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ふぅ／一息つく （Ｔ字泣き目）

ふぅ／一息つく （正面）

(T｡T) ふぅ <(T｡T) ふぅ ＜(T｡T) ふぅ (T｡T)> ふぅ (T｡T)＞ ふぅ (T｡T)ゝ ふぅ ε= (T｡T) ふぅ C= (T｡T) ふぅ ε= (T｡T)> ふぅ C= (T｡T)> ふぅ ε= (T｡T)＞ ふぅ C= (T｡T)＞ ふぅ ε= (T｡T)ゝ ふぅ C= (T｡T)ゝ ふぅ (T｡T) =3 ふぅ (T｡T) =３ ふぅ <(T｡T) =3 ふぅ <(T｡T) =３ ふぅ ＜(T｡T) =3 ふぅ ＜(T｡T) =３ ふぅ

ふぅ／一息つく （正面）

( T｡T ) ふぅ <( T｡T ) ふぅ ＜( T｡T ) ふぅ ( T｡T )> ふぅ ( T｡T )＞ ふぅ ( T｡T )ゝ ふぅ ε= ( T｡T ) ふぅ C= ( T｡T ) ふぅ ε= ( T｡T )> ふぅ C= ( T｡T )> ふぅ ε= ( T｡T )＞ ふぅ C= ( T｡T )＞ ふぅ ε= ( T｡T )ゝ ふぅ C= ( T｡T )ゝ ふぅ ( T｡T ) =3 ふぅ ( T｡T ) =３ ふぅ <( T｡T ) =3 ふぅ <( T｡T ) =３ ふぅ ＜( T｡T ) =3 ふぅ ＜( T｡T ) =３ ふぅ

ふぅ／一息つく （左向き）

(T｡T ) ふぅ (T｡T　) ふぅ <(T｡T ) ふぅ <(T｡T　) ふぅ ＜(T｡T ) ふぅ ＜(T｡T　) ふぅ (T｡T )> ふぅ (T｡T　)> ふぅ (T｡T )＞ ふぅ (T｡T　)＞ ふぅ (T｡T )ゝ ふぅ (T｡T　)ゝ ふぅ ε= (T｡T ) ふぅ ε= (T｡T　) ふぅ C= (T｡T ) ふぅ C= (T｡T　) ふぅ ε= (T｡T )> ふぅ ε= (T｡T　)> ふぅ C= (T｡T )> ふぅ C= (T｡T　)> ふぅ ε= (T｡T )＞ ふぅ ε= (T｡T　)＞ ふぅ C= (T｡T )＞ ふぅ C= (T｡T　)＞ ふぅ ε= (T｡T )ゝ ふぅ ε= (T｡T　)ゝ ふぅ C= (T｡T )ゝ ふぅ C= (T｡T　)ゝ ふぅ

ふぅ／一息つく （右向き）

( T｡T) ふぅ (　T｡T) ふぅ ( T｡T)> ふぅ (　T｡T)> ふぅ ( T｡T)＞ ふぅ (　T｡T)＞ ふぅ ( T｡T)ゝ ふぅ (　T｡T)ゝ ふぅ <( T｡T) ふぅ <(　T｡T) ふぅ ＜( T｡T) ふぅ ＜(　T｡T) ふぅ ( T｡T) =3 ふぅ (　T｡T) =3 ふぅ ( T｡T) =３ ふぅ (　T｡T) =３ ふぅ <( T｡T) =3 ふぅ <(　T｡T) =3 ふぅ <( T｡T) =３ ふぅ <(　T｡T) =３ ふぅ ＜( T｡T) =3 ふぅ ＜(　T｡T) =3 ふぅ ＜( T｡T) =３ ふぅ ＜(　T｡T) =３ ふぅ

ふぅ／一息つく （正面）

(;T｡T;) ふぅ (；T｡T；) ふぅ <(;T｡T;) ふぅ <(；T｡T；) ふぅ ＜(;T｡T;) ふぅ ＜(；T｡T；) ふぅ (;T｡T;)> ふぅ (；T｡T；)> ふぅ (;T｡T;)＞ ふぅ (；T｡T；)＞ ふぅ (;T｡T;)ゝ ふぅ (；T｡T；)ゝ ふぅ ε= (;T｡T;) ふぅ ε= (；T｡T；) ふぅ C= (;T｡T;) ふぅ C= (；T｡T；) ふぅ ε= (;T｡T;)> ふぅ ε= (；T｡T；)> ふぅ C= (;T｡T;)> ふぅ C= (；T｡T；)> ふぅ ε= (;T｡T;)＞ ふぅ ε= (；T｡T；)＞ ふぅ C= (;T｡T;)＞ ふぅ C= (；T｡T；)＞ ふぅ ε= (;T｡T;)ゝ ふぅ ε= (；T｡T；)ゝ ふぅ C= (;T｡T;)ゝ ふぅ C= (；T｡T；)ゝ ふぅ (;T｡T;) =3 ふぅ (；T｡T；) =3 ふぅ (;T｡T;) =３ ふぅ (；T｡T；) =３ ふぅ <(;T｡T;) =3 ふぅ <(；T｡T；) =3 ふぅ <(;T｡T;) =３ ふぅ <(；T｡T；) =３ ふぅ ＜(;T｡T;) =3 ふぅ ＜(；T｡T；) =3 ふぅ ＜(;T｡T;) =３ ふぅ ＜(；T｡T；) =３ ふぅ

ふぅ／一息つく （左向き）

(T｡T;) ふぅ (T｡T; ) ふぅ (T｡T；) ふぅ <(T｡T;) ふぅ <(T｡T; ) ふぅ <(T｡T；) ふぅ ＜(T｡T;) ふぅ ＜(T｡T; ) ふぅ ＜(T｡T；) ふぅ (T｡T;)> ふぅ (T｡T; )> ふぅ (T｡T；)> ふぅ (T｡T;)＞ ふぅ (T｡T; )＞ ふぅ (T｡T；)＞ ふぅ (T｡T;)ゝ ふぅ (T｡T; )ゝ ふぅ (T｡T；)ゝ ふぅ ε= (T｡T;) ふぅ ε= (T｡T; ) ふぅ ε= (T｡T；) ふぅ C= (T｡T;) ふぅ C= (T｡T; ) ふぅ C= (T｡T；) ふぅ ε= (T｡T;)> ふぅ ε= (T｡T; )> ふぅ ε= (T｡T；)> ふぅ C= (T｡T;)> ふぅ C= (T｡T; )> ふぅ C= (T｡T；)> ふぅ ε= (T｡T;)＞ ふぅ ε= (T｡T; )＞ ふぅ ε= (T｡T；)＞ ふぅ C= (T｡T;)＞ ふぅ C= (T｡T; )＞ ふぅ C= (T｡T；)＞ ふぅ ε= (T｡T;)ゝ ふぅ ε= (T｡T; )ゝ ふぅ ε= (T｡T；)ゝ ふぅ C= (T｡T;)ゝ ふぅ C= (T｡T; )ゝ ふぅ C= (T｡T；)ゝ ふぅ

ふぅ／一息つく （右向き）

(;T｡T) ふぅ ( ;T｡T) ふぅ (；T｡T) ふぅ (;T｡T)> ふぅ ( ;T｡T)> ふぅ (；T｡T)> ふぅ (;T｡T)＞ ふぅ ( ;T｡T)＞ ふぅ (；T｡T)＞ ふぅ (;T｡T)ゝ ふぅ ( ;T｡T)ゝ ふぅ (；T｡T)ゝ ふぅ <(;T｡T) ふぅ <( ;T｡T) ふぅ <(；T｡T) ふぅ ＜(;T｡T) ふぅ ＜( ;T｡T) ふぅ ＜(；T｡T) ふぅ (;T｡T) =3 ふぅ ( ;T｡T) =3 ふぅ (；T｡T) =3 ふぅ (;T｡T) =３ ふぅ ( ;T｡T) =３ ふぅ (；T｡T) =３ ふぅ <(;T｡T) =3 ふぅ <( ;T｡T) =3 ふぅ <(；T｡T) =3 ふぅ <(;T｡T) =３ ふぅ <( ;T｡T) =３ ふぅ <(；T｡T) =３ ふぅ ＜(;T｡T) =3 ふぅ ＜( ;T｡T) =3 ふぅ ＜(；T｡T) =3 ふぅ ＜(;T｡T) =３ ふぅ ＜( ;T｡T) =３ ふぅ ＜(；T｡T) =３ ふぅ

ふぅ／一息つく （正面）

(*T｡T*) ふぅ (＊T｡T＊) ふぅ <(*T｡T*) ふぅ <(＊T｡T＊) ふぅ ＜(*T｡T*) ふぅ ＜(＊T｡T＊) ふぅ (*T｡T*)> ふぅ (＊T｡T＊)> ふぅ (*T｡T*)＞ ふぅ (＊T｡T＊)＞ ふぅ (*T｡T*)ゝ ふぅ (＊T｡T＊)ゝ ふぅ ε= (*T｡T*) ふぅ ε= (＊T｡T＊) ふぅ C= (*T｡T*) ふぅ C= (＊T｡T＊) ふぅ ε= (*T｡T*)> ふぅ ε= (＊T｡T＊)> ふぅ C= (*T｡T*)> ふぅ C= (＊T｡T＊)> ふぅ ε= (*T｡T*)＞ ふぅ ε= (＊T｡T＊)＞ ふぅ C= (*T｡T*)＞ ふぅ C= (＊T｡T＊)＞ ふぅ ε= (*T｡T*)ゝ ふぅ ε= (＊T｡T＊)ゝ ふぅ C= (*T｡T*)ゝ ふぅ C= (＊T｡T＊)ゝ ふぅ (*T｡T*) =3 ふぅ (＊T｡T＊) =3 ふぅ (*T｡T*) =３ ふぅ (＊T｡T＊) =３ ふぅ <(*T｡T*) =3 ふぅ <(＊T｡T＊) =3 ふぅ <(*T｡T*) =３ ふぅ <(＊T｡T＊) =３ ふぅ ＜(*T｡T*) =3 ふぅ ＜(＊T｡T＊) =3 ふぅ ＜(*T｡T*) =３ ふぅ ＜(＊T｡T＊) =３ ふぅ

ふぅ／一息つく （左向き）

(T｡T*) ふぅ (T｡T＊) ふぅ <(T｡T*) ふぅ <(T｡T＊) ふぅ ＜(T｡T*) ふぅ ＜(T｡T＊) ふぅ (T｡T*)> ふぅ (T｡T＊)> ふぅ (T｡T*)＞ ふぅ (T｡T＊)＞ ふぅ (T｡T*)ゝ ふぅ (T｡T＊)ゝ ふぅ ε= (T｡T*) ふぅ ε= (T｡T＊) ふぅ C= (T｡T*) ふぅ C= (T｡T＊) ふぅ ε= (T｡T*)> ふぅ ε= (T｡T＊)> ふぅ C= (T｡T*)> ふぅ C= (T｡T＊)> ふぅ ε= (T｡T*)＞ ふぅ ε= (T｡T＊)＞ ふぅ C= (T｡T*)＞ ふぅ C= (T｡T＊)＞ ふぅ ε= (T｡T*)ゝ ふぅ ε= (T｡T＊)ゝ ふぅ C= (T｡T*)ゝ ふぅ C= (T｡T＊)ゝ ふぅ

ふぅ／一息つく （右向き）

(*T｡T) ふぅ (＊T｡T) ふぅ (*T｡T)> ふぅ (＊T｡T)> ふぅ (*T｡T)＞ ふぅ (＊T｡T)＞ ふぅ (*T｡T)ゝ ふぅ (＊T｡T)ゝ ふぅ <(*T｡T) ふぅ <(＊T｡T) ふぅ ＜(*T｡T) ふぅ ＜(＊T｡T) ふぅ (*T｡T) =3 ふぅ (＊T｡T) =3 ふぅ (*T｡T) =３ ふぅ (＊T｡T) =３ ふぅ <(*T｡T) =3 ふぅ <(＊T｡T) =3 ふぅ <(*T｡T) =３ ふぅ <(＊T｡T) =３ ふぅ ＜(*T｡T) =3 ふぅ ＜(＊T｡T) =3 ふぅ ＜(*T｡T) =３ ふぅ ＜(＊T｡T) =３ ふぅ

ふぅ／一息つく （正面）

(〃T｡T〃) ふぅ <(〃T｡T〃) ふぅ ＜(〃T｡T〃) ふぅ (〃T｡T〃)> ふぅ (〃T｡T〃)＞ ふぅ (〃T｡T〃)ゝ ふぅ ε= (〃T｡T〃) ふぅ C= (〃T｡T〃) ふぅ ε= (〃T｡T〃)> ふぅ C= (〃T｡T〃)> ふぅ ε= (〃T｡T〃)＞ ふぅ C= (〃T｡T〃)＞ ふぅ ε= (〃T｡T〃)ゝ ふぅ C= (〃T｡T〃)ゝ ふぅ (〃T｡T〃) =3 ふぅ (〃T｡T〃) =３ ふぅ <(〃T｡T〃) =3 ふぅ <(〃T｡T〃) =３ ふぅ ＜(〃T｡T〃) =3 ふぅ ＜(〃T｡T〃) =３ ふぅ

ふぅ／一息つく （左向き）

(T｡T〃) ふぅ <(T｡T〃) ふぅ ＜(T｡T〃) ふぅ (T｡T〃)> ふぅ (T｡T〃)＞ ふぅ (T｡T〃)ゝ ふぅ ε= (T｡T〃) ふぅ C= (T｡T〃) ふぅ ε= (T｡T〃)> ふぅ C= (T｡T〃)> ふぅ ε= (T｡T〃)＞ ふぅ C= (T｡T〃)＞ ふぅ ε= (T｡T〃)ゝ ふぅ C= (T｡T〃)ゝ ふぅ

ふぅ／一息つく （右向き）

(〃T｡T) ふぅ (〃T｡T)> ふぅ (〃T｡T)＞ ふぅ (〃T｡T)ゝ ふぅ <(〃T｡T) ふぅ ＜(〃T｡T) ふぅ (〃T｡T) =3 ふぅ (〃T｡T) =３ ふぅ <(〃T｡T) =3 ふぅ <(〃T｡T) =３ ふぅ ＜(〃T｡T) =3 ふぅ ＜(〃T｡T) =３ ふぅ

ふぅ／一息つく （正面）

(ToT) ふぅ <(ToT) ふぅ ＜(ToT) ふぅ (ToT)> ふぅ (ToT)＞ ふぅ (ToT)ゝ ふぅ ε= (ToT) ふぅ C= (ToT) ふぅ ε= (ToT)> ふぅ C= (ToT)> ふぅ ε= (ToT)＞ ふぅ C= (ToT)＞ ふぅ ε= (ToT)ゝ ふぅ C= (ToT)ゝ ふぅ (ToT) =3 ふぅ (ToT) =３ ふぅ <(ToT) =3 ふぅ <(ToT) =３ ふぅ ＜(ToT) =3 ふぅ ＜(ToT) =３ ふぅ

ふぅ／一息つく （正面）

( ToT ) ふぅ <( ToT ) ふぅ ＜( ToT ) ふぅ ( ToT )> ふぅ ( ToT )＞ ふぅ ( ToT )ゝ ふぅ ε= ( ToT ) ふぅ C= ( ToT ) ふぅ ε= ( ToT )> ふぅ C= ( ToT )> ふぅ ε= ( ToT )＞ ふぅ C= ( ToT )＞ ふぅ ε= ( ToT )ゝ ふぅ C= ( ToT )ゝ ふぅ ( ToT ) =3 ふぅ ( ToT ) =３ ふぅ <( ToT ) =3 ふぅ <( ToT ) =３ ふぅ ＜( ToT ) =3 ふぅ ＜( ToT ) =３ ふぅ

ふぅ／一息つく （左向き）

(ToT ) ふぅ (ToT　) ふぅ <(ToT ) ふぅ <(ToT　) ふぅ ＜(ToT ) ふぅ ＜(ToT　) ふぅ (ToT )> ふぅ (ToT　)> ふぅ (ToT )＞ ふぅ (ToT　)＞ ふぅ (ToT )ゝ ふぅ (ToT　)ゝ ふぅ ε= (ToT ) ふぅ ε= (ToT　) ふぅ C= (ToT ) ふぅ C= (ToT　) ふぅ ε= (ToT )> ふぅ ε= (ToT　)> ふぅ C= (ToT )> ふぅ C= (ToT　)> ふぅ ε= (ToT )＞ ふぅ ε= (ToT　)＞ ふぅ C= (ToT )＞ ふぅ C= (ToT　)＞ ふぅ ε= (ToT )ゝ ふぅ ε= (ToT　)ゝ ふぅ C= (ToT )ゝ ふぅ C= (ToT　)ゝ ふぅ

ふぅ／一息つく （右向き）

( ToT) ふぅ (　ToT) ふぅ ( ToT)> ふぅ (　ToT)> ふぅ ( ToT)＞ ふぅ (　ToT)＞ ふぅ ( ToT)ゝ ふぅ (　ToT)ゝ ふぅ <( ToT) ふぅ <(　ToT) ふぅ ＜( ToT) ふぅ ＜(　ToT) ふぅ ( ToT) =3 ふぅ (　ToT) =3 ふぅ ( ToT) =３ ふぅ (　ToT) =３ ふぅ <( ToT) =3 ふぅ <(　ToT) =3 ふぅ <( ToT) =３ ふぅ <(　ToT) =３ ふぅ ＜( ToT) =3 ふぅ ＜(　ToT) =3 ふぅ ＜( ToT) =３ ふぅ ＜(　ToT) =３ ふぅ

ふぅ／一息つく （正面）

(;ToT;) ふぅ (；ToT；) ふぅ <(;ToT;) ふぅ <(；ToT；) ふぅ ＜(;ToT;) ふぅ ＜(；ToT；) ふぅ (;ToT;)> ふぅ (；ToT；)> ふぅ (;ToT;)＞ ふぅ (；ToT；)＞ ふぅ (;ToT;)ゝ ふぅ (；ToT；)ゝ ふぅ ε= (;ToT;) ふぅ ε= (；ToT；) ふぅ C= (;ToT;) ふぅ C= (；ToT；) ふぅ ε= (;ToT;)> ふぅ ε= (；ToT；)> ふぅ C= (;ToT;)> ふぅ C= (；ToT；)> ふぅ ε= (;ToT;)＞ ふぅ ε= (；ToT；)＞ ふぅ C= (;ToT;)＞ ふぅ C= (；ToT；)＞ ふぅ ε= (;ToT;)ゝ ふぅ ε= (；ToT；)ゝ ふぅ C= (;ToT;)ゝ ふぅ C= (；ToT；)ゝ ふぅ (;ToT;) =3 ふぅ (；ToT；) =3 ふぅ (;ToT;) =３ ふぅ (；ToT；) =３ ふぅ <(;ToT;) =3 ふぅ <(；ToT；) =3 ふぅ <(;ToT;) =３ ふぅ <(；ToT；) =３ ふぅ ＜(;ToT;) =3 ふぅ ＜(；ToT；) =3 ふぅ ＜(;ToT;) =３ ふぅ ＜(；ToT；) =３ ふぅ

ふぅ／一息つく （左向き）

(ToT;) ふぅ (ToT; ) ふぅ (ToT；) ふぅ <(ToT;) ふぅ <(ToT; ) ふぅ <(ToT；) ふぅ ＜(ToT;) ふぅ ＜(ToT; ) ふぅ ＜(ToT；) ふぅ (ToT;)> ふぅ (ToT; )> ふぅ (ToT；)> ふぅ (ToT;)＞ ふぅ (ToT; )＞ ふぅ (ToT；)＞ ふぅ (ToT;)ゝ ふぅ (ToT; )ゝ ふぅ (ToT；)ゝ ふぅ ε= (ToT;) ふぅ ε= (ToT; ) ふぅ ε= (ToT；) ふぅ C= (ToT;) ふぅ C= (ToT; ) ふぅ C= (ToT；) ふぅ ε= (ToT;)> ふぅ ε= (ToT; )> ふぅ ε= (ToT；)> ふぅ C= (ToT;)> ふぅ C= (ToT; )> ふぅ C= (ToT；)> ふぅ ε= (ToT;)＞ ふぅ ε= (ToT; )＞ ふぅ ε= (ToT；)＞ ふぅ C= (ToT;)＞ ふぅ C= (ToT; )＞ ふぅ C= (ToT；)＞ ふぅ ε= (ToT;)ゝ ふぅ ε= (ToT; )ゝ ふぅ ε= (ToT；)ゝ ふぅ C= (ToT;)ゝ ふぅ C= (ToT; )ゝ ふぅ C= (ToT；)ゝ ふぅ

ふぅ／一息つく （右向き）

(;ToT) ふぅ ( ;ToT) ふぅ (；ToT) ふぅ (;ToT)> ふぅ ( ;ToT)> ふぅ (；ToT)> ふぅ (;ToT)＞ ふぅ ( ;ToT)＞ ふぅ (；ToT)＞ ふぅ (;ToT)ゝ ふぅ ( ;ToT)ゝ ふぅ (；ToT)ゝ ふぅ <(;ToT) ふぅ <( ;ToT) ふぅ <(；ToT) ふぅ ＜(;ToT) ふぅ ＜( ;ToT) ふぅ ＜(；ToT) ふぅ (;ToT) =3 ふぅ ( ;ToT) =3 ふぅ (；ToT) =3 ふぅ (;ToT) =３ ふぅ ( ;ToT) =３ ふぅ (；ToT) =３ ふぅ <(;ToT) =3 ふぅ <( ;ToT) =3 ふぅ <(；ToT) =3 ふぅ <(;ToT) =３ ふぅ <( ;ToT) =３ ふぅ <(；ToT) =３ ふぅ ＜(;ToT) =3 ふぅ ＜( ;ToT) =3 ふぅ ＜(；ToT) =3 ふぅ ＜(;ToT) =３ ふぅ ＜( ;ToT) =３ ふぅ ＜(；ToT) =３ ふぅ

ふぅ／一息つく （正面）

(*ToT*) ふぅ (＊ToT＊) ふぅ <(*ToT*) ふぅ <(＊ToT＊) ふぅ ＜(*ToT*) ふぅ ＜(＊ToT＊) ふぅ (*ToT*)> ふぅ (＊ToT＊)> ふぅ (*ToT*)＞ ふぅ (＊ToT＊)＞ ふぅ (*ToT*)ゝ ふぅ (＊ToT＊)ゝ ふぅ ε= (*ToT*) ふぅ ε= (＊ToT＊) ふぅ C= (*ToT*) ふぅ C= (＊ToT＊) ふぅ ε= (*ToT*)> ふぅ ε= (＊ToT＊)> ふぅ C= (*ToT*)> ふぅ C= (＊ToT＊)> ふぅ ε= (*ToT*)＞ ふぅ ε= (＊ToT＊)＞ ふぅ C= (*ToT*)＞ ふぅ C= (＊ToT＊)＞ ふぅ ε= (*ToT*)ゝ ふぅ ε= (＊ToT＊)ゝ ふぅ C= (*ToT*)ゝ ふぅ C= (＊ToT＊)ゝ ふぅ (*ToT*) =3 ふぅ (＊ToT＊) =3 ふぅ (*ToT*) =３ ふぅ (＊ToT＊) =３ ふぅ <(*ToT*) =3 ふぅ <(＊ToT＊) =3 ふぅ <(*ToT*) =３ ふぅ <(＊ToT＊) =３ ふぅ ＜(*ToT*) =3 ふぅ ＜(＊ToT＊) =3 ふぅ ＜(*ToT*) =３ ふぅ ＜(＊ToT＊) =３ ふぅ

ふぅ／一息つく （左向き）

(ToT*) ふぅ (ToT＊) ふぅ <(ToT*) ふぅ <(ToT＊) ふぅ ＜(ToT*) ふぅ ＜(ToT＊) ふぅ (ToT*)> ふぅ (ToT＊)> ふぅ (ToT*)＞ ふぅ (ToT＊)＞ ふぅ (ToT*)ゝ ふぅ (ToT＊)ゝ ふぅ ε= (ToT*) ふぅ ε= (ToT＊) ふぅ C= (ToT*) ふぅ C= (ToT＊) ふぅ ε= (ToT*)> ふぅ ε= (ToT＊)> ふぅ C= (ToT*)> ふぅ C= (ToT＊)> ふぅ ε= (ToT*)＞ ふぅ ε= (ToT＊)＞ ふぅ C= (ToT*)＞ ふぅ C= (ToT＊)＞ ふぅ ε= (ToT*)ゝ ふぅ ε= (ToT＊)ゝ ふぅ C= (ToT*)ゝ ふぅ C= (ToT＊)ゝ ふぅ

ふぅ／一息つく （右向き）

(*ToT) ふぅ (＊ToT) ふぅ (*ToT)> ふぅ (＊ToT)> ふぅ (*ToT)＞ ふぅ (＊ToT)＞ ふぅ (*ToT)ゝ ふぅ (＊ToT)ゝ ふぅ <(*ToT) ふぅ <(＊ToT) ふぅ ＜(*ToT) ふぅ ＜(＊ToT) ふぅ (*ToT) =3 ふぅ (＊ToT) =3 ふぅ (*ToT) =３ ふぅ (＊ToT) =３ ふぅ <(*ToT) =3 ふぅ <(＊ToT) =3 ふぅ <(*ToT) =３ ふぅ <(＊ToT) =３ ふぅ ＜(*ToT) =3 ふぅ ＜(＊ToT) =3 ふぅ ＜(*ToT) =３ ふぅ ＜(＊ToT) =３ ふぅ

ふぅ／一息つく （正面）

(〃ToT〃) ふぅ <(〃ToT〃) ふぅ ＜(〃ToT〃) ふぅ (〃ToT〃)> ふぅ (〃ToT〃)＞ ふぅ (〃ToT〃)ゝ ふぅ ε= (〃ToT〃) ふぅ C= (〃ToT〃) ふぅ ε= (〃ToT〃)> ふぅ C= (〃ToT〃)> ふぅ ε= (〃ToT〃)＞ ふぅ C= (〃ToT〃)＞ ふぅ ε= (〃ToT〃)ゝ ふぅ C= (〃ToT〃)ゝ ふぅ (〃ToT〃) =3 ふぅ (〃ToT〃) =３ ふぅ <(〃ToT〃) =3 ふぅ <(〃ToT〃) =３ ふぅ ＜(〃ToT〃) =3 ふぅ ＜(〃ToT〃) =３ ふぅ

ふぅ／一息つく （左向き）

(ToT〃) ふぅ <(ToT〃) ふぅ ＜(ToT〃) ふぅ (ToT〃)> ふぅ (ToT〃)＞ ふぅ (ToT〃)ゝ ふぅ ε= (ToT〃) ふぅ C= (ToT〃) ふぅ ε= (ToT〃)> ふぅ C= (ToT〃)> ふぅ ε= (ToT〃)＞ ふぅ C= (ToT〃)＞ ふぅ ε= (ToT〃)ゝ ふぅ C= (ToT〃)ゝ ふぅ

ふぅ／一息つく （右向き）

(〃ToT) ふぅ (〃ToT)> ふぅ (〃ToT)＞ ふぅ (〃ToT)ゝ ふぅ <(〃ToT) ふぅ ＜(〃ToT) ふぅ (〃ToT) =3 ふぅ (〃ToT) =３ ふぅ <(〃ToT) =3 ふぅ <(〃ToT) =３ ふぅ ＜(〃ToT) =3 ふぅ ＜(〃ToT) =３ ふぅ

ふぅ／一息つく （正面）

(TｏT) ふぅ <(TｏT) ふぅ ＜(TｏT) ふぅ (TｏT)> ふぅ (TｏT)＞ ふぅ (TｏT)ゝ ふぅ ε= (TｏT) ふぅ C= (TｏT) ふぅ ε= (TｏT)> ふぅ C= (TｏT)> ふぅ ε= (TｏT)＞ ふぅ C= (TｏT)＞ ふぅ ε= (TｏT)ゝ ふぅ C= (TｏT)ゝ ふぅ (TｏT) =3 ふぅ (TｏT) =３ ふぅ <(TｏT) =3 ふぅ <(TｏT) =３ ふぅ ＜(TｏT) =3 ふぅ ＜(TｏT) =３ ふぅ

ふぅ／一息つく （正面）

( TｏT ) ふぅ <( TｏT ) ふぅ ＜( TｏT ) ふぅ ( TｏT )> ふぅ ( TｏT )＞ ふぅ ( TｏT )ゝ ふぅ ε= ( TｏT ) ふぅ C= ( TｏT ) ふぅ ε= ( TｏT )> ふぅ C= ( TｏT )> ふぅ ε= ( TｏT )＞ ふぅ C= ( TｏT )＞ ふぅ ε= ( TｏT )ゝ ふぅ C= ( TｏT )ゝ ふぅ ( TｏT ) =3 ふぅ ( TｏT ) =３ ふぅ <( TｏT ) =3 ふぅ <( TｏT ) =３ ふぅ ＜( TｏT ) =3 ふぅ ＜( TｏT ) =３ ふぅ

ふぅ／一息つく （左向き）

(TｏT ) ふぅ (TｏT　) ふぅ <(TｏT ) ふぅ <(TｏT　) ふぅ ＜(TｏT ) ふぅ ＜(TｏT　) ふぅ (TｏT )> ふぅ (TｏT　)> ふぅ (TｏT )＞ ふぅ (TｏT　)＞ ふぅ (TｏT )ゝ ふぅ (TｏT　)ゝ ふぅ ε= (TｏT ) ふぅ ε= (TｏT　) ふぅ C= (TｏT ) ふぅ C= (TｏT　) ふぅ ε= (TｏT )> ふぅ ε= (TｏT　)> ふぅ C= (TｏT )> ふぅ C= (TｏT　)> ふぅ ε= (TｏT )＞ ふぅ ε= (TｏT　)＞ ふぅ C= (TｏT )＞ ふぅ C= (TｏT　)＞ ふぅ ε= (TｏT )ゝ ふぅ ε= (TｏT　)ゝ ふぅ C= (TｏT )ゝ ふぅ C= (TｏT　)ゝ ふぅ

ふぅ／一息つく （右向き）

( TｏT) ふぅ (　TｏT) ふぅ ( TｏT)> ふぅ (　TｏT)> ふぅ ( TｏT)＞ ふぅ (　TｏT)＞ ふぅ ( TｏT)ゝ ふぅ (　TｏT)ゝ ふぅ <( TｏT) ふぅ <(　TｏT) ふぅ ＜( TｏT) ふぅ ＜(　TｏT) ふぅ ( TｏT) =3 ふぅ (　TｏT) =3 ふぅ ( TｏT) =３ ふぅ (　TｏT) =３ ふぅ <( TｏT) =3 ふぅ <(　TｏT) =3 ふぅ <( TｏT) =３ ふぅ <(　TｏT) =３ ふぅ ＜( TｏT) =3 ふぅ ＜(　TｏT) =3 ふぅ ＜( TｏT) =３ ふぅ ＜(　TｏT) =３ ふぅ

ふぅ／一息つく （正面）

(;TｏT;) ふぅ (；TｏT；) ふぅ <(;TｏT;) ふぅ <(；TｏT；) ふぅ ＜(;TｏT;) ふぅ ＜(；TｏT；) ふぅ (;TｏT;)> ふぅ (；TｏT；)> ふぅ (;TｏT;)＞ ふぅ (；TｏT；)＞ ふぅ (;TｏT;)ゝ ふぅ (；TｏT；)ゝ ふぅ ε= (;TｏT;) ふぅ ε= (；TｏT；) ふぅ C= (;TｏT;) ふぅ C= (；TｏT；) ふぅ ε= (;TｏT;)> ふぅ ε= (；TｏT；)> ふぅ C= (;TｏT;)> ふぅ C= (；TｏT；)> ふぅ ε= (;TｏT;)＞ ふぅ ε= (；TｏT；)＞ ふぅ C= (;TｏT;)＞ ふぅ C= (；TｏT；)＞ ふぅ ε= (;TｏT;)ゝ ふぅ ε= (；TｏT；)ゝ ふぅ C= (;TｏT;)ゝ ふぅ C= (；TｏT；)ゝ ふぅ (;TｏT;) =3 ふぅ (；TｏT；) =3 ふぅ (;TｏT;) =３ ふぅ (；TｏT；) =３ ふぅ <(;TｏT;) =3 ふぅ <(；TｏT；) =3 ふぅ <(;TｏT;) =３ ふぅ <(；TｏT；) =３ ふぅ ＜(;TｏT;) =3 ふぅ ＜(；TｏT；) =3 ふぅ ＜(;TｏT;) =３ ふぅ ＜(；TｏT；) =３ ふぅ

ふぅ／一息つく （左向き）

(TｏT;) ふぅ (TｏT; ) ふぅ (TｏT；) ふぅ <(TｏT;) ふぅ <(TｏT; ) ふぅ <(TｏT；) ふぅ ＜(TｏT;) ふぅ ＜(TｏT; ) ふぅ ＜(TｏT；) ふぅ (TｏT;)> ふぅ (TｏT; )> ふぅ (TｏT；)> ふぅ (TｏT;)＞ ふぅ (TｏT; )＞ ふぅ (TｏT；)＞ ふぅ (TｏT;)ゝ ふぅ (TｏT; )ゝ ふぅ (TｏT；)ゝ ふぅ ε= (TｏT;) ふぅ ε= (TｏT; ) ふぅ ε= (TｏT；) ふぅ C= (TｏT;) ふぅ C= (TｏT; ) ふぅ C= (TｏT；) ふぅ ε= (TｏT;)> ふぅ ε= (TｏT; )> ふぅ ε= (TｏT；)> ふぅ C= (TｏT;)> ふぅ C= (TｏT; )> ふぅ C= (TｏT；)> ふぅ ε= (TｏT;)＞ ふぅ ε= (TｏT; )＞ ふぅ ε= (TｏT；)＞ ふぅ C= (TｏT;)＞ ふぅ C= (TｏT; )＞ ふぅ C= (TｏT；)＞ ふぅ ε= (TｏT;)ゝ ふぅ ε= (TｏT; )ゝ ふぅ ε= (TｏT；)ゝ ふぅ C= (TｏT;)ゝ ふぅ C= (TｏT; )ゝ ふぅ C= (TｏT；)ゝ ふぅ

ふぅ／一息つく （右向き）

(;TｏT) ふぅ ( ;TｏT) ふぅ (；TｏT) ふぅ (;TｏT)> ふぅ ( ;TｏT)> ふぅ (；TｏT)> ふぅ (;TｏT)＞ ふぅ ( ;TｏT)＞ ふぅ (；TｏT)＞ ふぅ (;TｏT)ゝ ふぅ ( ;TｏT)ゝ ふぅ (；TｏT)ゝ ふぅ <(;TｏT) ふぅ <( ;TｏT) ふぅ <(；TｏT) ふぅ ＜(;TｏT) ふぅ ＜( ;TｏT) ふぅ ＜(；TｏT) ふぅ (;TｏT) =3 ふぅ ( ;TｏT) =3 ふぅ (；TｏT) =3 ふぅ (;TｏT) =３ ふぅ ( ;TｏT) =３ ふぅ (；TｏT) =３ ふぅ <(;TｏT) =3 ふぅ <( ;TｏT) =3 ふぅ <(；TｏT) =3 ふぅ <(;TｏT) =３ ふぅ <( ;TｏT) =３ ふぅ <(；TｏT) =３ ふぅ ＜(;TｏT) =3 ふぅ ＜( ;TｏT) =3 ふぅ ＜(；TｏT) =3 ふぅ ＜(;TｏT) =３ ふぅ ＜( ;TｏT) =３ ふぅ ＜(；TｏT) =３ ふぅ

ふぅ／一息つく （正面）

(*TｏT*) ふぅ (＊TｏT＊) ふぅ <(*TｏT*) ふぅ <(＊TｏT＊) ふぅ ＜(*TｏT*) ふぅ ＜(＊TｏT＊) ふぅ (*TｏT*)> ふぅ (＊TｏT＊)> ふぅ (*TｏT*)＞ ふぅ (＊TｏT＊)＞ ふぅ (*TｏT*)ゝ ふぅ (＊TｏT＊)ゝ ふぅ ε= (*TｏT*) ふぅ ε= (＊TｏT＊) ふぅ C= (*TｏT*) ふぅ C= (＊TｏT＊) ふぅ ε= (*TｏT*)> ふぅ ε= (＊TｏT＊)> ふぅ C= (*TｏT*)> ふぅ C= (＊TｏT＊)> ふぅ ε= (*TｏT*)＞ ふぅ ε= (＊TｏT＊)＞ ふぅ C= (*TｏT*)＞ ふぅ C= (＊TｏT＊)＞ ふぅ ε= (*TｏT*)ゝ ふぅ ε= (＊TｏT＊)ゝ ふぅ C= (*TｏT*)ゝ ふぅ C= (＊TｏT＊)ゝ ふぅ (*TｏT*) =3 ふぅ (＊TｏT＊) =3 ふぅ (*TｏT*) =３ ふぅ (＊TｏT＊) =３ ふぅ <(*TｏT*) =3 ふぅ <(＊TｏT＊) =3 ふぅ <(*TｏT*) =３ ふぅ <(＊TｏT＊) =３ ふぅ ＜(*TｏT*) =3 ふぅ ＜(＊TｏT＊) =3 ふぅ ＜(*TｏT*) =３ ふぅ ＜(＊TｏT＊) =３ ふぅ

ふぅ／一息つく （左向き）

(TｏT*) ふぅ (TｏT＊) ふぅ <(TｏT*) ふぅ <(TｏT＊) ふぅ ＜(TｏT*) ふぅ ＜(TｏT＊) ふぅ (TｏT*)> ふぅ (TｏT＊)> ふぅ (TｏT*)＞ ふぅ (TｏT＊)＞ ふぅ (TｏT*)ゝ ふぅ (TｏT＊)ゝ ふぅ ε= (TｏT*) ふぅ ε= (TｏT＊) ふぅ C= (TｏT*) ふぅ C= (TｏT＊) ふぅ ε= (TｏT*)> ふぅ ε= (TｏT＊)> ふぅ C= (TｏT*)> ふぅ C= (TｏT＊)> ふぅ ε= (TｏT*)＞ ふぅ ε= (TｏT＊)＞ ふぅ C= (TｏT*)＞ ふぅ C= (TｏT＊)＞ ふぅ ε= (TｏT*)ゝ ふぅ ε= (TｏT＊)ゝ ふぅ C= (TｏT*)ゝ ふぅ C= (TｏT＊)ゝ ふぅ

ふぅ／一息つく （右向き）

(*TｏT) ふぅ (＊TｏT) ふぅ (*TｏT)> ふぅ (＊TｏT)> ふぅ (*TｏT)＞ ふぅ (＊TｏT)＞ ふぅ (*TｏT)ゝ ふぅ (＊TｏT)ゝ ふぅ <(*TｏT) ふぅ <(＊TｏT) ふぅ ＜(*TｏT) ふぅ ＜(＊TｏT) ふぅ (*TｏT) =3 ふぅ (＊TｏT) =3 ふぅ (*TｏT) =３ ふぅ (＊TｏT) =３ ふぅ <(*TｏT) =3 ふぅ <(＊TｏT) =3 ふぅ <(*TｏT) =３ ふぅ <(＊TｏT) =３ ふぅ ＜(*TｏT) =3 ふぅ ＜(＊TｏT) =3 ふぅ ＜(*TｏT) =３ ふぅ ＜(＊TｏT) =３ ふぅ

ふぅ／一息つく （正面）

(〃TｏT〃) ふぅ <(〃TｏT〃) ふぅ ＜(〃TｏT〃) ふぅ (〃TｏT〃)> ふぅ (〃TｏT〃)＞ ふぅ (〃TｏT〃)ゝ ふぅ ε= (〃TｏT〃) ふぅ C= (〃TｏT〃) ふぅ ε= (〃TｏT〃)> ふぅ C= (〃TｏT〃)> ふぅ ε= (〃TｏT〃)＞ ふぅ C= (〃TｏT〃)＞ ふぅ ε= (〃TｏT〃)ゝ ふぅ C= (〃TｏT〃)ゝ ふぅ (〃TｏT〃) =3 ふぅ (〃TｏT〃) =３ ふぅ <(〃TｏT〃) =3 ふぅ <(〃TｏT〃) =３ ふぅ ＜(〃TｏT〃) =3 ふぅ ＜(〃TｏT〃) =３ ふぅ

ふぅ／一息つく （左向き）

(TｏT〃) ふぅ <(TｏT〃) ふぅ ＜(TｏT〃) ふぅ (TｏT〃)> ふぅ (TｏT〃)＞ ふぅ (TｏT〃)ゝ ふぅ ε= (TｏT〃) ふぅ C= (TｏT〃) ふぅ ε= (TｏT〃)> ふぅ C= (TｏT〃)> ふぅ ε= (TｏT〃)＞ ふぅ C= (TｏT〃)＞ ふぅ ε= (TｏT〃)ゝ ふぅ C= (TｏT〃)ゝ ふぅ

ふぅ／一息つく （右向き）

(〃TｏT) ふぅ (〃TｏT)> ふぅ (〃TｏT)＞ ふぅ (〃TｏT)ゝ ふぅ <(〃TｏT) ふぅ ＜(〃TｏT) ふぅ (〃TｏT) =3 ふぅ (〃TｏT) =３ ふぅ <(〃TｏT) =3 ふぅ <(〃TｏT) =３ ふぅ ＜(〃TｏT) =3 ふぅ ＜(〃TｏT) =３ ふぅ

ふぅ／一息つく （正面）

(T∇T) ふぅ <(T∇T) ふぅ ＜(T∇T) ふぅ (T∇T)> ふぅ (T∇T)＞ ふぅ (T∇T)ゝ ふぅ ε= (T∇T) ふぅ C= (T∇T) ふぅ ε= (T∇T)> ふぅ C= (T∇T)> ふぅ ε= (T∇T)＞ ふぅ C= (T∇T)＞ ふぅ ε= (T∇T)ゝ ふぅ C= (T∇T)ゝ ふぅ (T∇T) =3 ふぅ (T∇T) =３ ふぅ <(T∇T) =3 ふぅ <(T∇T) =３ ふぅ ＜(T∇T) =3 ふぅ ＜(T∇T) =３ ふぅ

ふぅ／一息つく （正面）

( T∇T ) ふぅ <( T∇T ) ふぅ ＜( T∇T ) ふぅ ( T∇T )> ふぅ ( T∇T )＞ ふぅ ( T∇T )ゝ ふぅ ε= ( T∇T ) ふぅ C= ( T∇T ) ふぅ ε= ( T∇T )> ふぅ C= ( T∇T )> ふぅ ε= ( T∇T )＞ ふぅ C= ( T∇T )＞ ふぅ ε= ( T∇T )ゝ ふぅ C= ( T∇T )ゝ ふぅ ( T∇T ) =3 ふぅ ( T∇T ) =３ ふぅ <( T∇T ) =3 ふぅ <( T∇T ) =３ ふぅ ＜( T∇T ) =3 ふぅ ＜( T∇T ) =３ ふぅ

ふぅ／一息つく （左向き）

(T∇T ) ふぅ (T∇T　) ふぅ <(T∇T ) ふぅ <(T∇T　) ふぅ ＜(T∇T ) ふぅ ＜(T∇T　) ふぅ (T∇T )> ふぅ (T∇T　)> ふぅ (T∇T )＞ ふぅ (T∇T　)＞ ふぅ (T∇T )ゝ ふぅ (T∇T　)ゝ ふぅ ε= (T∇T ) ふぅ ε= (T∇T　) ふぅ C= (T∇T ) ふぅ C= (T∇T　) ふぅ ε= (T∇T )> ふぅ ε= (T∇T　)> ふぅ C= (T∇T )> ふぅ C= (T∇T　)> ふぅ ε= (T∇T )＞ ふぅ ε= (T∇T　)＞ ふぅ C= (T∇T )＞ ふぅ C= (T∇T　)＞ ふぅ ε= (T∇T )ゝ ふぅ ε= (T∇T　)ゝ ふぅ C= (T∇T )ゝ ふぅ C= (T∇T　)ゝ ふぅ

ふぅ／一息つく （右向き）

( T∇T) ふぅ (　T∇T) ふぅ ( T∇T)> ふぅ (　T∇T)> ふぅ ( T∇T)＞ ふぅ (　T∇T)＞ ふぅ ( T∇T)ゝ ふぅ (　T∇T)ゝ ふぅ <( T∇T) ふぅ <(　T∇T) ふぅ ＜( T∇T) ふぅ ＜(　T∇T) ふぅ ( T∇T) =3 ふぅ (　T∇T) =3 ふぅ ( T∇T) =３ ふぅ (　T∇T) =３ ふぅ <( T∇T) =3 ふぅ <(　T∇T) =3 ふぅ <( T∇T) =３ ふぅ <(　T∇T) =３ ふぅ ＜( T∇T) =3 ふぅ ＜(　T∇T) =3 ふぅ ＜( T∇T) =３ ふぅ ＜(　T∇T) =３ ふぅ

ふぅ／一息つく （正面）

(;T∇T;) ふぅ (；T∇T；) ふぅ <(;T∇T;) ふぅ <(；T∇T；) ふぅ ＜(;T∇T;) ふぅ ＜(；T∇T；) ふぅ (;T∇T;)> ふぅ (；T∇T；)> ふぅ (;T∇T;)＞ ふぅ (；T∇T；)＞ ふぅ (;T∇T;)ゝ ふぅ (；T∇T；)ゝ ふぅ ε= (;T∇T;) ふぅ ε= (；T∇T；) ふぅ C= (;T∇T;) ふぅ C= (；T∇T；) ふぅ ε= (;T∇T;)> ふぅ ε= (；T∇T；)> ふぅ C= (;T∇T;)> ふぅ C= (；T∇T；)> ふぅ ε= (;T∇T;)＞ ふぅ ε= (；T∇T；)＞ ふぅ C= (;T∇T;)＞ ふぅ C= (；T∇T；)＞ ふぅ ε= (;T∇T;)ゝ ふぅ ε= (；T∇T；)ゝ ふぅ C= (;T∇T;)ゝ ふぅ C= (；T∇T；)ゝ ふぅ (;T∇T;) =3 ふぅ (；T∇T；) =3 ふぅ (;T∇T;) =３ ふぅ (；T∇T；) =３ ふぅ <(;T∇T;) =3 ふぅ <(；T∇T；) =3 ふぅ <(;T∇T;) =３ ふぅ <(；T∇T；) =３ ふぅ ＜(;T∇T;) =3 ふぅ ＜(；T∇T；) =3 ふぅ ＜(;T∇T;) =３ ふぅ ＜(；T∇T；) =３ ふぅ

ふぅ／一息つく （左向き）

(T∇T;) ふぅ (T∇T; ) ふぅ (T∇T；) ふぅ <(T∇T;) ふぅ <(T∇T; ) ふぅ <(T∇T；) ふぅ ＜(T∇T;) ふぅ ＜(T∇T; ) ふぅ ＜(T∇T；) ふぅ (T∇T;)> ふぅ (T∇T; )> ふぅ (T∇T；)> ふぅ (T∇T;)＞ ふぅ (T∇T; )＞ ふぅ (T∇T；)＞ ふぅ (T∇T;)ゝ ふぅ (T∇T; )ゝ ふぅ (T∇T；)ゝ ふぅ ε= (T∇T;) ふぅ ε= (T∇T; ) ふぅ ε= (T∇T；) ふぅ C= (T∇T;) ふぅ C= (T∇T; ) ふぅ C= (T∇T；) ふぅ ε= (T∇T;)> ふぅ ε= (T∇T; )> ふぅ ε= (T∇T；)> ふぅ C= (T∇T;)> ふぅ C= (T∇T; )> ふぅ C= (T∇T；)> ふぅ ε= (T∇T;)＞ ふぅ ε= (T∇T; )＞ ふぅ ε= (T∇T；)＞ ふぅ C= (T∇T;)＞ ふぅ C= (T∇T; )＞ ふぅ C= (T∇T；)＞ ふぅ ε= (T∇T;)ゝ ふぅ ε= (T∇T; )ゝ ふぅ ε= (T∇T；)ゝ ふぅ C= (T∇T;)ゝ ふぅ C= (T∇T; )ゝ ふぅ C= (T∇T；)ゝ ふぅ

ふぅ／一息つく （右向き）

(;T∇T) ふぅ ( ;T∇T) ふぅ (；T∇T) ふぅ (;T∇T)> ふぅ ( ;T∇T)> ふぅ (；T∇T)> ふぅ (;T∇T)＞ ふぅ ( ;T∇T)＞ ふぅ (；T∇T)＞ ふぅ (;T∇T)ゝ ふぅ ( ;T∇T)ゝ ふぅ (；T∇T)ゝ ふぅ <(;T∇T) ふぅ <( ;T∇T) ふぅ <(；T∇T) ふぅ ＜(;T∇T) ふぅ ＜( ;T∇T) ふぅ ＜(；T∇T) ふぅ (;T∇T) =3 ふぅ ( ;T∇T) =3 ふぅ (；T∇T) =3 ふぅ (;T∇T) =３ ふぅ ( ;T∇T) =３ ふぅ (；T∇T) =３ ふぅ <(;T∇T) =3 ふぅ <( ;T∇T) =3 ふぅ <(；T∇T) =3 ふぅ <(;T∇T) =３ ふぅ <( ;T∇T) =３ ふぅ <(；T∇T) =３ ふぅ ＜(;T∇T) =3 ふぅ ＜( ;T∇T) =3 ふぅ ＜(；T∇T) =3 ふぅ ＜(;T∇T) =３ ふぅ ＜( ;T∇T) =３ ふぅ ＜(；T∇T) =３ ふぅ

ふぅ／一息つく （正面）

(*T∇T*) ふぅ (＊T∇T＊) ふぅ <(*T∇T*) ふぅ <(＊T∇T＊) ふぅ ＜(*T∇T*) ふぅ ＜(＊T∇T＊) ふぅ (*T∇T*)> ふぅ (＊T∇T＊)> ふぅ (*T∇T*)＞ ふぅ (＊T∇T＊)＞ ふぅ (*T∇T*)ゝ ふぅ (＊T∇T＊)ゝ ふぅ ε= (*T∇T*) ふぅ ε= (＊T∇T＊) ふぅ C= (*T∇T*) ふぅ C= (＊T∇T＊) ふぅ ε= (*T∇T*)> ふぅ ε= (＊T∇T＊)> ふぅ C= (*T∇T*)> ふぅ C= (＊T∇T＊)> ふぅ ε= (*T∇T*)＞ ふぅ ε= (＊T∇T＊)＞ ふぅ C= (*T∇T*)＞ ふぅ C= (＊T∇T＊)＞ ふぅ ε= (*T∇T*)ゝ ふぅ ε= (＊T∇T＊)ゝ ふぅ C= (*T∇T*)ゝ ふぅ C= (＊T∇T＊)ゝ ふぅ (*T∇T*) =3 ふぅ (＊T∇T＊) =3 ふぅ (*T∇T*) =３ ふぅ (＊T∇T＊) =３ ふぅ <(*T∇T*) =3 ふぅ <(＊T∇T＊) =3 ふぅ <(*T∇T*) =３ ふぅ <(＊T∇T＊) =３ ふぅ ＜(*T∇T*) =3 ふぅ ＜(＊T∇T＊) =3 ふぅ ＜(*T∇T*) =３ ふぅ ＜(＊T∇T＊) =３ ふぅ

ふぅ／一息つく （左向き）

(T∇T*) ふぅ (T∇T＊) ふぅ <(T∇T*) ふぅ <(T∇T＊) ふぅ ＜(T∇T*) ふぅ ＜(T∇T＊) ふぅ (T∇T*)> ふぅ (T∇T＊)> ふぅ (T∇T*)＞ ふぅ (T∇T＊)＞ ふぅ (T∇T*)ゝ ふぅ (T∇T＊)ゝ ふぅ ε= (T∇T*) ふぅ ε= (T∇T＊) ふぅ C= (T∇T*) ふぅ C= (T∇T＊) ふぅ ε= (T∇T*)> ふぅ ε= (T∇T＊)> ふぅ C= (T∇T*)> ふぅ C= (T∇T＊)> ふぅ ε= (T∇T*)＞ ふぅ ε= (T∇T＊)＞ ふぅ C= (T∇T*)＞ ふぅ C= (T∇T＊)＞ ふぅ ε= (T∇T*)ゝ ふぅ ε= (T∇T＊)ゝ ふぅ C= (T∇T*)ゝ ふぅ C= (T∇T＊)ゝ ふぅ

ふぅ／一息つく （右向き）

(*T∇T) ふぅ (＊T∇T) ふぅ (*T∇T)> ふぅ (＊T∇T)> ふぅ (*T∇T)＞ ふぅ (＊T∇T)＞ ふぅ (*T∇T)ゝ ふぅ (＊T∇T)ゝ ふぅ <(*T∇T) ふぅ <(＊T∇T) ふぅ ＜(*T∇T) ふぅ ＜(＊T∇T) ふぅ (*T∇T) =3 ふぅ (＊T∇T) =3 ふぅ (*T∇T) =３ ふぅ (＊T∇T) =３ ふぅ <(*T∇T) =3 ふぅ <(＊T∇T) =3 ふぅ <(*T∇T) =３ ふぅ <(＊T∇T) =３ ふぅ ＜(*T∇T) =3 ふぅ ＜(＊T∇T) =3 ふぅ ＜(*T∇T) =３ ふぅ ＜(＊T∇T) =３ ふぅ

ふぅ／一息つく （正面）

(〃T∇T〃) ふぅ <(〃T∇T〃) ふぅ ＜(〃T∇T〃) ふぅ (〃T∇T〃)> ふぅ (〃T∇T〃)＞ ふぅ (〃T∇T〃)ゝ ふぅ ε= (〃T∇T〃) ふぅ C= (〃T∇T〃) ふぅ ε= (〃T∇T〃)> ふぅ C= (〃T∇T〃)> ふぅ ε= (〃T∇T〃)＞ ふぅ C= (〃T∇T〃)＞ ふぅ ε= (〃T∇T〃)ゝ ふぅ C= (〃T∇T〃)ゝ ふぅ (〃T∇T〃) =3 ふぅ (〃T∇T〃) =３ ふぅ <(〃T∇T〃) =3 ふぅ <(〃T∇T〃) =３ ふぅ ＜(〃T∇T〃) =3 ふぅ ＜(〃T∇T〃) =３ ふぅ

ふぅ／一息つく （左向き）

(T∇T〃) ふぅ <(T∇T〃) ふぅ ＜(T∇T〃) ふぅ (T∇T〃)> ふぅ (T∇T〃)＞ ふぅ (T∇T〃)ゝ ふぅ ε= (T∇T〃) ふぅ C= (T∇T〃) ふぅ ε= (T∇T〃)> ふぅ C= (T∇T〃)> ふぅ ε= (T∇T〃)＞ ふぅ C= (T∇T〃)＞ ふぅ ε= (T∇T〃)ゝ ふぅ C= (T∇T〃)ゝ ふぅ

ふぅ／一息つく （右向き）

(〃T∇T) ふぅ (〃T∇T)> ふぅ (〃T∇T)＞ ふぅ (〃T∇T)ゝ ふぅ <(〃T∇T) ふぅ ＜(〃T∇T) ふぅ (〃T∇T) =3 ふぅ (〃T∇T) =３ ふぅ <(〃T∇T) =3 ふぅ <(〃T∇T) =３ ふぅ ＜(〃T∇T) =3 ふぅ ＜(〃T∇T) =３ ふぅ

ふぅ／一息つく （正面）

(T▽T) ふぅ <(T▽T) ふぅ ＜(T▽T) ふぅ (T▽T)> ふぅ (T▽T)＞ ふぅ (T▽T)ゝ ふぅ ε= (T▽T) ふぅ C= (T▽T) ふぅ ε= (T▽T)> ふぅ C= (T▽T)> ふぅ ε= (T▽T)＞ ふぅ C= (T▽T)＞ ふぅ ε= (T▽T)ゝ ふぅ C= (T▽T)ゝ ふぅ (T▽T) =3 ふぅ (T▽T) =３ ふぅ <(T▽T) =3 ふぅ <(T▽T) =３ ふぅ ＜(T▽T) =3 ふぅ ＜(T▽T) =３ ふぅ

ふぅ／一息つく （正面）

( T▽T ) ふぅ <( T▽T ) ふぅ ＜( T▽T ) ふぅ ( T▽T )> ふぅ ( T▽T )＞ ふぅ ( T▽T )ゝ ふぅ ε= ( T▽T ) ふぅ C= ( T▽T ) ふぅ ε= ( T▽T )> ふぅ C= ( T▽T )> ふぅ ε= ( T▽T )＞ ふぅ C= ( T▽T )＞ ふぅ ε= ( T▽T )ゝ ふぅ C= ( T▽T )ゝ ふぅ ( T▽T ) =3 ふぅ ( T▽T ) =３ ふぅ <( T▽T ) =3 ふぅ <( T▽T ) =３ ふぅ ＜( T▽T ) =3 ふぅ ＜( T▽T ) =３ ふぅ

ふぅ／一息つく （左向き）

(T▽T ) ふぅ (T▽T　) ふぅ <(T▽T ) ふぅ <(T▽T　) ふぅ ＜(T▽T ) ふぅ ＜(T▽T　) ふぅ (T▽T )> ふぅ (T▽T　)> ふぅ (T▽T )＞ ふぅ (T▽T　)＞ ふぅ (T▽T )ゝ ふぅ (T▽T　)ゝ ふぅ ε= (T▽T ) ふぅ ε= (T▽T　) ふぅ C= (T▽T ) ふぅ C= (T▽T　) ふぅ ε= (T▽T )> ふぅ ε= (T▽T　)> ふぅ C= (T▽T )> ふぅ C= (T▽T　)> ふぅ ε= (T▽T )＞ ふぅ ε= (T▽T　)＞ ふぅ C= (T▽T )＞ ふぅ C= (T▽T　)＞ ふぅ ε= (T▽T )ゝ ふぅ ε= (T▽T　)ゝ ふぅ C= (T▽T )ゝ ふぅ C= (T▽T　)ゝ ふぅ

ふぅ／一息つく （右向き）

( T▽T) ふぅ (　T▽T) ふぅ ( T▽T)> ふぅ (　T▽T)> ふぅ ( T▽T)＞ ふぅ (　T▽T)＞ ふぅ ( T▽T)ゝ ふぅ (　T▽T)ゝ ふぅ <( T▽T) ふぅ <(　T▽T) ふぅ ＜( T▽T) ふぅ ＜(　T▽T) ふぅ ( T▽T) =3 ふぅ (　T▽T) =3 ふぅ ( T▽T) =３ ふぅ (　T▽T) =３ ふぅ <( T▽T) =3 ふぅ <(　T▽T) =3 ふぅ <( T▽T) =３ ふぅ <(　T▽T) =３ ふぅ ＜( T▽T) =3 ふぅ ＜(　T▽T) =3 ふぅ ＜( T▽T) =３ ふぅ ＜(　T▽T) =３ ふぅ

ふぅ／一息つく （正面）

(;T▽T;) ふぅ (；T▽T；) ふぅ <(;T▽T;) ふぅ <(；T▽T；) ふぅ ＜(;T▽T;) ふぅ ＜(；T▽T；) ふぅ (;T▽T;)> ふぅ (；T▽T；)> ふぅ (;T▽T;)＞ ふぅ (；T▽T；)＞ ふぅ (;T▽T;)ゝ ふぅ (；T▽T；)ゝ ふぅ ε= (;T▽T;) ふぅ ε= (；T▽T；) ふぅ C= (;T▽T;) ふぅ C= (；T▽T；) ふぅ ε= (;T▽T;)> ふぅ ε= (；T▽T；)> ふぅ C= (;T▽T;)> ふぅ C= (；T▽T；)> ふぅ ε= (;T▽T;)＞ ふぅ ε= (；T▽T；)＞ ふぅ C= (;T▽T;)＞ ふぅ C= (；T▽T；)＞ ふぅ ε= (;T▽T;)ゝ ふぅ ε= (；T▽T；)ゝ ふぅ C= (;T▽T;)ゝ ふぅ C= (；T▽T；)ゝ ふぅ (;T▽T;) =3 ふぅ (；T▽T；) =3 ふぅ (;T▽T;) =３ ふぅ (；T▽T；) =３ ふぅ <(;T▽T;) =3 ふぅ <(；T▽T；) =3 ふぅ <(;T▽T;) =３ ふぅ <(；T▽T；) =３ ふぅ ＜(;T▽T;) =3 ふぅ ＜(；T▽T；) =3 ふぅ ＜(;T▽T;) =３ ふぅ ＜(；T▽T；) =３ ふぅ

ふぅ／一息つく （左向き）

(T▽T;) ふぅ (T▽T; ) ふぅ (T▽T；) ふぅ <(T▽T;) ふぅ <(T▽T; ) ふぅ <(T▽T；) ふぅ ＜(T▽T;) ふぅ ＜(T▽T; ) ふぅ ＜(T▽T；) ふぅ (T▽T;)> ふぅ (T▽T; )> ふぅ (T▽T；)> ふぅ (T▽T;)＞ ふぅ (T▽T; )＞ ふぅ (T▽T；)＞ ふぅ (T▽T;)ゝ ふぅ (T▽T; )ゝ ふぅ (T▽T；)ゝ ふぅ ε= (T▽T;) ふぅ ε= (T▽T; ) ふぅ ε= (T▽T；) ふぅ C= (T▽T;) ふぅ C= (T▽T; ) ふぅ C= (T▽T；) ふぅ ε= (T▽T;)> ふぅ ε= (T▽T; )> ふぅ ε= (T▽T；)> ふぅ C= (T▽T;)> ふぅ C= (T▽T; )> ふぅ C= (T▽T；)> ふぅ ε= (T▽T;)＞ ふぅ ε= (T▽T; )＞ ふぅ ε= (T▽T；)＞ ふぅ C= (T▽T;)＞ ふぅ C= (T▽T; )＞ ふぅ C= (T▽T；)＞ ふぅ ε= (T▽T;)ゝ ふぅ ε= (T▽T; )ゝ ふぅ ε= (T▽T；)ゝ ふぅ C= (T▽T;)ゝ ふぅ C= (T▽T; )ゝ ふぅ C= (T▽T；)ゝ ふぅ

ふぅ／一息つく （右向き）

(;T▽T) ふぅ ( ;T▽T) ふぅ (；T▽T) ふぅ (;T▽T)> ふぅ ( ;T▽T)> ふぅ (；T▽T)> ふぅ (;T▽T)＞ ふぅ ( ;T▽T)＞ ふぅ (；T▽T)＞ ふぅ (;T▽T)ゝ ふぅ ( ;T▽T)ゝ ふぅ (；T▽T)ゝ ふぅ <(;T▽T) ふぅ <( ;T▽T) ふぅ <(；T▽T) ふぅ ＜(;T▽T) ふぅ ＜( ;T▽T) ふぅ ＜(；T▽T) ふぅ (;T▽T) =3 ふぅ ( ;T▽T) =3 ふぅ (；T▽T) =3 ふぅ (;T▽T) =３ ふぅ ( ;T▽T) =３ ふぅ (；T▽T) =３ ふぅ <(;T▽T) =3 ふぅ <( ;T▽T) =3 ふぅ <(；T▽T) =3 ふぅ <(;T▽T) =３ ふぅ <( ;T▽T) =３ ふぅ <(；T▽T) =３ ふぅ ＜(;T▽T) =3 ふぅ ＜( ;T▽T) =3 ふぅ ＜(；T▽T) =3 ふぅ ＜(;T▽T) =３ ふぅ ＜( ;T▽T) =３ ふぅ ＜(；T▽T) =３ ふぅ

ふぅ／一息つく （正面）

(*T▽T*) ふぅ (＊T▽T＊) ふぅ <(*T▽T*) ふぅ <(＊T▽T＊) ふぅ ＜(*T▽T*) ふぅ ＜(＊T▽T＊) ふぅ (*T▽T*)> ふぅ (＊T▽T＊)> ふぅ (*T▽T*)＞ ふぅ (＊T▽T＊)＞ ふぅ (*T▽T*)ゝ ふぅ (＊T▽T＊)ゝ ふぅ ε= (*T▽T*) ふぅ ε= (＊T▽T＊) ふぅ C= (*T▽T*) ふぅ C= (＊T▽T＊) ふぅ ε= (*T▽T*)> ふぅ ε= (＊T▽T＊)> ふぅ C= (*T▽T*)> ふぅ C= (＊T▽T＊)> ふぅ ε= (*T▽T*)＞ ふぅ ε= (＊T▽T＊)＞ ふぅ C= (*T▽T*)＞ ふぅ C= (＊T▽T＊)＞ ふぅ ε= (*T▽T*)ゝ ふぅ ε= (＊T▽T＊)ゝ ふぅ C= (*T▽T*)ゝ ふぅ C= (＊T▽T＊)ゝ ふぅ (*T▽T*) =3 ふぅ (＊T▽T＊) =3 ふぅ (*T▽T*) =３ ふぅ (＊T▽T＊) =３ ふぅ <(*T▽T*) =3 ふぅ <(＊T▽T＊) =3 ふぅ <(*T▽T*) =３ ふぅ <(＊T▽T＊) =３ ふぅ ＜(*T▽T*) =3 ふぅ ＜(＊T▽T＊) =3 ふぅ ＜(*T▽T*) =３ ふぅ ＜(＊T▽T＊) =３ ふぅ

ふぅ／一息つく （左向き）

(T▽T*) ふぅ (T▽T＊) ふぅ <(T▽T*) ふぅ <(T▽T＊) ふぅ ＜(T▽T*) ふぅ ＜(T▽T＊) ふぅ (T▽T*)> ふぅ (T▽T＊)> ふぅ (T▽T*)＞ ふぅ (T▽T＊)＞ ふぅ (T▽T*)ゝ ふぅ (T▽T＊)ゝ ふぅ ε= (T▽T*) ふぅ ε= (T▽T＊) ふぅ C= (T▽T*) ふぅ C= (T▽T＊) ふぅ ε= (T▽T*)> ふぅ ε= (T▽T＊)> ふぅ C= (T▽T*)> ふぅ C= (T▽T＊)> ふぅ ε= (T▽T*)＞ ふぅ ε= (T▽T＊)＞ ふぅ C= (T▽T*)＞ ふぅ C= (T▽T＊)＞ ふぅ ε= (T▽T*)ゝ ふぅ ε= (T▽T＊)ゝ ふぅ C= (T▽T*)ゝ ふぅ C= (T▽T＊)ゝ ふぅ

ふぅ／一息つく （右向き）

(*T▽T) ふぅ (＊T▽T) ふぅ (*T▽T)> ふぅ (＊T▽T)> ふぅ (*T▽T)＞ ふぅ (＊T▽T)＞ ふぅ (*T▽T)ゝ ふぅ (＊T▽T)ゝ ふぅ <(*T▽T) ふぅ <(＊T▽T) ふぅ ＜(*T▽T) ふぅ ＜(＊T▽T) ふぅ (*T▽T) =3 ふぅ (＊T▽T) =3 ふぅ (*T▽T) =３ ふぅ (＊T▽T) =３ ふぅ <(*T▽T) =3 ふぅ <(＊T▽T) =3 ふぅ <(*T▽T) =３ ふぅ <(＊T▽T) =３ ふぅ ＜(*T▽T) =3 ふぅ ＜(＊T▽T) =3 ふぅ ＜(*T▽T) =３ ふぅ ＜(＊T▽T) =３ ふぅ

ふぅ／一息つく （正面）

(〃T▽T〃) ふぅ <(〃T▽T〃) ふぅ ＜(〃T▽T〃) ふぅ (〃T▽T〃)> ふぅ (〃T▽T〃)＞ ふぅ (〃T▽T〃)ゝ ふぅ ε= (〃T▽T〃) ふぅ C= (〃T▽T〃) ふぅ ε= (〃T▽T〃)> ふぅ C= (〃T▽T〃)> ふぅ ε= (〃T▽T〃)＞ ふぅ C= (〃T▽T〃)＞ ふぅ ε= (〃T▽T〃)ゝ ふぅ C= (〃T▽T〃)ゝ ふぅ (〃T▽T〃) =3 ふぅ (〃T▽T〃) =３ ふぅ <(〃T▽T〃) =3 ふぅ <(〃T▽T〃) =３ ふぅ ＜(〃T▽T〃) =3 ふぅ ＜(〃T▽T〃) =３ ふぅ

ふぅ／一息つく （左向き）

(T▽T〃) ふぅ <(T▽T〃) ふぅ ＜(T▽T〃) ふぅ (T▽T〃)> ふぅ (T▽T〃)＞ ふぅ (T▽T〃)ゝ ふぅ ε= (T▽T〃) ふぅ C= (T▽T〃) ふぅ ε= (T▽T〃)> ふぅ C= (T▽T〃)> ふぅ ε= (T▽T〃)＞ ふぅ C= (T▽T〃)＞ ふぅ ε= (T▽T〃)ゝ ふぅ C= (T▽T〃)ゝ ふぅ

ふぅ／一息つく （右向き）

(〃T▽T) ふぅ (〃T▽T)> ふぅ (〃T▽T)＞ ふぅ (〃T▽T)ゝ ふぅ <(〃T▽T) ふぅ ＜(〃T▽T) ふぅ (〃T▽T) =3 ふぅ (〃T▽T) =３ ふぅ <(〃T▽T) =3 ふぅ <(〃T▽T) =３ ふぅ ＜(〃T▽T) =3 ふぅ ＜(〃T▽T) =３ ふぅ

ふぅ／一息つく （正面）

(TロT) ふぅ <(TロT) ふぅ ＜(TロT) ふぅ (TロT)> ふぅ (TロT)＞ ふぅ (TロT)ゝ ふぅ ε= (TロT) ふぅ C= (TロT) ふぅ ε= (TロT)> ふぅ C= (TロT)> ふぅ ε= (TロT)＞ ふぅ C= (TロT)＞ ふぅ ε= (TロT)ゝ ふぅ C= (TロT)ゝ ふぅ (TロT) =3 ふぅ (TロT) =３ ふぅ <(TロT) =3 ふぅ <(TロT) =３ ふぅ ＜(TロT) =3 ふぅ ＜(TロT) =３ ふぅ

ふぅ／一息つく （正面）

( TロT ) ふぅ <( TロT ) ふぅ ＜( TロT ) ふぅ ( TロT )> ふぅ ( TロT )＞ ふぅ ( TロT )ゝ ふぅ ε= ( TロT ) ふぅ C= ( TロT ) ふぅ ε= ( TロT )> ふぅ C= ( TロT )> ふぅ ε= ( TロT )＞ ふぅ C= ( TロT )＞ ふぅ ε= ( TロT )ゝ ふぅ C= ( TロT )ゝ ふぅ ( TロT ) =3 ふぅ ( TロT ) =３ ふぅ <( TロT ) =3 ふぅ <( TロT ) =３ ふぅ ＜( TロT ) =3 ふぅ ＜( TロT ) =３ ふぅ

ふぅ／一息つく （左向き）

(TロT ) ふぅ (TロT　) ふぅ <(TロT ) ふぅ <(TロT　) ふぅ ＜(TロT ) ふぅ ＜(TロT　) ふぅ (TロT )> ふぅ (TロT　)> ふぅ (TロT )＞ ふぅ (TロT　)＞ ふぅ (TロT )ゝ ふぅ (TロT　)ゝ ふぅ ε= (TロT ) ふぅ ε= (TロT　) ふぅ C= (TロT ) ふぅ C= (TロT　) ふぅ ε= (TロT )> ふぅ ε= (TロT　)> ふぅ C= (TロT )> ふぅ C= (TロT　)> ふぅ ε= (TロT )＞ ふぅ ε= (TロT　)＞ ふぅ C= (TロT )＞ ふぅ C= (TロT　)＞ ふぅ ε= (TロT )ゝ ふぅ ε= (TロT　)ゝ ふぅ C= (TロT )ゝ ふぅ C= (TロT　)ゝ ふぅ

ふぅ／一息つく （右向き）

( TロT) ふぅ (　TロT) ふぅ ( TロT)> ふぅ (　TロT)> ふぅ ( TロT)＞ ふぅ (　TロT)＞ ふぅ ( TロT)ゝ ふぅ (　TロT)ゝ ふぅ <( TロT) ふぅ <(　TロT) ふぅ ＜( TロT) ふぅ ＜(　TロT) ふぅ ( TロT) =3 ふぅ (　TロT) =3 ふぅ ( TロT) =３ ふぅ (　TロT) =３ ふぅ <( TロT) =3 ふぅ <(　TロT) =3 ふぅ <( TロT) =３ ふぅ <(　TロT) =３ ふぅ ＜( TロT) =3 ふぅ ＜(　TロT) =3 ふぅ ＜( TロT) =３ ふぅ ＜(　TロT) =３ ふぅ

ふぅ／一息つく （正面）

(;TロT;) ふぅ (；TロT；) ふぅ <(;TロT;) ふぅ <(；TロT；) ふぅ ＜(;TロT;) ふぅ ＜(；TロT；) ふぅ (;TロT;)> ふぅ (；TロT；)> ふぅ (;TロT;)＞ ふぅ (；TロT；)＞ ふぅ (;TロT;)ゝ ふぅ (；TロT；)ゝ ふぅ ε= (;TロT;) ふぅ ε= (；TロT；) ふぅ C= (;TロT;) ふぅ C= (；TロT；) ふぅ ε= (;TロT;)> ふぅ ε= (；TロT；)> ふぅ C= (;TロT;)> ふぅ C= (；TロT；)> ふぅ ε= (;TロT;)＞ ふぅ ε= (；TロT；)＞ ふぅ C= (;TロT;)＞ ふぅ C= (；TロT；)＞ ふぅ ε= (;TロT;)ゝ ふぅ ε= (；TロT；)ゝ ふぅ C= (;TロT;)ゝ ふぅ C= (；TロT；)ゝ ふぅ (;TロT;) =3 ふぅ (；TロT；) =3 ふぅ (;TロT;) =３ ふぅ (；TロT；) =３ ふぅ <(;TロT;) =3 ふぅ <(；TロT；) =3 ふぅ <(;TロT;) =３ ふぅ <(；TロT；) =３ ふぅ ＜(;TロT;) =3 ふぅ ＜(；TロT；) =3 ふぅ ＜(;TロT;) =３ ふぅ ＜(；TロT；) =３ ふぅ

ふぅ／一息つく （左向き）

(TロT;) ふぅ (TロT; ) ふぅ (TロT；) ふぅ <(TロT;) ふぅ <(TロT; ) ふぅ <(TロT；) ふぅ ＜(TロT;) ふぅ ＜(TロT; ) ふぅ ＜(TロT；) ふぅ (TロT;)> ふぅ (TロT; )> ふぅ (TロT；)> ふぅ (TロT;)＞ ふぅ (TロT; )＞ ふぅ (TロT；)＞ ふぅ (TロT;)ゝ ふぅ (TロT; )ゝ ふぅ (TロT；)ゝ ふぅ ε= (TロT;) ふぅ ε= (TロT; ) ふぅ ε= (TロT；) ふぅ C= (TロT;) ふぅ C= (TロT; ) ふぅ C= (TロT；) ふぅ ε= (TロT;)> ふぅ ε= (TロT; )> ふぅ ε= (TロT；)> ふぅ C= (TロT;)> ふぅ C= (TロT; )> ふぅ C= (TロT；)> ふぅ ε= (TロT;)＞ ふぅ ε= (TロT; )＞ ふぅ ε= (TロT；)＞ ふぅ C= (TロT;)＞ ふぅ C= (TロT; )＞ ふぅ C= (TロT；)＞ ふぅ ε= (TロT;)ゝ ふぅ ε= (TロT; )ゝ ふぅ ε= (TロT；)ゝ ふぅ C= (TロT;)ゝ ふぅ C= (TロT; )ゝ ふぅ C= (TロT；)ゝ ふぅ

ふぅ／一息つく （右向き）

(;TロT) ふぅ ( ;TロT) ふぅ (；TロT) ふぅ (;TロT)> ふぅ ( ;TロT)> ふぅ (；TロT)> ふぅ (;TロT)＞ ふぅ ( ;TロT)＞ ふぅ (；TロT)＞ ふぅ (;TロT)ゝ ふぅ ( ;TロT)ゝ ふぅ (；TロT)ゝ ふぅ <(;TロT) ふぅ <( ;TロT) ふぅ <(；TロT) ふぅ ＜(;TロT) ふぅ ＜( ;TロT) ふぅ ＜(；TロT) ふぅ (;TロT) =3 ふぅ ( ;TロT) =3 ふぅ (；TロT) =3 ふぅ (;TロT) =３ ふぅ ( ;TロT) =３ ふぅ (；TロT) =３ ふぅ <(;TロT) =3 ふぅ <( ;TロT) =3 ふぅ <(；TロT) =3 ふぅ <(;TロT) =３ ふぅ <( ;TロT) =３ ふぅ <(；TロT) =３ ふぅ ＜(;TロT) =3 ふぅ ＜( ;TロT) =3 ふぅ ＜(；TロT) =3 ふぅ ＜(;TロT) =３ ふぅ ＜( ;TロT) =３ ふぅ ＜(；TロT) =３ ふぅ

ふぅ／一息つく （正面）

(*TロT*) ふぅ (＊TロT＊) ふぅ <(*TロT*) ふぅ <(＊TロT＊) ふぅ ＜(*TロT*) ふぅ ＜(＊TロT＊) ふぅ (*TロT*)> ふぅ (＊TロT＊)> ふぅ (*TロT*)＞ ふぅ (＊TロT＊)＞ ふぅ (*TロT*)ゝ ふぅ (＊TロT＊)ゝ ふぅ ε= (*TロT*) ふぅ ε= (＊TロT＊) ふぅ C= (*TロT*) ふぅ C= (＊TロT＊) ふぅ ε= (*TロT*)> ふぅ ε= (＊TロT＊)> ふぅ C= (*TロT*)> ふぅ C= (＊TロT＊)> ふぅ ε= (*TロT*)＞ ふぅ ε= (＊TロT＊)＞ ふぅ C= (*TロT*)＞ ふぅ C= (＊TロT＊)＞ ふぅ ε= (*TロT*)ゝ ふぅ ε= (＊TロT＊)ゝ ふぅ C= (*TロT*)ゝ ふぅ C= (＊TロT＊)ゝ ふぅ (*TロT*) =3 ふぅ (＊TロT＊) =3 ふぅ (*TロT*) =３ ふぅ (＊TロT＊) =３ ふぅ <(*TロT*) =3 ふぅ <(＊TロT＊) =3 ふぅ <(*TロT*) =３ ふぅ <(＊TロT＊) =３ ふぅ ＜(*TロT*) =3 ふぅ ＜(＊TロT＊) =3 ふぅ ＜(*TロT*) =３ ふぅ ＜(＊TロT＊) =３ ふぅ

ふぅ／一息つく （左向き）

(TロT*) ふぅ (TロT＊) ふぅ <(TロT*) ふぅ <(TロT＊) ふぅ ＜(TロT*) ふぅ ＜(TロT＊) ふぅ (TロT*)> ふぅ (TロT＊)> ふぅ (TロT*)＞ ふぅ (TロT＊)＞ ふぅ (TロT*)ゝ ふぅ (TロT＊)ゝ ふぅ ε= (TロT*) ふぅ ε= (TロT＊) ふぅ C= (TロT*) ふぅ C= (TロT＊) ふぅ ε= (TロT*)> ふぅ ε= (TロT＊)> ふぅ C= (TロT*)> ふぅ C= (TロT＊)> ふぅ ε= (TロT*)＞ ふぅ ε= (TロT＊)＞ ふぅ C= (TロT*)＞ ふぅ C= (TロT＊)＞ ふぅ ε= (TロT*)ゝ ふぅ ε= (TロT＊)ゝ ふぅ C= (TロT*)ゝ ふぅ C= (TロT＊)ゝ ふぅ

ふぅ／一息つく （右向き）

(*TロT) ふぅ (＊TロT) ふぅ (*TロT)> ふぅ (＊TロT)> ふぅ (*TロT)＞ ふぅ (＊TロT)＞ ふぅ (*TロT)ゝ ふぅ (＊TロT)ゝ ふぅ <(*TロT) ふぅ <(＊TロT) ふぅ ＜(*TロT) ふぅ ＜(＊TロT) ふぅ (*TロT) =3 ふぅ (＊TロT) =3 ふぅ (*TロT) =３ ふぅ (＊TロT) =３ ふぅ <(*TロT) =3 ふぅ <(＊TロT) =3 ふぅ <(*TロT) =３ ふぅ <(＊TロT) =３ ふぅ ＜(*TロT) =3 ふぅ ＜(＊TロT) =3 ふぅ ＜(*TロT) =３ ふぅ ＜(＊TロT) =３ ふぅ

ふぅ／一息つく （正面）

(〃TロT〃) ふぅ <(〃TロT〃) ふぅ ＜(〃TロT〃) ふぅ (〃TロT〃)> ふぅ (〃TロT〃)＞ ふぅ (〃TロT〃)ゝ ふぅ ε= (〃TロT〃) ふぅ C= (〃TロT〃) ふぅ ε= (〃TロT〃)> ふぅ C= (〃TロT〃)> ふぅ ε= (〃TロT〃)＞ ふぅ C= (〃TロT〃)＞ ふぅ ε= (〃TロT〃)ゝ ふぅ C= (〃TロT〃)ゝ ふぅ (〃TロT〃) =3 ふぅ (〃TロT〃) =３ ふぅ <(〃TロT〃) =3 ふぅ <(〃TロT〃) =３ ふぅ ＜(〃TロT〃) =3 ふぅ ＜(〃TロT〃) =３ ふぅ

ふぅ／一息つく （左向き）

(TロT〃) ふぅ <(TロT〃) ふぅ ＜(TロT〃) ふぅ (TロT〃)> ふぅ (TロT〃)＞ ふぅ (TロT〃)ゝ ふぅ ε= (TロT〃) ふぅ C= (TロT〃) ふぅ ε= (TロT〃)> ふぅ C= (TロT〃)> ふぅ ε= (TロT〃)＞ ふぅ C= (TロT〃)＞ ふぅ ε= (TロT〃)ゝ ふぅ C= (TロT〃)ゝ ふぅ

ふぅ／一息つく （右向き）

(〃TロT) ふぅ (〃TロT)> ふぅ (〃TロT)＞ ふぅ (〃TロT)ゝ ふぅ <(〃TロT) ふぅ ＜(〃TロT) ふぅ (〃TロT) =3 ふぅ (〃TロT) =３ ふぅ <(〃TロT) =3 ふぅ <(〃TロT) =３ ふぅ ＜(〃TロT) =3 ふぅ ＜(〃TロT) =３ ふぅ

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