and 0001 3f3 2M2 3M3) H00111 1 (2M 6M2 +51M3 Hoooo1 3 f3/2 5r r ]6 Yoom = 3/2 4 ~5 ~6 ' OO0 \ 00 /o 0o o 0 ' S1 2M 3M2\ ) M3 fH00122 H- 00133 -f1/2 H501000 f l 3/2r c' 1Oll 33f32 2 /1/2 ro 3 3 HO02012 HO3013 6 fl/T2 p4 ~ ~^ H "11001 3 f3/ p5 p6~+ ^ ' 1 (2M 6M2 3M3 11111 f32\r r r H11122 = H11133 3f 1/2 r 4 0 0 0 1 M M2 H12002 f H12112 fl/2 1 M fH12222 ft322 ; H) 12233 1 M M21 H13003 6 f 1/2 ( 4 /5) H13113 fl/2 1 M) H13223 --, H 13333 6 H r3 r 2 f 1/2 1 3M) H22122 = H33133 3 3 4' 0 0 Sfl/2 1 3M) H23123 = 0 3 r r ' +15M2 1 4 11 fl/2 (1 M 3r 6 r ri t1 11 fl/2 1 M 2 r3 ri 2 0 1/2 , H22133 23 r 3 r M 4+ 0 M 4+ 0 ) I 9M2 5M ' 9M2 S5 ' (4-92) The components HABCD and HABCDE serve as building blocks to evaluate the quantities BAC, D ABCD, C,DE and RABCD, E at the location of the particle pA BC, D 0 ABCD o ^A BC, DE RABCD, E 10 HABCD + HACBD HBCAD, tBCA D tA CBD fiBDAC + lA DBC, 3 (H BCDE + A CBDE HBCADE) , 3 (HBCADE HACBDE HBD A CE + HADBCE) (4-93) (4-94) (4-95) (4-96) H,,,,, )