[y][x] != '#' && p[y][x + 1] == '#' {
                1
            } else {
                0
            };
            que.push((Reverse(cost + add), (x + 1, y)));
        }
        if y < h - 1 {
            let add = if p[y][x] != '#' && p[y + 1][x] == '#' {
                1
            } else {
                0
            };
            que.push((Reverse(cost + add), (x, y + 1)));
        }
    }
}