This is a Goodwillie Curtis table (see notes) for Ext(L), complete through stem 48. (Information in stem 49 may be incomplete). The notation is as follows. By word, we refer to a monomial in the lambda complex for some L(k). Such a monomial is of the form Q^{j_1} ... Q^{j_k} \lambda_{i_1} ... \lambda_{i_f}, and appears in the table as (#(j_1 ... j_k) #(i_1 ... i_f)). For example, (#(1) #(1 1)) detects what Behrens would call \eta^2 [1] (note the reversed order). We assign each such word the tridegree (s,f,w) = (j_1+...+j_k+i_1+...+i_f, f, k). A line in the table is of the form ((s,f,w) entry), where (s,f,w) is the tridgree of the second term in the entry. An entry of the form (NIL word) means that word is the leading term of a cycle, and an entry of the form (word1 word2) means that word1 is tagged by word2. Tags of the form ((#(2n-1) #(0 0 ... 0)) (#(2n) #(0 ... 0))) are omitted, as is the classical Curtis table. ((1 0 1) (NIL (#(1) #()))) ((2 1 1) (NIL (#(1) #(1)))) ((3 0 1) (NIL (#(3) #()))) ((3 1 1) (NIL (#(2) #(1)))) ((3 2 1) (NIL (#(1) #(1 1)))) ((4 0 2) (NIL (#(3 1) #()))) ((4 1 1) (NIL (#(1) #(3)))) ((5 0 1) ((#(3) #(1)) (#(5) #()))) ((5 1 1) ((#(1) #(2 1)) (#(2) #(3)))) ((5 1 1) ((#(2) #(1 1)) (#(4) #(1)))) ((5 2 1) ((#(1) #(1 1 1)) (#(2) #(2 1)))) ((6 1 1) (NIL (#(3) #(3)))) ((6 1 1) ((#(3) #(1 1)) (#(5) #(1)))) ((6 2 1) ((#(2) #(1 1 1)) (#(4) #(1 1)))) ((7 0 1) (NIL (#(7) #()))) ((7 0 2) ((#(4 1) #(1)) (#(5 2) #()))) ((7 1 1) ((#(3) #(2 1)) (#(4) #(3)))) ((7 1 1) (NIL (#(6) #(1)))) ((7 1 2) (NIL (#(3 1) #(3)))) ((7 2 1) (NIL (#(1) #(3 3)))) ((7 2 1) ((#(3) #(1 1 1)) (#(4) #(2 1)))) ((7 2 1) (NIL (#(5) #(1 1)))) ((7 3 1) (NIL (#(4) #(1 1 1)))) ((8 0 2) (NIL (#(7 1) #()))) ((8 1 1) (NIL (#(1) #(7)))) ((8 1 1) (NIL (#(5) #(3)))) ((8 1 2) ((#(4 1) #(1 1)) (#(5 2) #(1)))) ((8 2 1) (NIL (#(2) #(3 3)))) ((9 0 1) ((#(7) #(1)) (#(9) #()))) ((9 0 2) ((#(6 1) #(1)) (#(7 2) #()))) ((9 1 1) ((#(1) #(6 1)) (#(2) #(7)))) ((9 1 1) ((#(5) #(2 1)) (#(6) #(3)))) ((9 1 1) ((#(6) #(1 1)) (#(8) #(1)))) ((9 1 2) (NIL (#(5 1) #(3)))) ((9 1 2) ((#(5 1) #(1 1)) (#(6 2) #(1)))) ((9 2 1) (NIL (#(1) #(5 3)))) ((9 2 1) ((#(1) #(5 1 1)) (#(2) #(6 1)))) ((9 2 1) (NIL (#(3) #(3 3)))) ((9 2 1) ((#(5) #(1 1 1)) (#(6) #(2 1)))) ((9 2 2) ((#(4 1) #(1 1 1)) (#(5 2) #(1 1)))) ((9 3 1) (NIL (#(1) #(2 3 3)))) ((9 3 1) ((#(1) #(4 1 1 1)) (#(2) #(5 1 1)))) ((9 4 1) (NIL (#(2) #(4 1 1 1)))) ((10 0 2) (NIL (#(7 3) #()))) ((10 1 1) (NIL (#(3) #(7)))) ((10 1 1) ((#(7) #(1 1)) (#(9) #(1)))) ((10 1 2) (NIL (#(5 2) #(3)))) ((10 2 1) (NIL (#(2) #(5 3)))) ((10 2 1) ((#(6) #(1 1 1)) (#(8) #(1 1)))) ((10 2 2) (NIL (#(3 1) #(3 3)))) ((10 3 1) (NIL (#(1) #(3 3 3)))) ((10 5 1) (NIL (#(1) #(2 4 1 1 1)))) ((11 0 1) ((#(7) #(3)) (#(11) #()))) ((11 0 3) (NIL (#(7 3 1) #()))) ((11 1 1) ((#(3) #(6 1)) (#(4) #(7)))) ((11 1 1) ((#(7) #(2 1)) (#(8) #(3)))) ((11 1 1) ((#(4) #(3 3)) (#(10) #(1)))) ((11 1 2) (NIL (#(3 1) #(7)))) ((11 2 1) ((#(3) #(5 1 1)) (#(4) #(6 1)))) ((11 2 1) ((#(7) #(1 1 1)) (#(8) #(2 1)))) ((11 2 1) ((#(2) #(2 3 3)) (#(9) #(1 1)))) ((11 3 1) ((#(3) #(4 1 1 1)) (#(4) #(5 1 1)))) ((11 3 1) ((#(1) #(1 2 3 3)) (#(8) #(1 1 1)))) ((11 4 1) (NIL (#(4) #(4 1 1 1)))) ((11 5 1) (NIL (#(2) #(2 4 1 1 1)))) ((11 6 1) (NIL (#(1) #(1 2 4 1 1 1)))) ((12 1 1) ((#(3) #(5 3)) (#(5) #(7)))) ((12 1 1) ((#(5) #(3 3)) (#(9) #(3)))) ((12 2 1) ((#(2) #(3 3 3)) (#(4) #(5 3)))) ((12 2 1) ((#(3) #(2 3 3)) (#(6) #(3 3)))) ((12 3 1) ((#(2) #(1 2 3 3)) (#(4) #(2 3 3)))) ((13 0 1) ((#(11) #(1)) (#(13) #()))) ((13 0 2) ((#(8 3) #(1)) (#(9 4) #()))) ((13 1 1) ((#(5) #(6 1)) (#(6) #(7)))) ((13 1 1) ((#(9) #(2 1)) (#(10) #(3)))) ((13 1 1) ((#(10) #(1 1)) (#(12) #(1)))) ((13 1 2) ((#(9 1) #(1 1)) (#(10 2) #(1)))) ((13 2 1) ((#(3) #(3 3 3)) (#(5) #(5 3)))) ((13 2 1) ((#(5) #(5 1 1)) (#(6) #(6 1)))) ((13 2 1) ((#(9) #(1 1 1)) (#(10) #(2 1)))) ((13 2 2) ((#(8 1) #(1 1 1)) (#(9 2) #(1 1)))) ((13 3 1) ((#(3) #(1 2 3 3)) (#(5) #(2 3 3)))) ((13 3 1) ((#(5) #(4 1 1 1)) (#(6) #(5 1 1)))) ((13 3 2) ((#(4 1) #(4 1 1 1)) (#(8 2) #(1 1 1)))) ((13 4 1) ((#(1) #(4 4 1 1 1)) (#(4) #(1 2 3 3)))) ((13 4 1) ((#(3) #(2 4 1 1 1)) (#(6) #(4 1 1 1)))) ((13 5 1) ((#(1) #(2 2 4 1 1 1)) (#(2) #(4 4 1 1 1)))) ((13 5 1) ((#(2) #(1 2 4 1 1 1)) (#(4) #(2 4 1 1 1)))) ((13 6 1) ((#(1) #(1 1 2 4 1 1 1)) (#(2) #(2 2 4 1 1 1)))) ((14 1 1) (NIL (#(7) #(7)))) ((14 1 1) ((#(7) #(3 3)) (#(11) #(3)))) ((14 1 1) ((#(11) #(1 1)) (#(13) #(1)))) ((14 1 2) ((#(4 1) #(5 3)) (#(5 2) #(7)))) ((14 1 2) ((#(8 3) #(1 1)) (#(9 4) #(1)))) ((14 2 1) (NIL (#(6) #(5 3)))) ((14 2 1) ((#(4) #(3 3 3)) (#(8) #(3 3)))) ((14 2 1) ((#(10) #(1 1 1)) (#(12) #(1 1)))) ((14 2 2) ((#(4 1) #(2 3 3)) (#(6 2) #(3 3)))) ((14 3 1) (NIL (#(6) #(2 3 3)))) ((14 4 1) (NIL (#(5) #(1 2 3 3)))) ((14 5 1) (NIL (#(3) #(4 4 1 1 1)))) ((14 5 1) ((#(3) #(1 2 4 1 1 1)) (#(5) #(2 4 1 1 1)))) ((14 6 1) ((#(2) #(1 1 2 4 1 1 1)) (#(4) #(1 2 4 1 1 1)))) ((15 0 1) (NIL (#(15) #()))) ((15 0 2) ((#(10 3) #(1)) (#(11 4) #()))) ((15 1 1) ((#(7) #(6 1)) (#(8) #(7)))) ((15 1 1) ((#(11) #(2 1)) (#(12) #(3)))) ((15 1 1) (NIL (#(14) #(1)))) ((15 1 2) (NIL (#(7 1) #(7)))) ((15 1 2) ((#(9 3) #(1 1)) (#(10 4) #(1)))) ((15 2 1) (NIL (#(1) #(7 7)))) ((15 2 1) ((#(7) #(5 1 1)) (#(8) #(6 1)))) ((15 2 1) ((#(5) #(3 3 3)) (#(9) #(3 3)))) ((15 2 1) ((#(11) #(1 1 1)) (#(12) #(2 1)))) ((15 2 1) (NIL (#(13) #(1 1)))) ((15 2 2) ((#(8 3) #(1 1 1)) (#(9 4) #(1 1)))) ((15 3 1) ((#(7) #(4 1 1 1)) (#(8) #(5 1 1)))) ((15 3 1) (NIL (#(12) #(1 1 1)))) ((15 3 2) ((#(4 1) #(1 2 3 3)) (#(5 2) #(2 3 3)))) ((15 4 1) (NIL (#(1) #(6 2 3 3)))) ((15 4 1) (NIL (#(8) #(4 1 1 1)))) ((15 4 2) ((#(4 1) #(2 4 1 1 1)) (#(6 2) #(4 1 1 1)))) ((15 5 1) ((#(3) #(2 2 4 1 1 1)) (#(4) #(4 4 1 1 1)))) ((15 5 1) (NIL (#(6) #(2 4 1 1 1)))) ((15 6 1) ((#(3) #(1 1 2 4 1 1 1)) (#(4) #(2 2 4 1 1 1)))) ((15 6 1) (NIL (#(5) #(1 2 4 1 1 1)))) ((15 7 1) (NIL (#(4) #(1 1 2 4 1 1 1)))) ((16 0 2) (NIL (#(15 1) #()))) ((16 0 2) ((#(9 3) #(3)) (#(11 5) #()))) ((16 1 1) (NIL (#(1) #(15)))) ((16 1 1) ((#(7) #(5 3)) (#(9) #(7)))) ((16 1 1) (NIL (#(13) #(3)))) ((16 1 2) ((#(6 1) #(5 3)) (#(7 2) #(7)))) ((16 1 2) ((#(5 2) #(5 3)) (#(9 4) #(3)))) ((16 2 1) ((#(1) #(6 5 3)) (#(2) #(7 7)))) ((16 2 1) ((#(6) #(3 3 3)) (#(8) #(5 3)))) ((16 2 1) ((#(7) #(2 3 3)) (#(10) #(3 3)))) ((16 2 2) (NIL (#(6 2) #(5 3)))) ((16 2 2) ((#(6 1) #(2 3 3)) (#(8 2) #(3 3)))) ((16 3 1) (NIL (#(2) #(6 5 3)))) ((16 3 1) ((#(6) #(1 2 3 3)) (#(8) #(2 3 3)))) ((16 3 2) ((#(5 1) #(1 2 3 3)) (#(6 2) #(2 3 3)))) ((16 4 1) ((#(1) #(5 1 2 3 3)) (#(2) #(6 2 3 3)))) ((16 4 2) ((#(3 1) #(4 4 1 1 1)) (#(5 2) #(1 2 3 3)))) ((16 5 1) (NIL (#(1) #(2 4 3 3 3)))) ((16 5 1) ((#(1) #(3 4 4 1 1 1)) (#(2) #(5 1 2 3 3)))) ((16 5 2) ((#(4 1) #(1 2 4 1 1 1)) (#(5 2) #(2 4 1 1 1)))) ((16 6 1) (NIL (#(2) #(3 4 4 1 1 1)))) ((17 0 1) ((#(15) #(1)) (#(17) #()))) ((17 0 2) ((#(14 1) #(1)) (#(15 2) #()))) ((17 1 1) ((#(1) #(14 1)) (#(2) #(15)))) ((17 1 1) ((#(9) #(6 1)) (#(10) #(7)))) ((17 1 1) ((#(13) #(2 1)) (#(14) #(3)))) ((17 1 1) ((#(14) #(1 1)) (#(16) #(1)))) ((17 1 2) (NIL (#(13 1) #(3)))) ((17 1 2) ((#(13 1) #(1 1)) (#(14 2) #(1)))) ((17 1 2) (NIL (#(7 3) #(7)))) ((17 2 1) (NIL (#(1) #(13 3)))) ((17 2 1) ((#(1) #(13 1 1)) (#(2) #(14 1)))) ((17 2 1) (NIL (#(3) #(7 7)))) ((17 2 1) ((#(7) #(3 3 3)) (#(9) #(5 3)))) ((17 2 1) ((#(9) #(5 1 1)) (#(10) #(6 1)))) ((17 2 1) (NIL (#(11) #(3 3)))) ((17 2 1) ((#(13) #(1 1 1)) (#(14) #(2 1)))) ((17 2 2) ((#(12 1) #(1 1 1)) (#(13 2) #(1 1)))) ((17 3 1) ((#(1) #(12 1 1 1)) (#(2) #(13 1 1)))) ((17 3 1) (NIL (#(8) #(3 3 3)))) ((17 3 1) ((#(7) #(1 2 3 3)) (#(9) #(2 3 3)))) ((17 3 1) ((#(9) #(4 1 1 1)) (#(10) #(5 1 1)))) ((17 3 2) ((#(8 1) #(4 1 1 1)) (#(12 2) #(1 1 1)))) ((17 4 1) ((#(1) #(8 4 1 1 1)) (#(2) #(12 1 1 1)))) ((17 4 1) (NIL (#(3) #(6 2 3 3)))) ((17 4 1) ((#(5) #(4 4 1 1 1)) (#(8) #(1 2 3 3)))) ((17 4 1) ((#(7) #(2 4 1 1 1)) (#(10) #(4 1 1 1)))) ((17 4 2) ((#(6 1) #(2 4 1 1 1)) (#(8 2) #(4 1 1 1)))) ((17 5 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