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i2*>i(p*6(+(q*6(+(s*6( +(t*0 +( X i2*09 +* +( ( (_ X (n+2X (W+2*02 +& +( ( X i2X i2*03 +' +( X i2X i2*0I += +- +( X i2X i2X i2*06 +* +( (_ X i2X i2*>i(z*6(+({*6(+(}*6(!+(~*0 + X i2*0eP% ,o] - + ( % , o] - + ( +ZXZXHTXo] 2  *0- +! +( X i2X i2*0* + +X i2X i2*0@ +4 +$ +X i2X i2X i2*0- +! +(" X i2X i2*>i(*6(+(*6(+(*6("+(*0 + kX i2*0fQ% ,o] - + ( % , o] - + ( +ZXZXHkVXo] 2  *0. +" +( kX i2X i2*0+ + +kX i2X i2*0A +5 +% +kX i2X i2X i2*0. +" +k(# X i2X i2*>i(*6(+(*6(+(*6(#+(*0 + lX i2*0fR% ,o] - + ( % , o] - + ( +ZXZXHlWXo] 2  *0. +" +( lX i2X i2*0+ + +lX i2X i2*0A +5 +% +lX i2X i2X i2*0. +" +l( X i2X i2*>i(*6($+(*6(%+(*6(&+(*0 + jX i2*0fS% ,o] - + ( % , o] - + ( +ZXZXHjUXo] 2  *0. +" +( jX i2X i2*0+ + +jX i2X i2*0A +5 +% +jX i2X i2X i2*0. +" +j($ X i2X i2*>i(*6('+(*6((+(*6()+(*0 + ҜX i2*0cT% ,o] - + ( % , o] - + (  +XZXHRXo] 2  *0. +" +( ҜX i2X i2*0+ + +ҜX i2X i2*0A +5 +% +ҜX i2X i2X i2*0. +" +(' X i2X i2*>i(*6(*+(*6(++(*6(,+(*0 + gX i2*0cU% ,o] - + ( % , o] - + (  +XZXHgRXo] 2  *0. +" +( gX i2X i2*0+ + +gX i2X i2*0A +5 +% +gX i2X i2X i2*0. +" +g() X i2X i2*>i;(*6(-+(*6(.+(*6(/+(*0 +( ;X i2*0oV% ,o] - + ( % , o] - + (  +"ZXZXH( ;Xo] 2  *06 +* +( ( ;X i2X i2*03 +' +( ;X i2X i2*0I += +- +( ;X i2X i2X i2*02 +& +( (% X i2X i2*>i(*6(0+(*6(1+(*6(2+(*0 + X i2*0eW% ,o] - + ( % , o] - + (\ +XZXHRXo] 2  *00 +$ +( X i2X i2*0- +! +X i2X i2*0C +7 +' +X i2X i2X i2*00 +$ +(] X i2X i2*>i(*6(3+(*6(4+(*6(5+(*0 +X i2*09 +* +( (^ X (+2X (Z+2*02 +& +( X i2X i2*0/ +# +X i2X i2*0E +9 +) +X i2X i2X i2*02 +& +(^ X i2X i2*>i(*6(6+(*6(7+(*6(8+(*0 +(` X i2*09 +* +( (` (_ X (+2X (Z+2*02 +& +( (` X i2X i2*03 +' +(` X i2X i2*0I += +- +(` X i2X i2X i2*06 +* +(` (_ X i2X i2*>i(*6(9+(*6(:+(*6(;+(*0 + iX i2*0fX% ,o] - + ( % , o] - + ( +ZXZXNiTXo] 2  *0. +" +( iX i2X i2*0+ + +iX i2X i2*0A +5 +% +iX i2X i2X i2*0. +" +i(" X i2X i2*>i(*6(<+(*6(=+(*6(>+(*0 + hX i2*0fY% ,o] - + ( % , o] - + ( +ZXZXNhSXo] 2  *0. +" +( hX i2X i2*0+ + +hX i2X i2*0A +5 +% +hX i2X i2X i2*0. +" +h(( X i2X i2*>i(*6(+(*6(+(*6(?+(*0 + lX i2*0fZ% ,o] - + ( % , o] - + ( +ZXZXNlWXo] 2  *0. +" +( lX i2X i2*0+ + +lX i2X i2*0A +5 +% +lX i2X i2X i2*0. +" +l( X i2X i2*>i(*6(@+(*6(A+(*6(B+(*0 + jX i2*0f[% ,o] - + ( % , o] - + ( +ZXZXNjUXo] 2  *0. +" +( jX i2X i2*0+ + +jX i2X i2*0A +5 +% +jX i2X i2X i2*0. +" +j($ X i2X i2*>i(*6(C+(*6(D+( *6(E+( *0 + ҜX i2*0c\% ,o] - + ( % , o] - + (  +XZXNRXo] 2  *0. +" +( ҜX i2X i2*0+ + +ҜX i2X i2*0A +5 +% +ҜX i2X i2X i2*0. +" +(' X i2X i2*>i(*6(F+(*6(G+(*6(H+(*0 + gX i2*0c]% ,o] - + ( % , o] - + (  +XZXNgRXo] 2  *0. +" +( gX i2X i2*0+ + +gX i2X i2*0A +5 +% +gX i2X i2X i2*0. +" +g() X i2X i2*>i;(*6(I+(*6(J+(*6(K+(*0 +( ;X i2*0o^% ,o] - + ( % , o] - + (  +"ZXZXN( ;Xo] 2  *06 +* +( ( ;X i2X i2*03 +' +( ;X i2X i2*0I += +- +( ;X i2X i2X i2*02 +& +( (% X i2X i2*>i($*6(L+(%*6(M+('*6(N+((*0  +"X i2*0l_% ,o] - + ( % , o] - + (\ +XZXN"RXo] 2  *07 ++ +( "X i2X i2*04 +( +"X i2X i2*0J +> +. +"X i2X i2X i2*07 ++ +"(] X i2X i2*>i(.*6(O+(/*6(P+(1*6(Q+(2*0 +X i2*09 +* +( (^ X (z+2X (]+2*02 +& +( X i2X i2*0/ +# +X i2X i2*0E +9 +) +X i2X i2X i2*02 +& +(^ X i2X i2*>i(8*6(R+(9*6(S+(;*6(T+(<*0 +(a X i2*09 +* +( (a (_ X (z+2X (]+2*02 +& +( (a X i2X i2*03 +' +(a X i2X i2*0I += +- +(a X i2X i2X i2*06 +* +(a (_ X i2X i2*>i(B*6(U+(C*6(V+(E*6(W+(F*0 + iX i2*0f`% ,o] - + ( % , o] - + ( +ZXZXOiTXo] 2  *0. +" +( iX i2X i2*0+ + +iX i2X i2*0A +5 +% +iX i2X i2X i2*0. +" +i(" X i2X i2*>i(L*6(X+(M*6(Y+(O*6(Z+(P*0 + hX i2*0fa% ,o] - + ( % , o] - + ( +ZXZXOhSXo] 2  *0. +" +( hX i2X i2*0+ + +hX i2X i2*0A +5 +% +hX i2X i2X i2*0. +" +h(( X i2X i2*>i(V*6([+(W*6(\+(Y*6(]+(Z*0 + kX i2*0fb% ,o] - + ( % , o] - + ( +ZXZXOkVXo] 2  *0. +" +( kX i2X i2*0+ + +kX i2X i2*0A +5 +% +kX i2X i2X i2*0. +" +k(# X i2X i2*>i(`*6(^+(a*6(_+(c*6(`+(d*0 + jX i2*0fc% ,o] - + ( % , o] - + ( +ZXZXOjUXo] 2  *0. +" +( jX i2X i2*0+ + +jX i2X i2*0A +5 +% +jX i2X i2X i2*0. +" +j($ X i2X i2*>i(j*6(a+(k*6(b+(m*6(c+(n*0 + ҜX i2*0cd% ,o] - + ( % , o] - + (  +XZXORXo] 2  *0. +" +( ҜX i2X i2*0+ + +ҜX i2X i2*0A +5 +% +ҜX i2X i2X i2*0. +" +(' X i2X i2*>i(t*6(d+(u*6(e+(w*6(f+(x*0 + gX i2*0ce% ,o] - + ( % , o] - + (  +XZXOgRXo] 2  *0. +" +( gX i2X i2*0+ + +gX i2X i2*0A +5 +% +gX i2X i2X i2*0. +" +g() X i2X i2*>i;(~*6(g+(*6(h+(*6(i+(*0 +( ;X i2*0of% ,o] - + ( % , o] - + (  +"ZXZXO( ;Xo] 2  *06 +* +( ( ;X i2X i2*03 +' +( ;X i2X i2*0I += +- +( ;X i2X i2X i2*02 +& +( (% X i2X i2*>i(*6(j+(*6(k+(*6(l+(*0$ +#X i2*0pg% ,o] - + ( % , o] - + (\ +#XZXO#RXo] 2  *0; +/ +( #X i2X i2*08 +, +#X i2X i2*0N +B +2 + #X i2X i2X i2*0; +/ +#(] X i2X i2*>i(*6(m+(*6(n+(*6(o+(*0 +X i2*09 +* +( (^ X (t+2X (`+2*02 +& +( X i2X i2*0/ +# +X i2X i2*0E +9 +) +X i2X i2X i2*02 +& +(^ X i2X i2*>i(*6(p+(*6(q+(*6(r+(*0 +(b X i2*09 +* +( (b (_ X (t+2X (`+2*02 +& +( (b X i2X i2*03 +' +(b X i2X i2*0I += +- +(b X i2X i2X i2*06 +* +(b (_ X i2X i2*>i(*6(+(*6(+(*6(s+(*0 + iX i2*0fh% ,o] - + ( % , o] - + ( +ZXZXLiTXo] 2  *0. +" +( iX i2X i2*0+ + +iX i2X i2*0A +5 +% +iX i2X i2X i2*0. +" +i(" X i2X i2*>i(*6(t+(*6(u+(*6(v+(*0 + hX i2*0fi% ,o] - + ( % , o] - + ( +ZXZXLhSXo] 2  *0. +" +( hX i2X i2*0+ + +hX i2X i2*0A +5 +% +hX i2X i2X i2*0. +" +h(( X i2X i2*>i(*6(+(*6(+(*6(w+(*0 + kX i2*0fj% ,o] - + ( % , o] - + ( +ZXZXLkVXo] 2  *0. +" +( kX i2X i2*0+ + +kX i2X i2*0A +5 +% +kX i2X i2X i2*0. +" +k(# X i2X i2*>i(*6(+(*6(+(*6(x+(*0 + lX i2*0fk% ,o] - + ( % , o] - + ( +ZXZXLlWXo] 2  *0. +" +( lX i2X i2*0+ + +lX i2X i2*0A +5 +% +lX i2X i2X i2*0. +" +l( X i2X i2*>i(*6(y+(*6(z+(*6({+(*0 + ҜX i2*0cl% ,o] - + ( % , o] - + (  +XZXLRXo] 2  *0. +" +( ҜX i2X i2*0+ + +ҜX i2X i2*0A +5 +% +ҜX i2X i2X i2*0. +" +(' X i2X i2*>i(*6(|+(*6(}+(*6(~+(*0 + gX i2*0cm% ,o] - + ( % , o] - + (  +XZXLgRXo] 2  *0. +" +( gX i2X i2*0+ + +gX i2X i2*0A +5 +% +gX i2X i2X i2*0. +" +g() X i2X i2*>i;(*6(+(*6(+(*6(+(*0 +( ;X i2*0on% ,o] - + ( % , o] - + (  +"ZXZXL( ;Xo] 2  *06 +* +( ( ;X i2X i2*03 +' +( ;X i2X i2*0I += +- +( ;X i2X i2X i2*02 +& +( (% X i2X i2*>i(*6(+(*6(+(*6(+(*0 +jX i2*0fo% ,o] - + ( % , o] - + (\ +XZXLjRXo] 2  *01 +% +( jX i2X i2*0. +" +jX i2X i2*0D +8 +( +jX i2X i2X i2*01 +% +j(] X i2X i2*>i(*6(+(*6(+(*6(+(*0 +X i2*09 +* +( (^ X (+2X (c+2*02 +& +( X i2X i2*0/ +# +X i2X i2*0E +9 +) +X i2X i2X i2*02 +& +(^ X i2X i2*>i(*6(+(*6(+(*6(+(*0 +(c X i2*09 +* +( (c (_ X (+2X (c+2*02 +& +( (c X i2X i2*03 +' +(c X i2X i2*0I += +- +(c X i2X i2X i2*06 +* +(c (_ X i2X i2*>i( *6(+( *6(+( *6(+(*0 + X i2*0bp% ,o] - + (  % , o] - + ( +ZXXGTXo] 2  *0- +! +(  X i2X i2*0* + +X i2X i2*0@ +4 +$ +X i2X i2X i2*0- +! +(" X i2X i2*>i(*6(+(*6(+(*6(+(*0 + X i2*0bq% ,o] - + (  % , o] - + ( +ZXXGSXo] 2  *0- +! +(  X i2X i2*0* + +X i2X i2*0@ +4 +$ +X i2X i2X i2*0- +! +(( X i2X i2*>i(*6(+(*6(+(!*6(+("*0 + kX i2*0cr% ,o] - + (  % , o] - + ( +ZXXGkVXo] 2  *0. +" +(  kX i2X i2*0+ + +kX i2X i2*0A +5 +% +kX i2X i2X i2*0. +" +k(# X i2X i2*>i((*6(+()*6(+(+*6(+(,*0 + lX i2*0cs% ,o] - + (  % , o] - + ( +ZXXGlWXo] 2  *0. +" +(  lX i2X i2*0+ + +lX i2X i2*0A +5 +% +lX i2X i2X i2*0. +" +l( X i2X i2*>i(2*6(+(3*6(+(5*6(+(6*0 + nX i2*0ct% ,o] - + (  % , o] - + ( +ZXXGnUXo] 2  *0. +" +(  nX i2X i2*0+ + +nX i2X i2*0A +5 +% +nX i2X i2X i2*0. +" +n($ X i2X i2*>i(<*6(+(=*6(+(?*6(+(@*0 + gX i2*0`u% ,o] - + (  % , o] - + (  +XXGgRXo] 2  *0. +" +(  gX i2X i2*0+ + +gX i2X i2*0A +5 +% +gX i2X i2X i2*0. +" +g() X i2X i2*>i;(F*6(+(G*6(+(I*6(+(J*0 +( ;X i2*0lv% ,o] - + (  % , o] - + (  +ZXXG( ;Xo] 2  *06 +* +(  ( ;X i2X i2*03 +' +( ;X i2X i2*0I += +- +( ;X i2X i2X i2*02 +& +( (% X i2X i2*>i(P*6(+(Q*6(+(S*6(+(T*0 + X i2*0bw% ,o] - + (  % , o] - + (\ +XXGRXo] 2  *00 +$ +(  X i2X i2*0- +! +X i2X i2*0C +7 +' +X i2X i2X i2*00 +$ +(] X i2X i2*>i(Z*6(+([*6(+(]*6(+(^*0 +X i2*09 +* +(  (^ X (+2X (i+2*02 +& +(  X i2X i2*0/ +# +X i2X i2*0E +9 +) +X i2X i2X i2*02 +& +(^ X i2X i2*>i(d*6(+(e*6(+(g*6(+(h*0 +(d X i2*09 +* +(  (d (_ X (+2X (i+2*02 +& +(  (d X i2X i2*03 +' +(d X i2X i2*0I += +- +(d X i2X i2X i2*06 +* +(d (_ X i2X i2*>i(n*6(+(o*6(+(q*6(+(r*0 + X i2*0bx% ,o] - + (  % , o] - + ( +ZXXFTXo] 2  *0- +! +( X i2X i2*0* + +X i2X i2*0@ +4 +$ +X i2X i2X i2*0- +! +(" X i2X i2*>i(x*6(+(y*6(+({*6(+(|*0 + X i2*0by% ,o] - + (  % , o] - + ( +ZXXFSXo] 2  *0- +! +( X i2X i2*0* + +X i2X i2*0@ +4 +$ +X i2X i2X i2*0- +! +(( X i2X i2*>i(*6(+(*6(+(*6(+(*0 + kX i2*0cz% ,o] - + (  % , o] - + ( +ZXXFkVXo] 2  *0. +" +( kX i2X i2*0+ + +kX i2X i2*0A +5 +% +kX i2X i2X i2*0. +" +k(# X i2X i2*>i(*6(+(*6(+(*6(+(*0 + lX i2*0c{% ,o] - + (  % , o] - + ( +ZXXFlWXo] 2  *0. +" +( lX i2X i2*0+ + +lX i2X i2*0A +5 +% +lX i2X i2X i2*0. +" +l( X i2X i2*>i(*6(+(*6(+(*6(+(*0 + jX i2*0c|% ,o] - + (  % , o] - + ( +ZXXFjUXo] 2  *0. +" +( jX i2X i2*0+ + +jX i2X i2*0A +5 +% +jX i2X i2X i2*0. +" +j($ X i2X i2*>i(*6(+(*6(+(*6(+(*0 + ҜX i2*0`}% ,o] - + (  % , o] - + (  +XXFRXo] 2  *0. +" +( ҜX i2X i2*0+ + +ҜX i2X i2*0A +5 +% +ҜX i2X i2X i2*0. +" +(' X i2X i2*>i;(*6(+(*6(+(*6(+(*0 +( ;X i2*0l~% ,o] - + (  % , o] - + (  +ZXXF( ;Xo] 2  *06 +* +( ( ;X i2X i2*03 +' +( ;X i2X i2*0I += +- +( ;X i2X i2X i2*02 +& +( (% X i2X i2*>i(*6(+(*6(+(*6(+(*0 + X i2*0b% ,o] - + (  % , o] - + (\ +XXFRXo] 2  *00 +$ +( X i2X i2*0- +! +X i2X i2*0C +7 +' +X i2X i2X i2*00 +$ +(] X i2X i2*>i(*6(+(*6(+(*6(+(*0 +X i2*09 +* +( (^ X (+2X (l+2*02 +& +( X i2X i2*0/ +# +X i2X i2*0E +9 +) +X i2X i2X i2*02 +& +(^ X i2X i2*>i(*6(+(*6(+(*6(+(*0 +(e X i2*09 +* +(  (e (_ X (+2X (l+2*02 +& +(  (e X i2X i2*03 +' +(e X i2X i2*0I += +- +(e X i2X i2X i2*06 +* +(e (_ X i2X i2*>i(*6(+(*6(+(*6(+(*0 +;( X i2*0o% ,o] - + (  % , o] - + ( +"ZXZXq;( TXo] 2  *02 +& +(  ( X i2X i2*03 +' +;( X i2X i2*0I += +- +;( X i2X i2X i2*06 +* +;( (" X i2X i2*>i(*6(+(*6(+(*6(+(*0 +;(f X i2*0o% ,o] - + (  % , o] - + ( +"ZXZXq;(f SXo] 2  *02 +& +(  (f X i2X i2*03 +' +;(f X i2X i2*0I += +- +;(f X i2X i2X i2*06 +* +;(f (( X i2X i2*>i(*6(+(*6(+(*6(+(*0  +;(! kX i2*0p% ,o] - + (  % , o] - + ( +#ZXZXq;(! kVXo] 2  *03 +' +(  (! kX i2X i2*04 +( +;(! kX i2X i2*0J +> +. +;(! kX i2X i2X i2*07 ++ +;(! k(# X i2X i2*>i(*6(+(*6(+(*6(+(*0  +;( lX i2*0p% ,o] - + (  % , o] - + ( +#ZXZXq;( lWXo] 2  *03 +' +(  ( lX i2X i2*04 +( +;( lX i2X i2*0J +> +. +;( lX i2X i2X i2*07 ++ +;( l( X i2X i2*>i(*6(+(*6(+(*6(+(*0 +;(g X i2*0o% ,o] - + (  % , o] - + ( +"ZXZXq;(g UXo] 2  *02 +& +(  (g X i2X i2*03 +' +;(g X i2X i2*0I += +- +;(g X i2X i2X i2*06 +* +;(g ($ X i2X i2*>i(*6(+(*6(+(*6(+(*0 +;(h X i2*0l% ,o] - + (  % , o] - + (  +XZXq;(h RXo] 2  *02 +& +(  (h X i2X i2*03 +' +;(h X i2X i2*0I += +- +;(h X i2X i2X i2*06 +* +;(h (' X i2X i2*>i(*6(+(*6(+(*6(+(*0 +;(i X i2*0l% ,o] - + (  % , o] - + (  +XZXq;(i RXo] 2  *02 +& +(  (i X i2X i2*03 +' +;(i X i2X i2*0I += +- +;(i X i2X i2X i2*06 +* +;(i () X i2X i2*>i(*6(+(*6(+(*6(+(*0$ +;~ ( X i2*0q% ,o] - + (  % , o] - + (\ +$XZXq;~ ( RXo] 2  *07 ++ +(  ~ ( X i2X i2*08 +, +;~ ( X i2X i2*0N +B +2 + ;~ ( X i2X i2X i2*0; +/ +;~ ( (] X i2X i2*>i("*6(+(#*6(+(%*6(+(&*0 +;;X i2*09 +* +(  ;(^ X (+2X (f+2*02 +& +(  ;X i2X i2*03 +' +;;X i2X i2*0I += +- +;;X i2X i2X i2*06 +* +;;(^ X i2X i2*>i(,*6(+(-*6(+(/*6(+(0*0 +;(j X i2*09 +* +(  (j (_ X (+2X (f+2*02 +& +(  (j X i2X i2*03 +' +;(j X i2X i2*0I += +- +;(j X i2X i2X i2*06 +* +;(j (_ X i2X i2*>i(6*6(+(7*6(+(9*6(+(:*0 +-+X i2*0h% ,o] - + (\ % , o] - + ( +ZXXG-+TXo] 2  *03 +' +(k -+X i2X i2*00 +$ +-+X i2X i2*0F +: +* +-+X i2X i2X i2*03 +' +-+(" X i2X i2*>i(@*6(+(A*6(+(C*6(+(D*0 +-+X i2*0h% ,o] - + (\ % , o] - + ( +ZXXG-+SXo] 2  *03 +' +(k -+X i2X i2*00 +$ +-+X i2X i2*0F +: +* +-+X i2X i2X i2*03 +' +-+(( X i2X i2*>i(J*6(+(K*6(+(M*6(+(N*0$ +-"+"?X i2*0p% ,o] - + (\ % , o] - + ( +#ZXXG-"+"?VXo] 2  *0; +/ +(k -"+"?X i2X i2*08 +, +-"+"?X i2X i2*0N +B +2 + -"+"?X i2X i2X i2*0; +/ +-"+"?(# X i2X i2*>i(T*6(+(U*6(+(W*6(+(X*0, + - #+ #?X i2*0x% ,o] - + (\ % , o] - + ( ++ZXXG- #+ #?WXo] 2  *0C +7 +'(k - #+ #?X i2X i2*0@ +4 +$- #+ #?X i2X i2*0V +J +: +(- #+ #?X i2X i2X i2*0C +7 +'- #+ #?( X i2X i2*>i(^*6(+(_*6(+(a*6(+(b*0 +-j+jX i2*0j% ,o] - + (\ % , o] - + ( +ZXXG-j+jUXo] 2  *05 +) +(k -j+jX i2X i2*02 +& +-j+jX i2X i2*0H +< +, +-j+jX i2X i2X i2*05 +) +-j+j($ X i2X i2*>i(h*6(+(i*6(+(k*6(+(l*0 +-+X i2*0e% ,o] - + (\ % , o] - + (  +XXG-+RXo] 2  *03 +' +(k -+X i2X i2*00 +$ +-+X i2X i2*0F +: +* +-+X i2X i2X i2*03 +' +-+(' X i2X i2*>i(r*6(+(s*6(+(u*6(+(v*0 +-+X i2*0e% ,o] - + (\ % , o] - + (  +XXG-+RXo] 2  *03 +' +(k -+X i2X i2*00 +$ +-+X i2X i2*0F +: +* +-+X i2X i2X i2*03 +' +-+() X i2X i2*>i;(|*6(+(}*6(+(*6(+(*0( +-~ +~7 ;X i2*0u% ,o] - + (\ % , o] - + (  +(ZXXG-~ +~7 ;Xo] 2  *0? +3 +#(k -~ +~7 ;X i2X i2*0< +0 + -~ +~7 ;X i2X i2*0R +F +6 +$-~ +~7 ;X i2X i2X i2*0; +/ +-~ +~7 (% X i2X i2*>i(*6(+(*6(+(*6(+(*0& +-+X i2*0D +5 +$(k -+(^ X (+2X (+2*0= +1 +!(k -+X i2X i2*0: +. +-+X i2X i2*0P +D +4 +"-+X i2X i2X i2*0= +1 +!-+(^ X i2X i2*>i(*6(+(*6(+(*6(+(*0 +(l X i2*09 +* +(\ (l (_ X (+2X (+2*02 +& +(\ (l X i2X i2*03 +' +(l X i2X i2*0I += +- +(l X i2X i2X i2*06 +* +(l (_ X i2X i2*>i(*6(+(*6(+(*6(+(*0* +С(W ( X i2*0H +9 +((m С(W ( (" X (+2X (+2*0A +5 +%(m С(W ( X i2X i2*0> +2 +"С(W ( X i2X i2*0T +H +8 +&С(W ( X i2X i2X i2*0A +5 +%С(W ( (" X i2X i2*>i(*6(+(*6(+(*6(+(*0* +Р(W ( X i2*0H +9 +((m Р(W ( (( X (+2X (+2*0A +5 +%(m Р(W ( X i2X i2*0> +2 +"Р(W ( X i2X i2*0T +H +8 +&Р(W ( X i2X i2X i2*0A +5 +%Р(W ( (( X i2X i2*>i(*6(+(*6(+(*6(+(*0* +е(W ( X i2*0H +9 +((m е(W ( (# X (+2X (+2*0A +5 +%(m е(W ( X i2X i2*0> +2 +"е(W ( X i2X i2*0T +H +8 +&е(W ( X i2X i2X i2*0A +5 +%е(W ( (# X i2X i2*>i(*6(+(*6(+(*6(+(*0* +ж(W ( X i2*0H +9 +((m ж(W ( ( X (+2X (+2*0A +5 +%(m ж(W ( X i2X i2*0> +2 +"ж(W ( X i2X i2*0T +H +8 +&ж(W ( X i2X i2X i2*0A +5 +%ж(W ( ( X i2X i2*>i(*6(+(*6(+(*6(+(*0* +Т(W ( X i2*0H +9 +((m Т(W ( ($ X (+2X (+2*0A +5 +%(m Т(W ( X i2X i2*0> +2 +"Т(W ( X i2X i2*0T +H +8 +&Т(W ( X i2X i2X i2*0A +5 +%Т(W ( ($ X i2X i2*>i(*6(+(*6(+(*6(+(*0* +И(W ( X i2*0H +9 +((m И(W ( (' X (+2X (+2*0A +5 +%(m И(W ( X i2X i2*0> +2 +"И(W ( X i2X i2*0T +H +8 +&И(W ( X i2X i2X i2*0A +5 +%И(W ( (' X i2X i2*>i(*6(+(*6(+(*6( +(*0* +в(W ( X i2*0H +9 +((m в(W ( () X (+2X (+2*0A +5 +%(m в(W ( X i2X i2*0> +2 +"в(W ( X i2X i2*0T +H +8 +&в(W ( X i2X i2X i2*0A +5 +%в(W ( () X i2X i2*>i;(*6( +(*6( +(*6( +(*0. +";(W ( ;;X i2*0H +9 +((m ;(W ( ;(% X (+2X (+2*0E +9 +)(m ;(W ( ;;X i2X i2*0B +6 +&;(W ( 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ceptionInvalidOperationExceptionDivideByZeroExceptioninnerExceptionFormatExceptionArgumentExceptionInvalidCastExceptionOverflowExceptionNonSymmetricMatrixExceptionNonPositiveDefiniteMatrixExceptionSingularMatrixExceptionget_Descriptionset_DescriptionInsertionproportionget_MinAcceptableDistortionset_MinAcceptableDistortionminAcceptableDistortionget_Solutionset_SolutionNoPossibleSolutioncurrentSolutionsolutionDiscreteCurveEvolutionget_Epsilonset_EpsilonDoubleEpsilonSingleEpsilonDecimalEpsilonstop_epsilonincludeSemicolonEpslontronStringComparisoncomparisonGaussNewtonline_search_backtracking_owlqnifunmaxfunbounrunUnknownDistanceToCompareToLesserThanOrEqualToGreaterThanOrEqualToSetToCopyTocacheRusselRaoFieldInfoMethodInfoCultureInfoSerializationInfoMemberInfoNumberFormatInfoPropertyInfoinfoget_Rhocalculate_rhoGetRatioBacktrackingArmijoget_ModulomoduloBoundedBroydenFletcherGoldfarbShannoZerostep_zerocacheRogersTanimotostep_twoLog1pvalidMapiheapmapSwapswapwbpxcpdpget_MaxAngleToKeepset_MaxAngleToKeepmaxAngleToKeepdeepSleepget_Stepset_StepinitialStepMinimumStepMaximumStepget_MinStepset_MinStepRunStepget_MaxStepset_MaxStepmin_stepmax_stepdcstepxstepfpgptrstlpsvdcmptempPopTopForcedStopftopforce_stoprelstopToCSharpstplookupsetupkvpwpLogSumExpLog1pexpmeqSystem.LinqHaarG_barClearCollinearReadCharalpharscalarcacheModularcacheAngularToUpperTriangularIsUpperTriangularToLowerTriangularIsLowerTriangularleftTriangularIsRectangularrectangularget_IsSingularget_Nonsingularnonsingulardrget_MemberwriteHeaderMatHeaderparseReaderMatReadermatReaderBinaryReaderreaderget_InnerProviderset_InnerProviderinnerProviderIFormatProviderIMatrixFormatProviderCSharpJaggedMatrixFormatProviderOctaveMatrixFormatProviderCSharpMatrixFormatProviderDefaultMatrixFormatProviderOctaveArrayFormatProviderCSharpArrayFormatProviderDefaultArrayFormatProviderformatProviderproviderStringBuilderget_Orderset_OrderderivativeOrderMatrixOrderiordere__FixedBufferIsIntegercacheHellingerotherierSimpleShapeCheckerKroneckerSystem.CodeDom.CompilercacheSokalMichenerInnerget_Ownerset_OwnerownerupperGeneralComparerElementComparerIntegerArrayComparercomparerQuadraticExpressionParserget_DiameterParameterparametermax_iterget_ParseColDelimiterset_ParseColDelimiterget_FormatColDelimiterset_FormatColDelimiterget_ParseRowDelimiterset_ParseRowDelimiterget_FormatRowDelimiterset_FormatRowDelimiterBinaryWriterwritermaxiterEntercenternenterRandomNumberGeneratorAdapterBitConverterconverterWeightedScatterICustomFormatterMatrixFormatterformatterOuterdualSolverinnerSolvercolCoverrowCoverTruncatedPowerElementwisePowerFactorialPowerlowerpowerget_OptimizerIShapeOptimizershapeOptimizerClosePointsMergingOptimizerLineStraighteningOptimizerFlatAnglesOptimizeralfrprojgrirForXorGaborFortranColumnMajorCRowMajorTaylorFloorfloorget_Errorset_ErrorStandardErrorget_AngleErrorset_AngleErrorangleErroralternatePoseErrorbestPoseErrorComputeErrorRoundoffErrorRoundingErrorget_LengthErrorset_LengthErrorlengthErrorget_AlternateEstimationErrorget_BestEstimationErrorUnknownErrorGetErrorerrorGreatestCommonDivisordivisoraccumulatorget_NumberDecimalSeparatorIEnumeratorSystem.Collections.Generic.IEnumerable.GetEnumeratorSystem.Collections.Generic.IEnumerable.GetEnumeratorSystem.Collections.Generic.IEnumerable.GetEnumeratorSystem.Collections.Generic.IEnumerable.GetEnumeratorSystem.Collections.Generic.IEnumerable.GetEnumeratorSystem.Collections.Generic.IEnumerable>.GetEnumeratorSystem.Collections.Generic.IEnumerable.GetEnumeratorSystem.Collections.Generic.IEnumerable.GetEnumeratorSystem.Collections.Generic.IEnumerable.GetEnumeratorSystem.Collections.Generic.IEnumerable.GetEnumeratorSystem.Collections.Generic.IEnumerable.GetEnumeratorSystem.Collections.Generic.IEnumerable.GetEnumeratorSystem.Collections.Generic.IEnumerable.GetEnumeratorSystem.Collections.Generic.IEnumerable.GetEnumeratorSystem.Collections.Generic.IEnumerable.GetEnumeratorSystem.Collections.IEnumerable.GetEnumeratorStandardGeneratorZigguratUniformOneGeneratorZigguratExponentialGeneratorZigguratNormalGeneratorZigguratUniformGeneratorGaussianGeneratorSetupGeneratorIRandomNumberGeneratorConstantGeneratorgeneratorActivator.ctorget_DecreaseFactorset_DecreaseFactorget_IncreaseFactorset_IncreaseFactorget_OrthogonalFactororthogonalFactorget_UpperTriangularFactorupperTriangularFactorget_LowerTriangularFactorlowerTriangularFactorget_LeftTriangularFactorleftTriangularFactorfactor.cctorFromVectorasColumnVectorcolumnVectorget_PivotPermutationVectorToVectorIsVectorcreateLinearTermsVectorpivotVectorRowVectorrowVectorvectorMonitorexprqrierrabserrmaxerrjsrfactrstrxcurstep_fourcontourcdivrxryrget_CombinedAsset_CombinedAscombinedAsCreateAsHascasget_RealAlphasget_ImaginaryAlphasget_Betasget_DeltasdeltasAbsftol_absxtol_absresabsepsabsnumberOfJobsSystem.NumericsCombinatoricsAccord.Math.MetricsAccord.Math.KinematicsAccord.StatisticsSystem.Diagnosticsget_FieldsGetFieldsget_UpperBoundsset_UpperBoundsget_LowerBoundsset_LowerBoundsExtensionMethodsGetMethodsget_IndicessrcColumnIndicesdstColumnIndicescolumnIndicesget_InnerIndicesget_VariablesAtIndicesset_VariablesAtIndicesGetIndicessrcRowIndicesdstRowIndicesrowIndicesreadOnlyIndicesindicesmatricesget_NumberOfVerticesset_NumberOfVerticesverticesSystem.Runtime.InteropServicesSystem.Runtime.CompilerServicescovariancesget_ConstraintTolerancesconstraintTolerancestolerancesAccord.Math.DistancesFiniteDifferencesSequencessequencessidesDebuggingModesget_SearchessearchesMatchesorthesqzhesPowerSeriescategoriesget_NumberOfEqualitiesset_NumberOfEqualitiesnumberOfEqualitiesequalitiesprobabilitiesget_Variablesget_FreeVariablesget_NumberOfVariablesset_NumberOfVariablessetNumberOfVariablesnumberOfVariablesget_InnerVariablesreadOnlyVariablesvariablesget_Doublesset_DoublesQuantilesQuartilessamplesget_FieldNamescolNamescolumnNamesOnesGetAngleBetweenLinesonesleastSquaresMunkresnresMeasuresget_NumberOfClassesset_NumberOfClassesclassesAccord.Math.Optimization.LossesweightsUpdatescoordinatesReadBytesrreadBytesSmallData_NumberOfBytesGetSizeInBytesbytesget_Valuesset_Valuesget_OldValuesoldValuesuseAbsoluteValuesget_ConstraintValuesconstraintValuesget_NewValuesset_NewValuesnewValues<>3__valuesget_RealEigenvaluesget_ImaginaryEigenvaluesget_Octavesset_OctavesoctavesFletcherReevesnegativespositivescolumnIndexesrowIndexesindexesget_StepSizesstepSizessizesBindingFlagsArrayFlagslbfgsget_Stringsset_StringsProgressChangedEventArgsOptimizationProgressEventArgsargscacheMahalanobiscacheSquareMahalanobis<>4__thisKurtosiscacheBrayCurtisFindPeaksmaxCheckschecksget_Ticksget_LastUpdateTicksget_ThreadLastUpdateTicksthreadLastUpdateTickssourceLastUpdateTicksget_Blocksset_BlocksblocksSystem.Threading.Tasksget_NumberOfTasksdecimalsget_ResidualsDimensionEqualsSetEqualsnlopt_stop_evalsnevalsget_SubintervalssubintervalslabelsAccord.Statistics.ModelslevelsallowNullsnCols<>3__symbolscolsGeometryToolsitemsget_QuadraticTermsset_QuadraticTermsquadraticTermsnTermsget_LinearTermsset_LinearTermslinearTermstermsAccord.Math.Transformssumsget_Booleansset_BooleansmeansradiansContainsget_Columnsset_ColumnsCreateFromColumnsGetColumnscolumnsMaximumSubdivisionsdimensionsTypeExtensionsConstraintExtensionsSystem.Linq.Expressionsget_ExpressionsSystem.Text.RegularExpressionsSystem.Security.PermissionsstandardDeviationsCombinationsget_Iterationsset_IterationsMaximumIterationsget_MaxIterationsset_MaxIterationsDefaultMaxIterationsmaxIterationsmax_iterationsPermutationsget_Evaluationsset_Evaluationsget_MaximumEvaluationsset_MaximumEvaluationsget_FunctionEvaluationsfunctionEvaluationsget_MaxEvaluationsset_MaxEvaluationsmaxEvaluationsevaluationsAccord.CollectionsSystem.Collectionsget_Correctionsset_Correctionscorrectionsget_Deletionsset_DeletionsAccord.Math.DecompositionsparseOptionsget_ParallelOptionsset_ParallelOptionsparallelOptionsStringSplitOptionsCosAcosfindZerosfind_all_zerosget_Stepsset_StepscolStepsMaximumStepsrowStepsstepsSubgroupsget_CharsReadCharsstarsget_Integersset_Integersget_NumberOfWorkersnumberOfWorkersGetShapeCornersFindQuadrilateralCornerscornersRuntimeHelpersAccord.Math.Comparersget_Parametersset_ParametersInvalidParametersget_NumberOfParametersset_NumberOfParametersnumberOfParametersDenavitHartenbergParametersparametersget_StandardErrorscomputeErrorsDivergingRoundingErrorserrorsget_LeftNonnegativeFactorsget_RightNonnegativeFactorsmodelVectorsGetAngleBetweenVectorsget_LeftSingularVectorscomputeLeftSingularVectorsget_RightSingularVectorscomputeRightSingularVectorsget_EigenvectorsClassToMulticlassIsMulticlassFileAccessArrayAccessSuccessPointToProcessSkewnessAddressadd_Progressremove_ProgressNoProgressproc_progressTLossLogisticLossRSquaredLossLogLikelihoodLossSquaredHingeLossSmoothHingeLossZeroOneLossSquareLossAbsoluteLossHammingLossEuclideanLossAccuracyLossBinaryCrossEntropyLossCategoryCrossEntropyLossCrosshandleOtherFormatsFindDefectsConvexHullDefectsAccord.Math.WaveletsSubsetsget_Weightsset_WeightsGetDecayWeightsweightsGetReversedBitsreversedBitsnumberOfBitsminBitsmaxBitsConstantsCreateCoefficientscoefficientsGetNumberOfElementsNonZeroElementselementsAccord.Math.Environmentsget_Argumentscontentsget_ActiveConstraintsset_ActiveConstraintsget_NumberOfConstraintsset_NumberOfConstraintslesserThanConstraintsgreaterThanConstraintsequalityConstraintsconstraintsget_Jointsget_Pointsset_PointsGetUniformlySampledPointsimagePointsedgePointsget_NumberOfPointsset_NumberOfPointsnumberOfPointsmodelPointsFromPointsjointspointsptsget_NumberOfInputsset_NumberOfInputsnumberOfInputsinputsoutputswtsRhombusget_Radiusset_RadiusradiusFrobeniusetaPlusetaMinusget_Previouspreviousget_Statusset_StatusCobylaStatusNelderMeadStatusInfiniteAdaptiveGaussKronrodStatusNonAdaptiveGaussKronrodStatusBrentSearchStatusGoldfarbIdnaniStatusAugmentedLagrangianStatusBoundedBroydenFletcherGoldfarbShannoStatusBoundedBroydenFletcherGoldfarbShannoInnerStatusupdate_alpha_statusget_Rowsset_RowsCreateFromRowsnRowsGetRowsrowsxsTKeysget_KeyskeysRemoveAtCreateLookAtLDLtLLtcallback_data_titeration_data_tlbfgs_evaluate_tlbfgs_parameter_tlbfgs_progress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y{{'descr': '{0}', 'fortran_order': False, 'shape': ({1}), }} |b1|i1<i2<i4<i8|S'descr': ''#'fortran_order': ,'shape': ()b1i1i2i4i8S7Invalid reader at position .CUnexpected data type at position =Invalid flags tag at position OUnexpected flags data type at position EInvalid flags element at position SUnexpected object class flag at position GInvalid dimensions tag at position SInvalid dimensions data type at position ;Invalid name tag at position GInvalid name data type at position GInvalid sparse row tag at position MInvalid sparse column tag at position ?Invalid values tag at position AInvalid element tag at position cInvalid struct field name length tag at position Small format struct field name length is not supported at position uUnexpected struct field name length data type at position MInvalid struct field name at position gUnexpected struct field name data type at position GInvalid struct element at position aUnexpected struct element data type at position CInvalid contents tag at position wThe file bit ordering differs from the system architecture. typecThe matrix rows and columns must be a power of 2.-Incorrect data length.AInvalid row index was specified. indexGInvalid column index was specified.yCannot calculate inverse of the matrix since it is singular.%nearPlaneDistance ]Near plane distance must be greater than zero.!farPlaneDistanceeFar view plane distance must be greater than zero.[Near plane must be closer than the far plane. value_The number of octaves must be between 1 and 32.Number of rows in A must be greater or equal to number of columnsMNo convergence in 30 svdcmp iterations{0}, {1}, {2}%{0}, {1}, {2}, {3}-Accord.Math.Distances.BitwiseHamming sourceIndicesdestinationrightSideThe number of rows in the right hand side matrix must be equal to the number of rows in the problem matrix. matrixThe right hand side vector must have the same lengthas there are rows of the problem matrix.+Matrix must be square#diagonalRightSideThe right hand side matrix must have the same lengthas there are rows of the problem matrix.The destination matrix must be big enough to accommodate the results.-Argument out of range.indexes+Argument out of rangeSource and indexes arrays must have the same dimension for in-place operations.YOnly rectangular matrices can be transposed.aOnly square matrices can be transposed in place.{Matrix type can be either LowerTriangular or UpperTrianguler.#Invalid dimensiondimension size]The square size must be greater or equal to 3.yThe size of the centering matrix must be a positive integer.generatorASize must be a positive integer. valuesColumn The given table has more than one column. Please specify which column should be converted. columnrow array countoThe number of elements to be selected must be positive. objA objBIsEqual7Use Matrix.IsEqual instead.aThe given object must inherit from System.Array.Only LowerTriangular, UpperTriangular and Diagonal matrices are supported at this time.matrixTypematrixBGMatrices must have the same length.3The matrix could not be decomposed using a robust Cholesky decomposition. Please specify symmetric as false and provide a full matrix to be decomposed. vector stepsKThe number of steps must be positive.The sample size {0} must be less than the size of the population {1}.percentageeThe sample percentage {0} must be between 0 and 1.stepSizeKstepSize must be different from zero.IIf a < b, stepSize must be positive.;Tolerance should be positive.iThe maximum number of iterations should be positive.)Converged: {0} < {1}%Running: {0} > {1}g-{0}x {1}y {2}z {3} = 0#x = {0}y {1}z {2}#y = {0}x {1}z {2}#z = {0}x {1}y {2}[] { new double[] {  } };{new double[] {}};!new double[,] { }; { , new double[,] {},#new double[][] { ' new double[] { !new double[][] { sMatrices with more than two dimensions are not supported.?The format of '{0}' is invalid. +MrMnMrnMs  \s; y0UKernel size must be odd and higher than 2.xabc real imag9Argument cannot be negative.n9Argument can not be negativeMLower limit must be greater than zero.MUpper limit must be greater than zero.=Value must be between 0 and 1.underflowpEParameter p must be higher than 1.kFunction computation resulted in arithmetic overflow.OThe input parameter x must be positive.diCannot calculate square root from a negative number.5Length is not a power of 2 parent-Parent cannot be null.UThe node already belongs to another model. itemQThe order must be less than the number of points being used for interpolation. In order to use a higher order, please increase the number of interpolation points first.CThe number of points must be odd.OThe number of points must be higher than the desired differentiation order. In order to use less interpolation points, please decrease the differentiation order first.QThe number of dimensions does not match.EThe Function has not been defined.gradientmGradient vector must have at least the same size as x.numberOfPointsTolerance must be higher than machine precision(must be greater than functionsubintervalsaNumber of subintervals must be higher than zero.uInvalid inputs. If this error happens, the framework didn't check for inputs correctly. If you encounter this error, please feel in a bug report at the framework's issue tracking system.1Minimum is out of range.1Maximum is out of range.3abnormal return from qngparameters]Number of parameters must be higher than zero.[There are no valid values in the cost matrix.*([a-zA-Z])() $1$1%[\-\+]?[\s]*((\d*\1{0,1}\d+)|[a-zA-Z][]?)+ \d*\{0,1}\d+[a-zA-Z]-Unexpected expression.MLearning rate should be higher than 0.WParameter vectors must have the same lengthiter {0} act {1:E03} pre {2:E03} delta {3:E03} f {4:E03} |g| {5:E03} CG {6}+WARNING: f < -1.0e+32?WARNING: actred and prered <= 0IWARNING: actred and prered too smallAcg reaches trust region boundaryUWARNING: reaching max number of iterations?optimization finished, #iter = CWARNING: using -h 0 may be faster#numberOfVariables Codeconstraints7The constraint at position contains an unexpected number of variables. Expected value would be Inequality constraints are not supported. The constraint at position ; is an inequality constraint.The number of variables in the constraint exceeds the number of variables for the problem.The constraint refers to a variable index which is not present on the objective function.]The provided constraint type is not supported. START-ERROR: STP .LT. STPMIN-ERROR: STP .GT. STPMAX5ERROR: INITIAL G .GE. ZERO+ERROR: FTOL .LT. ZERO+ERROR: GTOL .LT. ZERO+ERROR: XTOL .LT. ZERO/ERROR: STPMIN .LT. ZERO3ERROR: STPMAX .LT. STPMIN ERRORFGSWARNING: ROUNDING ERRORS PREVENT PROGRESS9WARNING: XTOL TEST SATISFIED+WARNING: STP = STPMAX+WARNING: STP = STPMINCONVERGENCE WARN CONVERROR: N .LE. 0ERROR: M .LE. 0'ERROR: FACTR .LT. 0%ERROR: INVALID NBD7ERROR: NO FEASIBLE SOLUTION FG_LNFG_LNSRCH NEW_X FG_ST STOPCPUFG_STARTaCONVERGENCE: NORM_OF_PROJECTED_GRADIENT_<=_PGTOL=ABNORMAL_TERMINATION_IN_LNSRCH'RESTART_FROM_LNSRCH_CONVERGENCE: REL_REDUCTION_OF_F_<=_FACTR*EPSMCHcNumber of corrections should be higher than zero.The bounds vector should have the same length as the number of variables to be optimized ({0}.aTolerance must be greater than or equal to zero.aPlease set the NumberOfVariables property first.Error calculation has produced a non-finite number. Please make sure that there are no constant columns in the input data.OThe number of variables must be higher than 0 and less than or equal to the maximum number of variables initially passed to the Nelder-Mead constructor (it was passed ).AValue should be between 0 and 1.=Value should be higher than 1.Q{0} NM iterations for ({1},{2}) subspace_sbplx: {0} NM iterations for ({1},{2}) subspace?sbplx: stepsize scale factor = The inner unconstrained optimization algorithm and the objective function should have the same number of variables. Incorrect number of variables in the objective function. The number of variables must match the number of variables set in the solver.1Unknown constraint type.quadraticTerms-Matrix must be square.Matrix rows must match the number of variables in the objective function.linearTermsThe length of the linear terms vector must match the number of variables in the objective function.The length of the gradient vector must match the number of variables in the objective function.% is not supported.%The right side of the expression could not be parsed. Please post the code you are trying to execute as a new issue in Accord.NET's issue tracker.G'g(x) == {0} ( {1})'g(x) >= {0} ( {1})'g(x) <= {0} ( {1}) g(x) input{The gradient function should not return the parameter vector.The gradient vector should have the same length as the number of parameters.yThe gradient function shouldn't modify the parameter vector.aThe search direction is not a descent direction.)Constraint is empty.+>=<==1Invalid constraint type.![\-\+][\s]*(\d*\5{0,1}\d+)?[\s]*([a-zA-Z])*(>=|<=|=)5The matrix must be square.;The matrix must be symmetric.The vector of linear terms must have the same length as the Hessian matrix side.variablesThe vector of variable names must have the same length as the vector of linear terms.QCannot divide objective function by zero#NumberOfVariablesThe quadratic objective functions must have the same number of variables.Y{0}-dimensional quadratic objective function{0:+#;-#}{1} !{0:+#;-#}{1}{2} {0:+#;-#}{1} {0:+#;-#} 0iThe number of corrections must be greater than zero.%LBFGSERR_INVALID_MGEpsilon should be positive or zero.1LBFGSERR_INVALID_EPSILONAPast should be positive or zero.7LBFGSERR_INVALID_TESTPERIODCDelta should be positive or zero.-LBFGSERR_INVALID_DELTAmMaximum number of iterations must be positive or zero.3LBFGSERR_MAXIMUMITERATION7Invalid line-search method.7LBFGSERR_INVALID_LINESEARCHaMaximum line searches must be greater than zero.=LBFGSERR_INVALID_MAXLINESEARCHMinimum step must be greater than zero and less than the maximum step1LBFGSERR_INVALID_MINSTEPeMaximum step must be greater than the minimum step1LBFGSERR_INVALID_MAXSTEPParameter tolerance must be greater than zero and smaller than 0.5.+LBFGSERR_INVALID_FTOLSWolfe parameter must be smaller than 1.0.-LBFGSERR_INVALID_WOLFEYGradient tolerance must be positive or zero.+LBFGSERR_INVALID_GTOLYFunction tolerance must be positive or zero.+LBFGSERR_INVALID_XTOLUOrthant-wise C should be positive or zero.9LBFGSERR_INVALID_ORTHANTWISEValue must be between 0 and the number of variables in the problem.ELBFGSERR_INVALID_ORTHANTWISE_STARTALBFGSERR_INVALID_ORTHANTWISE_ENDwWolfe tolerance must be between 'ParameterTolerance' and 1.Orthant-wise updates are only available with Regular Wolfe line search./Unhandled return code: infoInformationThe number of columns in the constraint matrix A should equal the number of variables in the problem.!constraintMatrix!constraintValues%numberOfEqualities#Unexpected error.QBrent Search supports only one variable.lowerBound+Bounds must be finiteupperBoundtol7Tolerance must be positive.qRoot must be enclosed between bounds once and only once.eFunction evaluation didn't return a finite number.[The maximum number of iterations was reached.cThe Minkowski distance is not a metric for p < 1.1Matrix A cannot be null.1Matrix B cannot be null.=Matrix is not a square matrix.=Matrix dimensions do not match-Matrix cannot be null.=Matrix does not have any rows.CMatrix does not have any columns.GMatrix has rows of different sizes.WARNING: Computing SVD on a matrix with more columns than rows.diagonalEMatrix has more columns than rows.CMatrix row dimensions must agree.3Matrix is rank deficient.+Matrix is not square.KThe decomposition has been destroyed.eThe decomposition is undefined (zero in diagonal).Argument matrix should have the same number of rows as the decomposed matrix.WDecomposed matrix is not positive definite.Argument vector should have the same length as rows in the decomposed matrix.AMatrix is not positive definite.'Matrix is singular.The matrix should have the same number of rows as the decomposition.The vector should have the same length as rows in the decomposition.ORate value should be greater than zero.iAll threads will be initialized with the same seed: All threads will be initialized with predictable, but random seeds.All threads will be initialized with unpredictable random seeds.;The model must have 4 points.]4 points must be be given for pose estimation.yStart point of the line cannot be the same as its end point. radius)Must be non-negativeeIdentical lines do not have an intersection point.!k = {0}, b = {1}{Overlapping segments do not have a single intersection point.WSegment is a portion of the specified line.({0}) -> ({1})AList of points can not be empty.]Number of vertices should be higher than zero.}Number of points left must be higher than number of the shape.ePoint sequence size should have at least 4 points.QConvex hull must have at least 3 points. labelspositivesThe array of positive labels must have the same length as the data.negativesThe array of negative labels must have the same length as the data.?Only two classes are supported. label1Label must be 1, 0 or -1%Invalid dimension.yLength of the mean vector should equal the number of columns meanssLength of the mean vector should equal the number of rowsweightsUThe number of rows and weights must match.[The number of columns and weights must match.5The matrix cannot be null.{Length of the mean vector should equal the number of columns.uLength of the mean vector should equal the number of rows.cAlpha must lie in the interval [0, 1] but was {0} alphaWindow size ({0}) must be less than or equal to the total number of samples ({1}) windowOSequence of observations can't be null.QSequence of observations can't be empty.cSequence of quantile probabilities can't be null.probabilitieseSequence of quantile probabilities can't be empty.There is invalid probability in the sequence of quantile probabilities.uInvalid quantile type, must be between 1 and 9 (inclusive)samples sizesvariancesEThe values vector cannot be empty.vector1vector25The vector cannot be null.oThe values and weight vectors must have the same lengthqThe values and weight vectors must have the same length.e3jn?EI8!      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