T[A7]rue l[D6]ove [Fdim] [D6] [Fdim] is [D6]an [Fdim] en - c[D6]han -[Fdim] ted [Dm6] is - [Dm6/9]land,
And [Dm6]we have [Dm6/9]found that[Em7] is - [A7+5]land,
[A7]From which we'll[Edim] nev - [A7]er r[D9]oam.
[A7]We st[D6]and [Fdim] [D6] [Fdim] on [D6] an[Fdim] en - c[D6]han -[Fdim] ted [Dm6]is - [Dm6/9]land,
A [Dm6]mag - ic[Dm6/9] yours and[Em7] my la[A7+5]nd
[A7]That we can [Edim]call [A7]our [D9]own.[DM7][D7]
Bridge:
[D]If [G6]all a - r[G5]ound [Gm7] we found a [G/B]sea [A7sus4] of [Em7]fa - ces
[G/B] I k[A7]now [G/B]your s[A7]mi - l[G/B]ing [D6/9]face [D9]is
The[Em7/6] on - [Em7]ly [A7]one[A7/9] I'd [A7]see.[Em7][A7]
[A7]To l[D6]ove [Fdim] [D6] [Fdim] is [D6]an [Fdim] en - c[D6]han -[Fdim] ted [Dm6]is - [Dm6/9]land,
And [Dm6]we're up [Dm6/9]- on that [Em7]is - l[A7+5]and
[A]Where - [A9]ev - [A]er [A9]we [Edim] may [D]be.
And [Dm6]we have [Dm6/9]found that[Em7] is - [A7+5]land,
[A7]From which we'll[Edim] nev - [A7]er r[D9]oam.
[A7]We st[D6]and [Fdim] [D6] [Fdim] on [D6] an[Fdim] en - c[D6]han -[Fdim] ted [Dm6]is - [Dm6/9]land,
A [Dm6]mag - ic[Dm6/9] yours and[Em7] my la[A7+5]nd
[A7]That we can [Edim]call [A7]our [D9]own.[DM7][D7]
Bridge:
[D]If [G6]all a - r[G5]ound [Gm7] we found a [G/B]sea [A7sus4] of [Em7]fa - ces
[G/B] I k[A7]now [G/B]your s[A7]mi - l[G/B]ing [D6/9]face [D9]is
The[Em7/6] on - [Em7]ly [A7]one[A7/9] I'd [A7]see.[Em7][A7]
[A7]To l[D6]ove [Fdim] [D6] [Fdim] is [D6]an [Fdim] en - c[D6]han -[Fdim] ted [Dm6]is - [Dm6/9]land,
And [Dm6]we're up [Dm6/9]- on that [Em7]is - l[A7+5]and
[A]Where - [A9]ev - [A]er [A9]we [Edim] may [D]be.
