Into the Light (2010)

Page 1

IntotheLight for SSATBBChoir&Ensemble RobertS.Cohen forJeffSmithandthePhiladelphiaBoysChoir&Chorale ©2014 LeapfrogProductions 303UpperMountainAve. UpperMontclair,NJ07043 (973)783-9192 bob@robertscohen.com www.robertscohen.com

Instrumentation Glockenspiel Chimes

Percussion

(Triangle,BassDrum,LargeTam-Tam, Sm.Susp.Cym.Susp.CrashCym.LowTom)

French Horn

Violincellos

Double Basses

                                    Glockenspiel Chimes Percussion Hornin F Violoncello DoubleBass Soprano1 Soprano2 Alto 1 Alto 2 Tenor Bass         Ooo  Ooo    Freely             Ahh                                   Ooo    OooAhh                  Ooo                     1
IntotheLight
            Glk. Chm. Perc. Hn. Vc. D.B. S1 S2 A1 A2 T B 6         Ahh  Ahh   Ahh    Ahh                   Ahh    Ahh  Sm.Susp.Cym medium mallet                    Ahh  Ahh   OooAhh   Dum Tri.                                     poco rit.                    2
            Glk. Chm. Perc. Hn. Vc. D.B. S1 S2 A1 A2 T B            OooAhh  Ooo    a
                                     Ooo    OooAhh                        Nahnahnahnahnahnahnah    Ooo             3
tempo A
            Glk. Chm. Perc. Hn. Vc. D.B. S1 S2 A1 A2 T B 14                    NahnahnahnahNahnahnahnah   AhhOoo  Ahh   Ahh    Ahh    Dumdumdum                             Nahnahnahnahnahnahnahnah  Ahh  Ahh   Ahh    Ahh    dumdum                       NahnahnahnahNahnahnahnah  Ahh   Ahh    OooAhh   DumOoo                                   nahnahnahnahnahnahnahnah      Ahh            4
                                                                                                            Glk. Chm. Perc. Hn. Vc. D.B. S1 S2 A1 A2 T B                Ahh  Ahh   Ahh   Ahh  Ahh    B      Pizz.               Ahh   Ahh   Ahh     Ahh   Ahh                        Ahh  Ahh   Ahh   Ahh  Ahh                       Ahh   Ahh   Ahh     Ahh   Ahh        Arco      5
                                                                                                                                    Glk. Chm. Perc. Hn. Vc. D.B. S1 S2 A1 A2 T B 22                    Ahh         NahnahnahNahnahnahnah    Ahh   Ahh   Ahh   Ahh       B.D.                         Ahh     nahnahnahnah     Ahh   Ahh     Ahh   Ahh                      Ahh    Ahh   Ahh         NahnahnahNahnahnahnah   Ahh   Ahh                      Ahh     Ahh   Ahh     nahnahnahnah     Ahh   Ahh                               6
                                                                                                                                    Glk. Chm. Perc. Hn. Vc. D.B. S1 S2 A1 A2 T B 26                        Ahh         NahnahnahNahnahnahnah    Ahh   Ahh   Ahh   Ahh                                    Ahh     Nahnahnahnah   Ahh   Ahh     Ahh   Ahh                     Ahh   Ahh  Ahh    Ahh   Ahh  Ahh   Pizz. sub. sub. C  Tri.    sub. sub. sub.     sub. sub. sub. sub.  sub. sub.                              LowTom medium mallet                 7
                                                                                    Glk. Chm. Perc. Hn. Vc. D.B. S1 S2 A1 A2 T B 30                   Dum   Dum Arco rit.                              Ooo  Ooo   Ooo  Ooo D
Lge.Gong               Ahh                                              8
atempo
            Glk. Chm. Perc. Hn. Vc. D.B. S1 S2 A1 A2 T B 35            Ooo    OooAhh  Ooo  Ooo  Ooo Consord.                       Ahh       Sm.SuspCym.                        Ooo     Ahh        Tri.                   Ahh         rit.         9

E atempo

            Glk. Chm. Perc. Hn. Vc. D.B. S1 S2 A1 A2 T B                                                            6666    Nah     
                                                              6666     nahnahnah   Ahh   Ahh                                                                   6666       Nahnahnah   AhhAhh   AhhAhh    Dum    Dum    Dum   Pizz.         10
            Glk. Chm. Perc. Hn. Vc. D.B. S1 S2 A1 A2 T B 42                                                             6666                                                                                 6666     Nahnah    Ahh                                                                 6666      nahnahnahnah     Nahnahnah       11
            Glk. Chm. Perc. Hn. Vc. D.B. S1 S2 A1 A2 T B 45                                                            6666     AhhAhh    AhhAhh   AhhAhh                                                               6666           Dum  Dum  Dum  Senzasord.                                                                           6666        Dododo    Do                12
            Glk. Chm. Perc. Hn. Vc. D.B. S1 S2 A1 A2 T B 48                                                             6666        Dododo  Do    Dodo                                                                  6666        Dododo    Dodo    Do   Ahh                                                                 6666         dodododo    dododo    dododo     Ahh   13
            Glk. Chm. Perc. Hn. Vc. D.B. S1 S2 A1 A2 T B 51                                                              6666        Dododo   Dodo   Dodo   Ahh   Ahh   Ahh                                                            6666        AhhAhh    AhhAhh  Ahh  Ahh  Ahh  Ahh                                                                     6666                     14
            Glk. Chm. Perc. Hn. Vc. D.B. S1 S2 A1 A2 T B 54                                                                    6666       Ahh   Ahh  Ahh  Ahh  Ahh  Ahh                                                                           6666           molto rit.   15
            Glk. Chm. Perc. Hn. Vc. D.B. S1 S2 A1 A2 T B             F  Lge.Gong  atempo                        OooAhh  Ooo                                    OooAhh  Ooo                                                   16
            Glk. Chm. Perc. Hn. Vc. D.B. S1 S2 A1 A2 T B                      Ahh     OooAhh  Ooo  Ooo  G  espressivo                                                                    Ahh  Ahh    OooAhh  Ooo  Ooo          17
            Glk. Chm. Perc. Hn. Vc. D.B. S1 S2 A1 A2 T B 65                                                                                 3 3 3     OooAhh  Ooo   Ooo  Ooo  Ooo Arco  espressivo                                     3 3 3 3             Ahh               18
            Glk. Chm. Perc. Hn. Vc. D.B. S1 S2 A1 A2 T B 68                                3 3 3 3   Ooo    OooAhh  Ooo  Ooo  Ooo  Ooo                                      3 3 3 3                                                          3 3 3 3    OooAhh   Ooo     OooAhh  Ooo           19
            Glk. Chm. Perc. Hn. Vc. D.B. S1 S2 A1 A2 T B 71                                3 3 3 3                                               3 3 3 3    OooAhh   Ooo  Ooo    OooAhh  Ooo                                       3 3 3 3                         20
            Glk. Chm. Perc. Hn. Vc. D.B. S1 S2 A1 A2 T B 74              6666                                3 3 3 3  Ahh  Ahh    OooAhh  Ahh  Ahh  Ahh                6666                               3 3 3 3                                           6666                                3 3 3 3  Ahh  Ahh    OooAhh   Ooo  Ooo  Ooo      21
                       Glk. Chm. Perc. Hn. Vc. D.B. S1 S2 A1 A2 T B 77                     6666                                      3 3 3 3     Ahh  Ahh   AhhOoo Sm.Susp.Cym  rit.                  6666                                    Ooo   Ooo   Ooo   Ooo    Dumdumdum    Dumdumdum H Susp.CrashCym. atempo                              6666                                Ahh  Ahh  Ahh  Ahh  dum  dum B.D.                    22
                       Glk. Chm. Perc. Hn. Vc. D.B. S1 S2 A1 A2 T B 80                  6666                                   Ahh  Ahh  Ahh  Ahh    Dumdumdum    Dumdumdum                  6666                                   OooAhh   OooAhh   OooAhh  Ooo   OooAhh   OooAhh                   6666                                   Ahh  Ahh  Ahh  Ahh    Dumdumdum    Dumdumdum                               23
                       Glk. Chm. Perc. Hn. Vc. D.B. S1 S2 A1 A2 T B 83                  66 66                                        Nahnahnahnah     Nahnahnahnah     Nahnahnahnah     Nahnahnahnah     Nahnahnahnah     Nahnahnahnah                      6666                                             Ahh  Ahh  Ahh  Ahh  Ahh  Ahh                    666 6                                               Ahh  Ahh  Ahh  Ahh   Ahh   Ahh                24
                       Glk. Chm. Perc. Hn. Vc. D.B. S1 S2 A1 A2 T B                  6666                                   Ooo   Ooo   Ooo   Ooo    Dumdumdum    Dumdumdum  I                           6666                                Ahh  Ahh  Ahh  Ahh  dum  dum                   6666                                  Ahh  Ahh  Ahh  Ahh    Dumdumdum    Dumdumdum                             25
                       Glk. Chm. Perc. Hn. Vc. D.B. S1 S2 A1 A2 T B 89                6666                                     OooAhh   OooAhh   OooAhh  Ooo   OooAhh   OooAhh                   6666                                   Ahh  Ahh  Ahh  Ahh    Dumdumdum    Dumdumdum                  66 66                                        Nahnahnahnah     Nahnahnahnah     Nahnahnahnah     Nahnahnahnah     Nahnahnahnah     Nahnahnahnah                                 26
                       Glk. Chm. Perc. Hn. Vc. D.B. S1 S2 A1 A2 T B 92                6666                                      OooAhhOoo    OooAhhOoo    OooAhhOoo   OooOoo    OooAhhOoo    OooAhhOoo                   6666                                            Ahh  Ahh  Ahh  Ahh  Ahh  Ahh                    6666                                            Ahh  Ahh  Ahh  Ahh  Ahh  Ahh                    27
                       Glk. Chm. Perc. Hn. Vc. D.B. S1 S2 A1 A2 T B 95                         6666                                          Ahh  Ahh  Ahh  Ahh  Ahh  Ahh               Ahh  Ahh  Ahh  Ahh  Ahh  Ahh                                 28

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