al_ly

natur-ally na_ural-ly na_u-rally
y-0-s in()id u co_y pri-vy ever-y1′ _ry _ol a_ly

_h@ _as be_un 0 en_ing in()id u-rn
1 b_am & u _ar s_am
y-0-s in()id u p_ivy of ever-y1′ _a_m

u _ar _oing to we_tfi_ld
p() a _ry of in()id y _ield
re_urning _om _ry 0 _ield
y-0 _a_ic _ol 1 _ual 0 _ealed
0 _ending in()id 1 _ry _eeled
_ound 1 in()id u 0 _ry _ield

0 2 me_tion dis-com_ort _asks _ind of y
inner is an inn of st-ir _ol _@_iety of _ar
in_er-ac_ion _it _ask