European Example - The interpretation of Level 2. This file is better viewed in a non-proportional font such as Lucida Console. The argument I defend in this file is that Causal Logic generates its own semantics. The original causal set, copied from file EELevel1CausalSet, is the following: S = {2,8,3,7,0,6,5,4,1,9,10,11,13,14,12,15,16,17,18,19,22,20,21,23,24,25,28,26,27,30,29,31,32} O = {2<8,3<7,0<6,0<5,0<4,5<9,4<9,1<9,2<10,3<10,0<10,8<10,7<10,6<10,5<11,9<11,10<11,4<13,9<13,10<13, 1<14,9<14,10<14,11<12,13<15,14<16,12<17,15<17,16<17,12<18,17<18,15<19,17<19,16<22,17<22,18<20, 19<21,22<23,20<24,21<24,23<24,20<25,24<25,21<28,24<28,23<26,24<26,25<27,28<30,26<29,27<31,30<31, 29<31,29<32,31<32}. Other than the partial order, there is no detectable meaning in this causal set. The arguments that follow, none of them, could have been made by examination of the causal set. However, after Level 2 and its structure have been derived by application of causal logic, all the arguments easily follow. There is no apparent meaning in the causal set, but there is clear, recognizable meaning in Level 2 and its structure. This semantics is natural. It emerges as a property of physical matter. It is not heuristic, or man-made. All other mathematical logics propose heuristic semantics. Frequent reference is made to file EETheHierarchy. Please keep it visible. The block system for level 1 consists of 14 blocks of sizes 1(H,K), 2(A,B,D,E,M), and 3(C,F,G,I,J,L,N). The most salient feature is the existence of 7 blocks of size 3. This feature suggests a class of objects with 3 attributes, and 7 objects of that class. Two of the 7 blocks, G and J, are immediate predecessors to single-element blocks, H and K, respectively, which are in turn immediate predecessors of I and L, as indicated by the inter-block relations G