OBSSCircuit DescriptionV1.1010/02/94 20:07 CET.Component & analysis parameters of a circuit.TINA 9.2.30.193 SF-TIB(c) Copyright 1993,94,95,96 DesignSoft Inc. All rights reserved.; $Circuit$?^,??ƚM95/l zM95 EMF^l @RpArial wV ~\ArialwV}w\ww\DwVD\C[zCCPCArialArialdv%  % RpArial1000Arial384w0_ w @w_ wW _$I @&F4pKTsJpKTIpKTJpKTݍ]@@@j?Pdv%  % %  % %  % %  % %  % %  % %  % %  % %  % %  % %  % zqzq&%  '%   6zqq6qq6qq6qq6qq6qq6qq6qq6qq6 q q6  q q6 'q'q6'8q8q68BqBq6BEqEq6Eaqaq6arqrq6r|q|q6|qq6qq6qq6qq6qq6qq6qq6qq6qq6qq6qq6*q*q6*,q,q6,HqHq6HYqYq6Ycqcq6c% ^q^q&%  6^fqfq6f% ^^%  6f^^6f% ^q^q%  6fq^^6f% ^q^q&%  6fq% % %  &%  %     T9AA9LhFrequency (Hz)    % % %  %     TTU]AAULP1 ^% ( ^q^q%  6^~zqzq6zxqq6xqq6x% % &%  %     TXAALP13 % ( qq%  6~qq6xqq6xqq6x% % &%  %     T`AALT167 % ( qq%  6~qq6xqq6x q q6 x% % &%  %     TXAALP2k % (  q q%  6 ~'q'q6'x8q8q68xBqBq6Bx% % &%  %     T`<VAA<LT28k V% ( EqEq%  6E~aqaq6axrqrq6rx|q|q6|x% % &%  %     TdvAAvLT359k % ( qq%  6~qq6xqq6xqq6x% % &%  %     TXAALP5M % ( qq%  6~qq6xqq6xqq6x% % &%  %     T`AALT60M  % ( qq%  6~qq6xqq6x*q*q6*x% % &%  %     Td#KAA#LT774M L% ( ,q,q%  6,~HqHq6HxYqYq6Yxcqcq6cx% % &%  %     T`]zAA]LT10G {% ( fqfq%  6f~% ^q^q6^% % %  &%  %     % RpArial|||^w"T^ZwaPnw @w "R%w5q !%wq !10GMuency /:2wq !4wq !^ q'Cq !^ B^'C@#/@@2]@CyB`fdv%  TAA L`Gain (dB)   H% ( %  % % %  %     TxgNyAAgL\-200.00  Og% ( RqRq%  6^q\e\e6^e\Z\Z6^Z\N\N6^N\C\C6^CX7X76^7\,\,6^,\ \ 6^ \\6^\ \ 6^ % % &%  %     TxNAAL\-100.00  O% ( RR%  6^\\6^\\6^\\6^\\6^XX6^\\6^\\6^\\6^\\6^% % &%  %     Td0NAA0LT0.00  O% ( RR%  6^\\6^\s\s6^s\h\h6^h\\\\6^\XQXQ6^Q\E\E6^E\:\:6^:\.\.6^.\#\#6^#% % &%  %     Tp NAA LX100.00  O % ( RR%  6^% % ^^&%  6__6aa6bb6dd6ee6gg6hh6jj6kk6ll6nn6oo6qq6rr6tt6uu6ww6xx6yy6{{6||6~~6666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666666  6 ~ ~6 ~ ~6}}6}}6||6||6{{6{{6zz6zz6yy6xx6xx6ww6 w w6!v!v6"u"u6$u$u6%t%t6't't6(s(s6*r*r6+r+r6-q-q6.p.p6/p/p61o1o62o2o64n4n65m5m67m7m68l8l6:k:k6;k;k6<j<j6>j>j6?i?i6AhAh6BhBh6DgDg6EgEg6GfGf6HeHe6IeIe6KdKd6LdLd6NcNc6OcOc6QbQb6RbRb6TaTa6UaUa6V`V`6X`X`6Y_Y_6[_[_6\^\^6^^^^6_^_^6a]a]6b]b]6c]c]6e\e\6f\f\6h\h\6i[i[6k[k[6l[l[6n[n[6o[o[6p[p[6rZrZ6sZsZ6uZuZ6vZvZ6xZxZ6yZyZ6{Z{Z6|Z|Z6}Z}Z6ZZ6ZZ6ZZ6ZZ6ZZ6ZZ6YY6YY6YY6YY6YY6YY6YY6YY6YY6YY6YY6YY6YY6YY6YY6YY6YY6YY6YY6YY6YY6YY6YY6YY6YY6YY6YY6YY6YY6YY6YY6YY6YY6YY6YY6YY6YY6YY6YY6ZZ6ZZ6ZZ6ZZ6ZZ6ZZ6ZZ6ZZ6ZZ6ZZ6ZZ6ZZ6ZZ6ZZ6[[6[[6[[6[[6[[6\\6\\6]]6]]6^^6^^6__6``6aa6bb6cc6dd6ff6gg6hh6jj6ll6mm6oo6qq6rr6tt6vv6xx6zz6||6~~666666  6  6  66666666666666!!6""6$$6%%6&&6((6))6++6,,6..6//6116226336556666886996;;6<<6>>6??6@@6BB6CC6EE6FF6HH6II6KK6LL6MM6OO6PP6RR6SS6U U 6VV6XX6YY6ZZ6\\6]]6_ _ 6`#`#6b&b&6c)c)6e,e,6f/( ( RpMS Sans SerifP@ MS Sans Serif PHXV||TMU||dv%  % % % VER=1.0Font0=Verdana,14Font1=Verdana,14,BRect0=2,0,0,85,22Rect1=1,0,0,85,10Rect2=1,0,10,10,17Rect3=1,10,10,75,17Rect4=1,75,10,85,17Rect5=1,0,17,50,22Rect6=1,50,17,85,22Text0=0,2,2,TitleText1=0,2,11,SizeText2=0,2,18,DateText3=0,12,11,Document No.Text4=0,77,11,RevText5=0,52,18,SheetText6=0,70,18,ofField0=1,T,11,2,80Field1=1,T,11,5,80Field2=1,S,4,13,5Field3=1,T,14,13,40Field4=1,R,78,13,6Field5=1,D,12,18,30Field6=1,P,64,18,3Field7=1,A,77,18,3 F0=AFE5808AF5=03/16/2012F6=1F7=1?8@?8 Arial=Please see inside the model netlist for parameters that are $being modeled and not being modeledSymbol????333333???  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BC4T_076284C020110506163245C_AX200_W120 (C),i)+P>@.AY@? Bp@C5T_07627EE020110506163245C_AX200_W120 (C),i)+P>@.AY@? B@C6T_0762790020110506163245C_AX200_W120 (C),i)+P>@.AY@? B@C7T_0762732020110506163245C_AX200_W120 (C),i)+P>@.AY@? B@C8T_07626D4020110506163245C_AX200_W120 (C),i)+P>@.AY@? B C9T_0762676020110506163245C_AX200_W120 (C)Iz>@.AY@? BC10T_0762618020110506163245C_AX200_W120 (C)Iz>@.AY@? B C11T_07625BA020110506163245C_AX200_W120 (C)Iz>@.AY@? B C12T_076255C020110506163245C_AX200_W120 (C)Iz>@.AY@? B0 C13T_07624FE020110506163245C_AX200_W120 (C)Iz>@.AY@? B8C14T_07624A0020110506163245C_AX200_W120 (C)Iz>@.AY@? BH C15T_0762442020110506163245C_AX200_W120 (C)Iz>@.AY@? BPC16T_07623E4020110506163245C_AX200_W120 (C)Iz>@.AY@? B` C17T_0762386020110506163245C_AX200_W120 (C)Iz>@.AY@? BhC18T_0762328020110506163245C_AX200_W120 (C)Iz>@.AY@? Bx C19T_07622CA020110506163245C_AX200_W120 (C)Iz>@.AY@? BC20T_076226C020110506163245C_AX200_W120 (C)Iz>@.AY@? 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BR2T_0762BF8020110506163245R_AX300_W100 (R)@@@?Y@ BHR3T_0762B9A020110506163245R_AX300_W100 (R)@@@?Y@ BH8R4T_0762B3C020110506163245R_AX300_W100 (R)@@@?Y@ BH`R5T_0762ADE020110506163245R_AX300_W100 (R)@@@?Y@ BHR6T_0762A80020110506163245R_AX300_W100 (R)@@@?Y@:BhU1bT_08E1BD9020120316164448  AFE5808A AFE5808AWU:\ELAB_MODEL_DS\Part_Numbers\AFE5808A\Active_Work\TINA\AFE5808A_TINA_AIO\AFE5808A.libSCK# AFE5808ALabelm whh`bd*CH8_LNA_GAIN_0I p@d*AVDDI p@d*CH8_LNA_GAIN_1 p@d*CH7_LNA_GAIN_1 p@d*CH7_LNA_GAIN_0 p@d*CH6_LNA_GAIN_1 p@d*CH6_LNA_GAIN_0 p@d*CH5_LNA_GAIN_12`  p@d*CH5_LNA_GAIN_0 (p@d*CH4_LNA_GAIN_1L 0p@d*CH4_LNA_GAIN_0 8p@d*CH3_LNA_GAIN_1 @p@d*CH3_LNA_GAIN_0 Hp@d*CH2_LNA_GAIN_1  Pp@d*CH2_LNA_GAIN_0 Xp@d*CH1_LNA_GAIN_1E `p@d*CH1_LNA_GAIN_0 hp@d*VCNTLM_SELNPC p@d*PGA_GAIN\\ p@d*VCNTLP_GAIN_0  p@d*LPF_B1AMPINM p@d*LPF_B3S_0ME p@d*LPF_B2_GAIN_4LE p@d*INP_7P_GAIN_3 @d*ACT_7P_GAIN_2 @d*INM_7P_GAIN_1^ @d*INM_6_AMPINP0 @d*INP_8_AMPINM^ @d*INM_8XQQ @d*ACT_8ES_1 @d*ACT_6g0 @d*INP_6n(od @d*INM_5OUTP_6P @d*ACT_5PF_B16 @d*INP_5H_7P_5H @d*INM_4H_6M_5]D @d*ACT_4H_5P_4\|D @d*INP_4H_4P_1ē @d*INM_3H_3M_1z @d*ACT_3H_2TM @d*INP_3H_1TPd: @d*INM_2LAMP_B1 8@d*ACT_2LAMP_B2 (@d*INP_2ES_0  0@d*INM_1PF_DISABLE P@d*ACT_1D  @@d*INP_1PF_B2* H@d*PDN_CH_8EL* @d*AVSSg0 @d* LNA_HPF_B1(od @@d*PDN_CH_7 @d*PDN_CH_6  @d*PDN_CH_5AIN_0F@ @d*PDN_CH_4PINMrial @d*PDN_CH_3o  @d*PDN_CH_2AIN_4 @d*PDN_CH_1PINPQ @d* LNA_CLAMP_B1 (@d* LNA_CLAMP_B2n(  @d* ACT_RES_0_7D h@d*LNA_HPF_DISABLE 0@d* LNA_HPF_B2g0 8@d* CW_TGC_SEL(od x@d* ACT_RES_4 H@d* ACT_RES_3 P@d* ACT_RES_2 C X@d* ACT_RES_1CLK_` `@d*CLK_IPGAIN_ @d* CW_AMP_GAIN_0 @d* CW_QP_AMPINM  @d*CLK_QP  @d* CW_AMP_GAIN_4UT` @d* CW_AMP_GAIN_3  @d* CW_AMP_GAIN_2UT @d* CW_AMP_GAIN_1  @d* CW_IP_AMPINP  @d* CW_IP_AMPINM_OU` @d* CW_QP_AMPINP @d* TGC_VOUTM_8@\| @d* TGC_VOUTP_8 @d* TGC_VOUTP_7g0 @d* TGC_VOUTM_7(od @d* TGC_VOUTP_6 @d* TGC_VOUTM_6 @d* TGC_VOUTP_5QX @d* TGC_VOUTM_5_3UT` @d* TGC_VOUTP_4_2  @d* TGC_VOUTM_4_1C @d* TGC_VOUTP_3PGC_V @d* TGC_VOUTM_3M @d* TGC_VOUTP_2  @d* 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tkcW/hse/oTVGJj5Wm5MlU5ct5Ck8kY2B9np2ku3ErTPKlIPly68+gkK8jkloUeXbhILzSfIdXdDi7IwzW0lvwTmY52wJn4GM7xaatvw==uV7B3KExNx57RStXL5KF7Wi0Ap2RWJf8dXGrgR3GXRO2Ed0gCQiRcIJOYeBxoFhxq7eeU5CNlNrB/Dh4nUSbVigLwQeD2TLMdIIChoVl2Dfqfe6Xbfw==mV7B3KExNx54y0KSJ5IsatOjlTkcjI5DGmOof35N9cafkBmsJLp7bsaYlgWYs26FuJh7ky86kfsUaiQDYZXk05iX5SaJBZPT8Z/m/rJ0zWKE=/EKSzqF8KtiO/fx/rG04DB7E+jY= g1q66j8=)ijhEQ00joto/VxvABw2dxV8RCk9GsYNofQj2aQ==0YqkEEJXUKrUgZhOodg5UbdBxFc=IeCNSJXIL+Mh++9C/Lqqgx3p+TqVaBFRI7nV8RE27ozLMdE=eijhEQ00jotoPnv8ETyJo6xjepv3P13O/TxuUB+nj2nj+Ps/Kwm+vgOiL9ckNDMkvx+T2R5HX7iEVjpli7RsMdotY/9YB1c+NoG3PEfPyYbLiRQflH3SugLFjYyMX7BsWpvSWqEIf/ZpC9Vvd0HEp9Zfo87O+moHWO33dwsXuacsM+QcNFdOLMOc=gN9f/ODuoQrdBt7dudMvhCcTEw==!hJgrv5HamtNb2bYusewihSqZ7iy1pg==!rbgteubsfhYUoCAh2qpGYC6FxZm8kg==Tqrt5AnwrHkiijBjnDlXdcm6pA==zCyC64oW5BBAKgqg4SzjgDCE0A==a1jEL9WEIwm1ih4NhA==v3o6X18D0YVYAUMwwlrO!Y7QlCHzGVpkjSGCXuFSVyG0Wa4vQAg==MkMx6/aENJ64yQShMLoLBJgZSmh5kck7Du/DXeMSMYcm/k8xlgEQ+auiIK6BZ8ptVB1iYiaiEkUY=)ijhEQ00jotrSpSb8QLdgXTXJvSyBlhYAzkfaVdXx-jK5QDSZV/NcorPy4pXQST+rAKYy32xQkmVh602KCqP8=1nIbn+SPh2WfHRK41pUm2qe6ydMyV5g1WiZHhLgLcfLFy1g==pGa8jwq9N/4Epu0h3gbTr1g=BWXN0Rf2AJJP/2G85c+8/6Bb3A==mijhEQ00jotoPnv8ETyJo6xjepv3P13O/TxuUB+nj2nj+Ps/Kwm+vgM7UW0vd5GB2N6dBlg0xapwyi+dcUM/wnrL8XJcT7lf+ci0+eA8cVQ==1MRtsfphhRlbf+lW8QcH7eQvbvqLCW7OKK//mC5GsXXotrE68MuUJD/EpOfgQ54nQ/iXwFflAyNUlDY4REMhIKUodwW2xFnNpLf1yY+zQO3Fb5MKg5WQjz7l2Qhw==eQ4VuALxfznmBzoQLd6wykJ1MCm3RD2jUgGaNpcqM5tmWQvBqwPe0yNkAKXvvtBzg63vGKalq90Dm7nfWekSSfbR/U/r/6vJfl42Becg6+APr+MMWoOJAZXTFgcu7lifs6HPB8bmWD/TisDNqPmhwGl+Y3Li7fwaSdO5NDHoQu2bKhiJs4fsmVnSfs4ZXAVAR1zMLfF2Y=%UJwKR6oPiq7du83bMQ7hHg7ehrZGewDZGaO4Loi7ccBj6aGsquYjYicCZH7X77G2CpiuqPOE/7M=n6nvj7m/E6QWJFrXdbRY!+NkiqL+gfurrILLnmfRlocO2Ccf65Q==h1FkG3GBZy7Y7Ig8q4ZeuUkDYquAIj/n7f28bC5HTteawA==9q9hv75pcYtD2LCH8agRonXbzA==0FoZc6e08M+/G768jXrC0S1W8Q==L7T0qt5RRvna7f8+a06GTrK9QA==1uWl4i43FM6K0osoYZO4Z3caWBqGKruOpfo29SBwdV2NCgw==1Xo5zxKO8IiOVAfVeTt3n//Vm6HvAASvVm8gQbdrmr/pCmA==AkMx6/aENJ64yQShMLoLBJgZSmh5kck7Du/DXeMSMYcm/k8xlgEQ+ajl1qoPrfxc=eijhEQ00jotoPnv8ETyJo6xjepv3P13O/TxuUB+nj2nj+Ps/Kwm+vgHIapEGdWtE3jWRkAoZ6tffTtigUAhX1DGLBnxNnMz6T+lBn-CRcdILBGLaghI6+adxuZoJEGWjd53QRLPRHLHwFLHw==mft72u7altWrJbNC3a+TghUMBYEVrxcgye2kSu388HwgcQl9JawgWx963kBXdE+filRf7vnQtQtLQNwsLL/TAwRkxsGnsrlKxmnmNKZz9hyQ=TvtdtMBKdA8qwbR27jz85LoR6lVnkJiqMfSTOS8CyAcIFGJL4WOiMFwm08JIL74fgPpFhX6o=5LoR6lVnkJiqw86yZUy0iUekAKWdtAihpvo3XKr40hHrPPJ0Ik38=5LoR6lVnkJirRpybtO6wbpZTXUpkSgRDoD3Li+oOkxE4do3QtbT8=5LoR6lVnkJiqBfuubJ01gPP8WC3jNDBck2t3f9ZxP3EY9lZL8aXo=5LoR6lVnkJir18r9NvpfBGeB/T9x4noiFglvqNUAkMtZGmWwrGqI=e5QokFcmbeGsfYSIVEaNkHFZhw==kDBLZKE3lh7mqOwi0vTJDw1VmQ==Lk9jNWOmUVvNdryndWArr6iH6A==Ae3TD7EHxAiQMxoMdD9Gjymn7w==NqAT6AyDWsb2RmSavBUy/7K82A==-UJYgsiwDgviBMMf0aoM/TNLqeYLsh/RKRqXC8fLaCQ==-HScZOdx4uPHuAFnT62de3u25T3H3UXmIK3T0lx1T+4hb-VeQvf+inAvk4glcUO1L6OJA4+wU0osFVS34NBRoBdiY=-XwMmXX6tpz6xEVWBVEe2F9LwcjnvKZwaZkk+BHqj2k8L-EgtI3KgiMZP9+40UYRuIFhreDGlo3iFQGOS+h2MLcsWc-zwcHJOSeL5mNQZBKwskf1sqK23hDuI+kohPsuzFC7qCP-iWmCcgCV93QRGAnIU1fC1CStPAdhQghK8V7hCW+bMMqv-IN4ff/b9C7OCHfo8MzKbsYpJX0Fj51j4riunfXGS8DA=-oo1Qua7RZTgjmXWSYnD6kMbMJsbyvvblCG8iv/S4zhQ=-Y5zWCaY7T9E9vYZAZQTqXSokmu5SviWeoK83QgflCQ==z6TSzuW1gO//Oa8dBRp8+zs=nEi1BgKjCUd13hRvWaQsobKtVv02xSt+yEsHfGixI69GTkfgJBGfJw3ZsMAZtM/8B8ZnqZIhyQ==P1LFQnX2IWQl+1Rq0XuUDzCFyA==9sgRjAtXvt780R9HeLlU3CGrCg==+9tgoCh3FIwN0jWx+1hPyOAKMA==NIz3ZVdoHnKPgQrndfxcX9p90g==yM+ilwF1Bh1Snw2Frbc/AmDa8v1FbzHjClc6EKjzNW3fjzY==kMx6/aENJ64yQShMLoLBJgZSmh5kck7Du/DXeMSMYcm/k8xlgEQ+ajdl2Q==iijhEQ00jotoPnv8ETyJo6xjepv3P13O/L3ctyP9Pnz6zYkICSFXxfuKZTM3AbEnB0byTfGYwPzZOCsU8G+d6yVKKrmUGGr9oacA1VQ==U6ZrZb6qu1M++TROYMWRQbvgx26SbM366umYQZr3hcSf9kEv/NWZOUYwD8jIhiTCj8fK79WgHJ1k/KfZNvg==irOe4ET7SOMm8a5QeK8KTt8/kUXB2OfMK8U7nrjuGyLFALOnDC8KbpcziTqM6UHCZIqJ5lU/AAOSIHL2JkSkaAIfo4RQgGnYAhdaBbw==5e6rSYeFUdAC8+1a7DawrMj9WSGktSvZQ3ZBl89EJK1PUautbSN2Uihn1hi22aRvBxlIEU0sc+buLIb+uUEr1jsc/6HpKMchoRr48vfo1Y+F1z+G7gQlG/6MPCLI59I19NurFF951m9EigM4e3JBnRM8HqwQ==5e6rSYeFUdAC8+1a7DawrMj9WSGktSvZQ3ZBl89EJK1PUautbSN2U)kMx6/aENJ64yQShMLoLBJgZSmh5kck7DeLYeMw==MijhEQ00jotoPnv8ETyJo685CZUtshAiSBlMcCHjZTPBukW2z7M15Nodq7pKBkrvpq/gA6qvFdL09EfPyYbLiRQflH3SugLFjYyMX7BsWpvSWqEIf/ZpC9Vvd0HEp9Zfo87O+moHWO33dwsXuacsM+QcNFdOLMOc=gN9f/ODuoQrdBt7dudMvhCcTEw==!hJgrv5HamtNb2bYusewihSqZ7iy1pg==!rbgteubsfhYUoCAh2qpGYC6FxZm8kg==Tqrt5AnwrHkiijBjnDlXdcm6pA==zCyC64oW5BBAKgqg4SzjgDCE0A==a1jEL9WEIwm1ihs=v3o6X18D0YVYAUMwwlnL!Y7QlCHzGVpkjSGCXuFSVyG0Wa4vQAg==5kMx6/aENJ65yE/ZOcWM3MBk9ImtjCGoNVNrQVUu1/llyWCColyI=UijhEQ00jotoPnv8ETyJo685CZUtshAiSlvSp3rhca37Pb0FenBSX6US4UyqDnmjyJRUGL2c/ZYv1A4s/EQ==MQ4VuALxfznmBzoQLd6wykJ1MCm3RD2jUgGaNpcqM5tkRzS7jcngKO/kgO8be01huo1N8uFbXYAwXMRDJCJ1fnOZYLWsBbD2tKNK/pe3EEGYraG1I6L9QSUXN8MQtUd7ydFwhVUSmuaHBryN4YDJnvm3s6%UJwKR6oPiq7du83bMQ7hHg7ehrZGewDZGaO4Loi7ccBj6aGsquYjYicCZH7X77G2CpiuqPOE/7M=n6nvj7m/E6Qbul2NioC298A=!+NkiqL+gfurrILLnmfRlocO2Ccf65Q==h1FkG3GBZy6qZndv2fo6NFw=uUkDYquAIj9pH2JBEBYq4Q==9q9hv75pcYv7ifn1NnoMOg==pO6fpcG3LTZtjklXW+LIPg==aKTyQKxAEiAKh+REZr8Arw==whbNuiRUrzFB0SCvrSyJ0Q==y3oVfW+jfdsLTCgoV4JGTA==-uWl4i43FM6K0osoYZO4Z3caWBqGKruOplhve0ldKTxI9-Xo5zxKO8IiOVAfVeTt3n//Vm6HvAASvVv47oJiqiDdS6)kMx6/aENJ65yE/ZOcWM3MBk9ImtjCGoNkhuXRmY=)ijhEQ00jotqgQToCOYxykzvGb6SFtooA5XIqx1U=-YBt+zPz0axyyzxSLVHTI34gQNdr00cxqQu6M/WkjLec=hUUzCymYEUWdGtBVHw==gbjp9J5ZUfuv+ZnQqf4cW/5orOujC8xINzpCIijhEQ00jotoPnv8ETyJo685CZUtshAiSDA/cpNiGNBjpMChh+7ALdWss4Rl0dyoLy0qEfPvJFzgwm3m6jkhLuuGQSJKY!0yMkjRtzvPdHsRh60+4j+tKCLD2m260=!9vX85ViwebxSFTSdwH9pfCbd2cm3sg==)KeKDvGiadW1fpS+fg60VtreViLyjhLStHSQ9SVzM)kMx6/aENJ65yE/ZOcWM3MLSPVt7lIlexK+c2810=qijhEQ00jotoPnv8ETyJo685CZUtshAiSg4zN+ujXNhLH2+LFv74DoIYFEsRfCYrEOfDABU3vrAY/uUV0qKcmCKkXy1JLRHUYhsym+uUx4x+bMg==5ghZm69SStLZmLmfy+N/fGDZOvF7h9087Fs2Enexg2b9DhruQxWjM-/kl2d8yJPYbv1/vBJLjEGDw9YiEWvfflPbtYoRDuCw==-CFAbNauWBJgvd7OTcLjdEj0K1tdi0376lxTCkxptiA==]PS+WVBQ6MjCl52sXUtr2bPPB76s9588RL/1pKHyqf2c+CLuYFgPU1xpXGiaxtbUwjcX8zJO0lT7jIvKzOvphRbELQw==IR73j8ipmSoIwFlJ2d6eG0v0Gvxaq447ah2/u0s7xV1cIcs+npPyJhYohWf4eLnLSfjdF00w=5vVo+4srCWyOSMNWC0aMF2nHtAjZ9ObePqHVnbjspANEckBmJ8hK0UWnyoaE5aId2QktSjwF1YoYWETelcoRQ3vSYLXVHJ3UqOgMeFw6EQCy5fRJqaCmF6lOaMcJ0LLZ+JcDBFauo=ewLy4TTLwhSDB5KofqsOeObw7E5U7JN7d+jSxNa2NcHpRKK5zrMobt6BTyjKjR769POgg6AisbDdcLwkALVPcqazOuOFAlmNjJqRVe9z0Zv21AxEm3uP61iCjVtAflas1ljICCROPbJi+k2rUajULQoRIBCqHfHOK+Zv39k1USo/0vcmbeVa1z1hjh2s43KHWcCXoa6uyy-O7871W/+gbkhrMzxw/h7jIh2tysOb64FS5DgSwiAoQ==)E69TsE6cS/zAdstako0F9/WIPZZ+WGiYyYSqdQQ=!WC7+mgFBgTa+Oi7lO//PO5+pnSaPzQ==!LzvwqjZXKr7GHnpUAClDoqZ264TzMA==QKrEycSeCQbUpJ/FpFSQNRASfbHJ878xQveFtoKKvV+Wpo1bgxgrCpZ2c/4JlNNJRZvdtkF7Ydv2MtFXBQ==DWptyL79dvD/IbXy8f5M5oOM7iVheMp5Ufo9o26nMmit7w==9mC4E8wAcAvsxG0vtPz3QzMvEA==otqwePNPxuHz4OYSQkj6zJbs5OE=s4TAziABEKMc/eLEU4NIPPU=T5nCAZsB7nJaTsosD+BqSw==)kcIwGiOUwmZFHsadTOlt5s1qZEm4tmGUvj3iPA==5HyzJ+eamgSXe8qVVWZfOwKkqAyprkbChNiGpruiiobjbB0Q6Bi8=5Fk/uNiRhStA+rW6EMpTcb4zR/RLkxx0Q6duWADL5lXK7+N2vFw==%5qCvx1Zx+CQhbFNMVhfy3E86Mv/bDGUgsV0=%3/Dv3NYrw7ZarkRXHzkVT8sbL2UgYlX05yc=%r7XVZUWpEgreViOof9KRDOzOBFiRF8ON+bsx%fMTPPdKia8VerZVL9gObYEwkgclArAcZPkY=19mbeugeUB1x3hdi5+SmYuEcDG3/41WmtKJ97q4mYKIjWE04=-OuV/70qk/oxyonc0AMUD8CQX3cndqAuiT613l3/THSs==kMx6/aENJ65yE/ZOcWM3MNVGdEo7OkFX/mgtq5JnRxNGUaPFGPnRxGw+VOY==ijhEQ00jotq7Emp9tObKj1kwbV4ULU51Ek5DBW/eJy6gB9h4khpBfORWqQ4=CRcHS+i5nc4cBbIq/BJv/EXXvHOANXtxvS4O/aiq%oHVl1iExBHRXIFPcRQxXw/JxAQetrkQD9w==!xP/otLaUT7ByjzN721uyHvn/ALJRFMPhijhEQ00jotoPnv8ETyJo685CZUtshAiSRUGYekUfCe5UMD4EdU0UgXtq0Pry3ABeXkxyAnak44KcGCMfeokyRgW3eEe9BimKtMQ2yBY0vS7lk/dZluLwRCtHmYVlfXpgkA==AydTgX5Gz7ZEmvNnqWcW56qgTKsfBgDMJ3vLwCJcrzW8YX9feH1wQmHduHomfZlE=ApTxnN/ZxsmhXImVUXfZDEcMGWZ8wIEgni2OnpfzWdP1ear5JP9Cx8KICU8nF+6C3QxMcBhApB/BuckNL1oQLHIU95LkKwn/Q+OEprwLtren3l5r/iEHwpt5gm0/utKTRaaYbUWeuEQOX4Yw==QxMcBhApB/BtDPbQRfVqCMZWO2PM1vsIUlX4IfA4Fk6ngWDhA3qu98mbuOq7ebW1fmB8+AOvRBqQZtg==UxMcBhApB/BuQXmNbGU4+akiklbM3i/fvzoRlM2FmU2E0HpPQenXxIEWfIUTsSmyrH3APki6OhoZLAJcX2A==MxMcBhApB/BskOj/0/Opgc9i59hrjFpLpMBigmmaH7RgBxLxHJqqpuYpqF6mFlvTp2dTkya0tWmA=9LoR6lVnkJioNBcqUabFOuv+urBW64pCGRylPAAR7cHQLdOpKd3zMWzqU9LoR6lVnkJiqNG+4S/G1bFG//MwDsDOP3BMdEhOQIaw10y6Q5mjjKWM9p9LoR6lVnkJiq4oJSmmg+T7Ev2y4Ejj9hR+EAtSTCqKYDc5YGYzHxK4M8M9LoR6lVnkJioQizv9qnShCd8GQjkIdThT1J4PK200E2j2x81gMnuC6A==9LoR6lVnkJipBOywTomx3c6ODZHXXUcK6sz4PTy527joHANfvDeVO4oKj9LoR6lVnkJiqMbh3HoU6z7bHp2cXveEcPHrisysBXaDdYXFol5grPdg==9LoR6lVnkJirPazpcLOngQWzc84NExqwZlcfjpt8cI2QpfosTeNN1jg===LoR6lVnkJipihZw64XzLWqJOoW0R5fnwg5PSd0edWllKzRj5LB1Lm9ac66w=5KKvfbus4H7FLIPNag5iaD45rQcG0C48N3WfVXUgxWLrEwLG48JI=5EIh+pKmPcm3M6jJBcQF1fBCjXto85ksViXtCLRnbsaICCDya3Bk=5pFGJAKJe48rKQyx9Sc5PVA5s+DANAGNRB0haQF+h5Pyj6tuzxcw=5X1qa+DiP8bL7+9EnH3drlZYeI9sy+iQGTWs0v7qcVn8c8vFsgjE=5j/CFSw6o1uLObdClE/GK+3jrHbcclMWI9IuJ+CVRODAe/bMVoIo=5UVco42tRKY5uNxb4lW3vH98JdXFvVbDhXBobjrhhCiXUtH1UHok=1OK9S9iCodNBEAx89MKu0nG5O7yQEBk45uIR/oOZqNweXIIdR5Uruv2uFG1I9XmFD5MUI6a1cHP7oEuT4M/sVdz/gHTDYiZn+KPw==19dY9hTE28NVW0gGeICp+ZwBeCDodJQkBJkyjSQT1F4aY4MRk1xSt12c3AJUz7BWU2iCfHypIRjafMEYAs92DwqRRAG8iNFXYZ57wNwQqQd3kJCB2v2cKL1IClQ5L1ye+EHNnFsTcHzlbvmrEUrbg==13KA+x/rDb7TQzxegZlc3IUr1Vh5m0HTj+dlcQKr5k8sT+wE=1W0ujUrG5XgY1spmTD2P48L4JvWBPAAp76dxyoBlFWdmK5pc=5JSt7AQcQJHC8UGQmsmXm92km5vwrm2K8uOVey+6dICZ7NNTeXA==5I8skCEpY6DQt0uAJESgoAUhbVKzxrQF39BccbRPlrMQNB4Q+oLY=5ECFS3TDyrJeUl+6MBNmsUIv9boiXc7us7tgEQkUwisqbxko0Uq4=55qLoG84aAr1Z6lF8YhilM566gyBnlghqljsWI9Lf2HBjhat8Dk8=1h5+Xnbzw3fMMd3wx23AyhhGwgZ0dYd73T1gDSOIJD0qPMMAD5HffJQPMnhOC+B6//mIE0vPgkfgvMItKenUMO8sZVvNJ71dyT+WE=955N8JKnISVrRCnWc3oD4cuwNJZgFSf0ttUc16TJi40Tt/uab2+psEw==1j3bXaLBf2xH7iVSgmVQ65LZ4vU1ytvGWrx20E0HgGVVwy8fs5hWKJ+WFtghlHqXOAuclp5uaZH+VCBUgPulO0okUr8uNM5TPI1i8=524aHF9tVdItDA+rTUlW33bwh6EqqhIsM3+A0IyvkTZimZAQME/0=5V6HxmDXeN/riuCH2dsjF43Bqb5vm1yc5l6gz8ehb/JLQ/iVbZQ==5XzAiVs8yJv+UUxjeJ0eyJEo06K7N569ai7QSHKb7rSyauxU7Bbs=5RPb8SfQFuua5UJ/UL1kj1CmaHD5F2G8NZ65NCeRqh/LkoEgS368=1yy8aylHMyBp0XpfZzO7DJiFrlsMCUxsU4PQFi+DbfvbUY2yY1i19tdAEPGu89HDor1NILxb9tJq/NwtFpo91/9rw4bqtBYROz5sn3iiiqeOa9p1W0CshwgDcb6S21J7XMhSvnzXtQuprq8qxJoiIc=1cr3B5OhOd+G+fIrIM3HFkVEqeHIfhIe+9bhF3F1qKGBYLqvY5/i5LgyhiV8qKTWhr+stF6ZAljOHOgBYdygQd89+/afLqj5Iy7YVG1muZTAcL6paTmjRUn+4fWcJCyqOradiZpXKvnVB+JLF3xoadA5YN7g9T/u7irPkXh12mcd1tjcxzbVfxEb9d7SWsRzo0RAyGbBe6c=1knco5ZMht50CEKWQb6rGVg/R/OAXNu+zC7TULqqXTPq6hmdZ1BX55nPFgqNpprWhok1SJc8QORqXLBow5AmH7rlOZOXcVcXNB5AetXQuKGMOJsy8sV9hRLkaY6qdcZw79s+DzpZ4ijsRidG9QSeAk=5U71VNlpzi7I4r/pIXC3RJtcdYihuGBametrMFx5DLedN+Cc1QGA=5jm7ikkb/Q3BJ1YCfYeILsx5tNH3qNvYWCdx5fYJgGJEU7jbAr0k=5ol/UIbZr2zdN/rNXRldNHdHXvjFjyz4XQ05LeBBygZZos0ipgO4=5urVPspXIcINeouz7xGGa/ALpyXrpgbV2+hM137zH+uwSxBySp+I=5q8tOjhylarcxOhFMnLiXIpgWpCnWmK3PuNOBUsU2OAfU9cQvSw4=5XoHRASlesHibmT1XTlJQ1Jl+L9sHaCcPnnzwnqjHANG4vSg3Tw==5CJEBeXOAar0dzUotCyV0riQeaMKtSTaNnU4pMDDOIVcLbRVdCJg=5w0WWsWdpcUenMtj0EFU7s6B9hbtSIywud2pZ5iMFq+Q7qMKydKg=!J8JnXwKJTPEcPEoV5lq3RrTILh/OmQ==Xj5KkclonKbeiZ7tn6avpjVuQCqE!3ZUGTGbu+Zx+vjiJxJWKZmr7lJ74aA==!VyuUb9MWGILsX8zuTuGRQhl674aXzg==!FyAtMU7bzC8nIMsSAwO571Re35p/Lg==/AAxeh7UDMdeLHPdMtAedsPg+gf4!uEo7i1ena51GIBH5JNows2eunQ77Oitz!W9Lf683fZV6AYgZ3putZz/ZLL4smepA=!CFNwShGnmUYGdy7j/4X+MDm69VclO9A=!7uD3YZoTrrEDf8dbKN1hIN2DG8KTYyk=lWzvs5xTHcWnhgfN2bNAdjzFLRKR!hLexMIZgYPUwo74K9Xzj6QN7qyVlHQ==%Teaohrkbr4JkHWLwa9Gha2oO0TKThVtSLg==)bMsYX6fWORUDPMnhmcNE+aIHdELSRrwpwShV9wU=%VGqoFl21WWDhiu5hIM2DJDac3t09pJtckA==%G9JG3H3lvvfwYwi4u5XkHeeJhexG7VpgXVY=)74XqvCc46xYlQcOlWwMLebCIW0ed+Q9HJLB9sLE=)ZBIh8Rx2ibNLlxEUXDI6W5rXL0aXWCglBXJmweM=)/ATR/Lkc6q8KrWpYx2Kh08KEDXmlrN+i2ZmjWRI=R6M/rmz5Gg+NrSy4uKGJnQ4MLA==!euKzXNGTo4c6d27G6ulXOGSYQNklLuI=!ML1snpeZq1Bf0VLEdQQmrv99vEMUOmO1!5hwJCQsdk6AnOHd7hoswAl69WWvnUw==!KPrs4RG7kA65oIoecFKZvgMupS4GIMM=AxVor7YQ9h7Xyu/4hPUJki2rIiw=wH0TwNP5cnEgYdemun61HK2qRgM=pEK9f+cUPjlmpN0pNo0o38zOPiA=)9NczeEMY5qGlcVW5KMDSqEmFAECpaFEnh1xdYg==%/paeSDRtX6mcJNTlN2bbq1Lg/pH7u/yklA==!/OTwPwrVmIk7f3p6dav8tpKpgKw2fKcq3Pxf11pzHBI+jSnolnvxe8EbaH5s%0U/zxjlFUb09K5tubA6RszKEvJtPBLgLXQ==JmJaSIK3kzWuulF48ELAh3MpsQ==bGWl3gX2GPSLbLtDnY5Yhp38s5E=RXimFSwZea1aFjAZ8nr3vGA8%rnGvMOMyMbo6kh4KEhtT5jhyQL3NjPIvfQ==1R78pjg0oT1sS1FvSpCFPy1aRQ==!H7hBZzCArFQx5OLnelbLPvlbrfd2uXU=!jkirR4RtQHWkMmuwdJa9SRC+CKJwKg==g1DGpdOEIMhwyWu7FchaH0Pgyg==fF7reTUrZVjgcNJQK+GEbKSsDKaEGPz65nKT5xrHUUaTk6RpoQ==%sUKBOFRZblvEvdJ0qAdAeqxmKiKfVWZ8cTA=4lOm9WdrVPbYCQ7W2YLsqKcn1kMx6/aENJ65yE/ZOcWM3MLr2g9sQ6A372ZnJZTXWgG9IJQY=IijhEQ00jotoPnv8ETyJo685CZUtshAiSJAR2H2iQcpfQYpaiu99AoIeW0V8BuJ++75yIig==WRTJfgCjiT8qVDMz3w===9M7vF4mca9UJzdfW4j8vY0vEmGALq6TOfr6sVseZY2Q0pPSCcuT+ryhQq5jNGYaORQmwAHLG0IDUkGzwQOs=5kMx6/aENJ65yE/ZOcWM3MJ/mp1KvBrDfgH3giWER3w7NiA+hdA==]ijhEQ00jotoPnv8ETyJo685CZUtshAiSunZTaQVUBk/X6OQ9ukcsXROKvDA30kdn4mYYeXMrduXPb5JV7PG51Fh1pQ==dgJdq+mFAQV7MBC3R/6J1jd+Vyry!KsrexT8xNFNjKS1qJ+mB4F0XAFuFNg==5NLwCSWGpmB50MLp9VsS188mETPC!OzV3jByC9VRcGZ3Zu4pl/UJRuqiAuQ==!EcV78rDxROPaUntGxs9A0wjWFqPAGw==YFjnWnk3Cxkki1fl970+qmznq/fjT3SgJRn8KQim1U1IkwxWllpKiC45SjWOAlgzNI9V7Fg0w/Mi4HpJyqwReh4sNIa6wVIBjaoGh6g2SHW53SJ85NTuoho64cRX5V2Tq8Bp2DOiCGmx5V6S1f833QGPqxKCqyIJM=QoHVl1iExBHRQUlZcIVm3S/6deKNCYmuMG1Xgwi+4bPujhG7Iy7+RFl0iIiBd8gpgeWZxMHzYj06CIUU=EH8BuzhvcEnDSl+b/UNOnYR9EWcemWgYZe+BylioGANykMw//OSN25+1IWoB3EdqGBw==EYuDobjTNtfhurcMpHqGGmg8lnQ/tDMmsOnlzKa7IKj4qw/gRlQY9pQ1P8w3xUhT5OcQ=+AuFrdBCRt30OMp7NNnBeIzP33GDlABo6ZxauZDycWH8rPyB076p)kMx6/aENJ65yE/ZOcWM3MJ/mp1KvBrDfr2+J2sE=uijhEQ00jotoPnv8ETyJo685CZUtshAiSh9ofr5wcokXAOb7J+6TMYH38e9VFiHTIkBMCftHo4HLBEO9cJeKGowj+BJz73XA0uVPohZhu4vG4z+bHBHbKzKOgA+2+1En4gvt4KJ6zPR274A==eQ0VpGvYNXglLymvPeTlKn2Wkw==9LoR6lVnkJip8g9FHatCdjQfWdJruqK+wz45eqOwJ5u0Cs+4Rf4pncA==9LoR6lVnkJiqOzJHt2dUCBHN7ZVDYFLeCvGLUyL6N69xIsjYxpJnX/g==-IN4ff/b9C7NtjK0RWB9tNucFzp525co3ZrLbtkU03xQ=-kdkuxpDYHugMKPp1YRg+brZOmhcqbi5q6GkeYMav3hW99kMx6/aENJ65yE/ZOcWM3MLBy6wRRguS9VLW705Nh0HTmhVnZY+8TzMw=ijhEQ00jotoPnv8ETyJo685CZUtshAiSkzkWHGzW6/bdL3WMkTybGw3L/VXFA29x/M0h+4HYPDwUum5RGtzcEt+5TxB19WsMKKb0hCou5QbI/m3qvDoh/3ArvPw4XQ==scV0ZPUhugOgVYr/hMxncQ==ClZEJKnwrRf4eaJpTJoEbRHclh/NFs28GVlvXVji54s=Q0Fozs/rCIblqQRM7tdLrgk=!nKIiFyqAJHA1zXY7fPuxxxzUg7RhLxc=!4k/2+qZMP78yXMBxciDHavxv6Q8ozpM==LoR6lVnkJir8oCGK0ebiuH/k0g986AjeMkYUUbrdrrRvgWQ6siOpxjprT1M==LoR6lVnkJipilM2vGhR4JFx/8peqHw2HRRKhGChpBryLw216JBACedOKma0=tFuYilStqhed+3XPtzUWd3k5EHEXtK3Zuy2WhqIP8/oyfnn+AGBb8yF0/tKLs4Ejl/aOBK26hXEj/VLaWCdoNLW/DuXs5GMUbHIWMOfH0VmKcAOu37+iBrAGLV6pJgj8S30=ZqOvz+e4OBK8WX/NmOPq5Neri6QeJEqOhEaKuxKY279zuniA/0RdMv6EYZTZtxwVF1V5vIWocrhTpz8gDHU36pbkPajVRwigjJA/dTIM8zcdmuQ4cht3+oqwWsr2p9MeXz0=GFU6ptwnfcbQDcomU6H0OnaIdV6JxBsIU6zdycFXcLC6i+SW/1TE3bAosFyGp0CZZOD2GsD8MiRFfvwo+wmXLCGvgK6u2ConiL33pSM2S0LRgSoYNtsAjgfezTtTXwfxXg==hK5CE/h8dlPqbs4v4y3J+FPV2TXRgQF9BCM3p6zBdlQP1+QiQjpB3HAOW3iWwy9yWQgFu4Ui4lqXOAHV3l5dY5LttCtKWpH3D1L65fU0urD8et0pejiMFqMvxVdCNek=)kMx6/aENJ65yE/ZOcWM3MLBy6wRRguS9ncE6dA==iijhEQ00jotoPnv8ETyJo685CZUtshAiSMuCAQu8tbk+Uwzo70LfH1RRWKh1/tjuitEbRqVHmDBFQ/tDYqmQECiJ/66HHBi96F5+COJw=iR54dcLUfC68UCOZy7rWuFRyOee7gM2ipBQyhevtUWyLetBTICBnLjd0h1aEAkI9Ejpn8FHpUDoFIzEkIcxi4kDTODY/EpLlKtUTidikm hh+CwRldQxMcBhApB/BtbHii7l7Z6FeN1m3FASkEntUYNnpAmuvW0pZBMgugrzVlIi4xAR+LDLaJnDnVIGoKCrXwbQxMcBhApB/BvXooGIcWYG3PPmVGoJCwXTMU/rzMzreUMMfLc/YV7fuV36RLzR+lTLM1KEOxCWPgnlgA==YxMcBhApB/BvU6KygZ6O6YOjQvrzIoPWWz9D0SQO6yCpuPGeligzzL9+4YV/dMb64dvnqa5VVWbZ2DfA4eyjSUg==UxMcBhApB/Bsoq0X8ZnMhWBNwpAef/rOZOT2Y4bt/5mCrQ8F9kah3Hj8bGrCU9TMcz6v34xSYpjH+nvCEUg==ELoR6lVnkJir0II+FtmxkpByOwAztxaCBeI2R5Hfbi1tz9NjY4jbbqNgL5hTuAN/dCy0=ILoR6lVnkJir+yDor3UEOhbvT5fQ0aJIWGVjMqDB2qDJCJgRu2wn4us3NvKRnm3P7FWrTbQ==ILoR6lVnkJiorgrqQKVnOFkLUhSRmTVARE7FTukOKLHRK/CB/fiqfx2G3xrSnXc72BWtzuw==ALoR6lVnkJirvXA7Hvyn3+LrIn8gmtANR8XlGb7soevF1onuWuwR1ngJQhBWFWpXGILoR6lVnkJiqPLheKlNNVt6ObZZMDFn2LZ8KYydO10jDIxKD5qNHS1u7hT50xwA9FY47JjA==QLoR6lVnkJiqMkkFgDAhWLJ1VF3x83ONVKTocHn/5X1gtumff8Jkw96XgrnNMVeibEnIEwWnu4AxzXA==ALoR6lVnkJiqKorGSoWzFzzELkESkIPGiVHJ+SBGLBeJB4Y5WgTvh2AnSRf+2cYir%XGzahRfoLKJiN0dxH2/btsVuceoX2SjR3A==%K8bJaeZkS2noWbLE3MNAlFiKyB+9QI+9iCc=%DYtHx4bXcDrmcP5R/AxfM+P8CN7zKx/a4Co=!4pdNIXeD4lHltyRdtiJ9PIRHwejP/7gd%0TeGV0zVLbxrIKfhSkOcJtElX0/W0b1zFnU=)eG4uhBFxI2Y3pfLN6opTBUJwKSrfrn859S/wZSE=!kvShV/3RSOGDd45RfJMdVyeSDt8NjQ9K9XzAiVs8yJv9qNZGTuI7qfCSqTduG/xbpvneuG5j736ADPMJYFthm/F7m=CJEBeXOAar3pFKVpt05mjzGHz7jVA7p3O/Z2pJlEQElMv3XMuzLZVpiJNg===U71VNlpzi7IM926XKMClas+1FCRW0ot04BxPXMJvNISQEy4hrD50RpwAHg===ECFS3TDyrJdO/poDsDHN02bWLM9F2q6L9eqbSr7sTf3rqlspM0uLpyKaxg===sn3iiiqeOa8VHRYP/omJ1WARkST1t3dzQHFAiLiwIOIECENwL705I/RwHg===jm7ikkb/Q3DED97KhFn5MwuQCSZOH4mqSina+s5k97N8x1v029/XR5XLsA===h5+Xnbzw3fMmqPacjlwAlex5vLbou1+iCQR6pkPv4Yi8DMMZtY9Z6jCpaQ==9j3bXaLBf2xHLXIBfQV2IKEnvVGZvbOVHP2Ne3pkj4H06uKmVcioR9hQ5=knco5ZMht50IqQ1yJvlogV44VRziE3LqnLXMKUHVy7P4zqQOIZl7t7wFrw===I8skCEpY6DRItJ24yMdsqQUmgdHTATRpqDp3byOuq40u4RcIwj1HmCHyJg==5N2dWx8hW30kwKbTMgHq7mg92HrHsfV0vY4v15ZORPgUUR4wOoQ0+=AetXQuKGMOIa2bQhxNlWYZGSq2e4UXA2S/LQzeI954s7vzr6EnmR/jxlBCc=AHffJQPMnhOAU1mk1NrrX649SWMZYqNlZ4sI1v7b7bshycS63G5rCjFePWMWVqQ===/i5LgyhiV8qWz+8WGWwoaSiKitbJ4WNNsnzNNQ0MkgPDINLpvuznwrR8zw==5XoHRASlesHjbcWY5ikvzGH9yhmxgQ+tn50lh7esa2qWiiEdTEA==5hWKJ+WFtghkbmGHNki3P5uMT0lGAL1kR5KKt1Ql6HN/FNjB42g==!MqS78fJB4o5TzpcRYYHuUSFqKT8ZFA==!uqJQ3Mb3DoJd4a4x4Qn+pdrUPRDuEQ==!peg+Rh2TyiN/m4scoVGV/PFWRrPoGDk=!WfAbk2b/2FuLE8QWfGHscsULvHO8yg==ZsqTv095LoRniKWonz48y0QH0K7YZzJdOzd5zXs=!iJHlWt6qqHL2prtke9yadkr1R0mGBg==DLGSheXGAzsuaEIUaeoW%xolyuLy9a97Xsv7/Y05rJlZI7ANnFsAWgQ==!VddGEI0zuasx8qWvYDnmTM7k2dIWlY8=!25/ko8/XP9eXlqgTIZfth9e0USJjn+0=%4Xi60ltELV3N1XbBm04vZ5Ch3z+iUHYtqNo=!N7wtfMYKBu3pJzy8r058byMJjl0emWm1TrJnLR2DIcE9M+GC9oyS!DOu4TwiYps+QOl+M5yDSA/wtOYx69Q==!f8NJ25ARed7hPchj61VXlhgd5UyA1Q==!TDWzWXxufa4q8mZyH4Nf/hViUabijKv+-kMx6/aENJ65yE/ZOcWM3MJtYNKrXCgbOlsyYUxJsvjjIqijhEQ00jotoPnv8ETyJo685CZUtshAiSw2DSgYxHMh96cjZKnsyQVGEL+ZSEBQPJfRqfaZH4dnuXA5h32WKqy809vr9UB55dBV3liHNSKhCkxw===R54dcLUfC68UCOZy7rWuFW3p+wqZJOIxSzF2N/pbOvfoduuElLPV4GA+hQ4=w5s03q9REOxQ7wWdjsDFpb8uVA==4yc67NxfO3JKRB1C0wyHDkDKvQ==zo/Ke+eSsNiJKn7iBigAx5GMBjQ=u13+9lbACrB0yDnMuYXowWNAdjEsjU9LjpXlKzAbI1qd+On1NK+iy1WnNrTUB2aGJET+qOKpIYVjBg==!hc0Rjb/PF6tx+MwOdg0FOuMc8p6ZAg==!1q1S3lcfedPT22vK/RLwpbsy2e3Gfg==!/LudJ7oMTSoCSrb/yf//nMUy9rgkuA==1hWKJ+WFtghmVCFKr1iu/ISBhfvcapHkBmgARPDP6Y2tVUWXa1XoHRASlesHiilrAqrs9cEsT3PO21IiV/A4n/4WoFiTIA5gR11vjI9OI3wqiEsqeOS9eobqWyjKpnmZR9pS3dhx/GBC3WsTSHM19+nbEMbtOwmVf0KEcb/Pr4FFr1gwufD6k4dbyVH+M/VwWtO/1fQTcBjbZUj10oWj7B0Ut2Qe/Lzrl6es3kRsASDAXT3DRZ7071HffJQPMnhOAb6aHAEtNpnOQXYOMvpFJjt6nt6U4HSWdKpvVl1olH/EvSbchiZrre9MQwfLVLArc54FrZcya8Jmw6lgoIJevHO155N8JKnISVrFXQvYjWX11gneZKoda+euC8K0nVh630oKZ+7X5CJEBeXOAar091dwxw8SbsVdKUrL7XhorGswyaNSD73+AoYrH/w==1jm7ikkb/Q3BLb+8QHYNeS5xcqICAI/PKwU4UU6DYUiabOkzs5U71VNlpzi7JOs+8od9YLI4hVdWL2ni2RG+2F5Z3vtdTpUd3UAg==5AetXQuKGMOK40MRuevoQ5LEr7RRE4knaHDYRNzEp0g3W7dgTtg==!HYJ9wHrCfTduoMwInwhuuAIe5bLt+HX9!YHNRJYPCcY/KrAp3xzzVFn1270/yD8dW5kMx6/aENJ65yE/ZOcWM3MJtYNKrXCgbOCkHe81He1kdZAuDlL40=qijhEQ00jotoPnv8ETyJo685CZUtshAiSpcxLwn5yaV15iSbx5ACILqJsHeg4E8Fj3pzeZ8BGj6KwwusOUBzcX+kzeJtXxxm5XSUsJ6Sn6uhttgU=%St/H5s11sLhiRCzK/3nPZr/8+fIH9BQqtA==!qyU8S2urFazWWVYYnLE5/gqhl/+JvttS!3H+XD6LRfsVaVJ07+ZoTLHb2m1piu0UP!vXf9vZyPPg1Zv6Jy9WRVBJbUrtkwm/ZM!gvLww7WPVQ7PFY/Rmr+GnSLpT+Bygq8H!3F7tvy5aVRzWYoVmVoLYNnHpBkoxCJsWWRTJfgCjiT8cvnu31EP7WMztXA==SAcTZTOjXlstufegp4wy7tYfiw==7boX45oyHU18OJSdnsooPQ9cmw==1CCW3/fU0yEIUHlHTEowuxE=tyqgFZgzPNVfgGZ2NtMZNnQ=1voA4kk9CW8MiLlhUMU0QKKdO2slNNI8wAzIBjZ4cqZ+/UJOT16eUbGd60vwCPZwcWOFGVWoZzl3CsLXQl2wlNgv8Ui18BMYWg1zlmAq2hu6ZSNM4c90kh3QvHnV2dt0jF3smw+/ulcXbf5+ZmT1/I00VuTiAJoMxLBpt3wuGJKAkLkgG81yxeU2Z7rq4YOp4SVZ14ozAeURDMroiXI1eyq74RMwrcvRSIUaYy8qYMSKTgaehf/sY7njVDJ92/R4mgeZwAvLE1yK2lw==y1q/4rK8KzyeM+NVofBSqAX0jQ==b+6gpPw2VwUHFwBA8De64VUbZg==96KLitJoDpOlz1YZu5s5LnU9sw==JQE6VAPSeOzPEogFv02XxRLB4Q==!/CQfl5OCiubguy9MIo2nRxc6k06uttwO!sJC1rjxcsX39Igj/7wisDyVhH2wtEArx!E+83HuVF/Ub19SFb48lSn6XoE3P2V4/K!MVRvZVpv2zEXbgaCINQSjw2YgbAMJQKz!9wiJGRKrDyXBMa4CTrfIkzZVfEFwrhea=LoR6lVnkJir+aEXBqWb7yfjowaL9qi/P3AhfZ1PPWRofDb+fx0vVaPX19d0==LoR6lVnkJiqlczOTB/uY0ck40Qka2lJv643iX1sKhRSQU0wUW1M5LOuF7x4==LoR6lVnkJiplvfrbrOThk0BlXuxvyPIxA17tclpsfB2Xfi2+e1hi33MrdC0==LoR6lVnkJiqIH+9z9AOkLzw0ws68WSA11Mcj7JEHklsPtMjN5jquhl943bA==LoR6lVnkJiowSi8Sp0QyUV0YV7x1IfBI8HYG1VeMXqKt4AUre+eqSjtv0C0=-kMx6/aENJ65yE/ZOcWM3MJtYNKrXCgbOeHO+fFJo3BSJmijhEQ00jotoPnv8ETyJo685CZUtshAiS8GpHQhgzEvpoRyAm2rGfiqUIsgixeFP5VCL6JnGT1+rLf70CPBTyYb9nrqLTB1gc68riMTw/pQ==aR54dcLUfC68UCOZy7rWuFRyOee7gM2ipLOKVcI+di9cQ6yUi18n5RRI+0JyoJpIwnmpx5A3tMFd63fo6Z7xARkenCET/b5Y=%GN/GhV52LvTzu9/tWv5bFagVUc0fGQXHL/U=%s0gsBI3ipt/DhO/6amUvtpX64BZH1v/Zkow=UxMcBhApB/BtJpm3I5OU/b26zIMx/q1kMewinaVFIMxTuX3r1PRr/3eQHB9G9ZXEXEKdwBJ0fZULkYomPnKKx]xMcBhApB/Btd/CvCM9bLO9kb7POAY61ITo9GpnjG1xWHDD0HmALSqyaTnJL6ZzYpJMG0tcwwM815wkugM1Aof+Ycq85v]xMcBhApB/BtvWU/prDIOUN1THyqaTX+PmMHIvto/QdedrZOv0ZzMwEgmaY/WXFH8PINT7VwP+cEUk/dwoHGYmL9op3rEUxMcBhApB/BsbalEdgS5ZFB+KpQo6HfBx8GDRKB7Q0OAJA4seG8b6U5wCb2ws8OSim8oii2UHVxZffu7ovNPDUxMcBhApB/Bvq5YaZCm73akjLrnDD7UzumxMM8opVafxFdI62pFFZrAuceKqCRFKTsYZmgXTrwzbXYyFhnG9L]xMcBhApB/BtWRwn3u1JEl10IjOI2dUwsEbq64iO62OMmbnlBMdUI4GmILQYKkCecqJkRZYuSd9ETuTgKCA2ZM12bdjFsQxMcBhApB/BvJ3TeAYNoyvx18IIRTryKBi+Jo1vw8mmkauwtLDhoDjgCGEgdC+h6dZVkAYXXy6P5RpnM=MxMcBhApB/Bsw5hKZsijvEkV9ECrYbolXxNmAyflEvsbyCCpQvZ2b94+m5YcshJHJV3/soi9ekqk=QxMcBhApB/BtK7sPPhHpo9+f9FDdqZuAQ5vKhJhPWxVijv6xWHJglHolcUJYQB3Pi+zfuyIJtDFhJfUQ==1O6o9ijelKZEzzqHFQG0JuOro1v5tRjV2IZDOsbJkQgkFB8Z6VtoAWpGMQ===thaipW4SbTPFaE1AjQwIMk/D++rn4uSpnzSaScv7rdiO3GxkvnF3KIY9nw==HpM6BfOqKLZcEYooJFW6dR2ASg==DVX8II3b4cxK1I9eqEkzXdfUIA==%/4VuaFuSWEzwZtU803yAfw3Fd2oQzQhdzuw=%d2jG1SRHXEdAz+lvmohh/DnGPdKHTFUeuhM=h++Pk+KrpJmZDEwWTW5Kp79DoUQ=01lk/RO5bzZL3dj3TIt5CA5Vsms=gtMIOAxsm9rViGu9PUAPz5QNbWs=A+Vc7OsxwS4JQ6RcGdSEko/DVL8=ALoR6lVnkJiq+JCqlHsmGn4uN2/FAm7bM7/cOfI7ZmvLUT0MhUoi3m8bqbb6GkA==ALoR6lVnkJirEtg3lKqxKBiiXlS907gY4+rIOSyncKcm37AOHLNci9s9ah7ffVw==9LoR6lVnkJirdfmdUA/VXGMFFxdk3Ilu1n6R/a+7kGfTRSgME45sRPg==9LoR6lVnkJiqwGS2mEslvPoC7HdBD5SvKiUyd6fdMfexD0LSN5k0SCA==9LoR6lVnkJirsmR5AlW8DYnZofr/x4gNnjPu+oRBID7d9OzsI+QC/iw==9LoR6lVnkJiqeKwgfozj663UxzL1dKeod2rwgE1P5RF1jseVwXy+S+w==-vjI9OI3wqiFY8ajgGno6yl3iuZfP68Jh0ZF3DDl+ql+w-fQTcBjbZUj1rJ7lM7zqHCLxvwUslubTbOxbBwaWMI3Fp-HffJQPMnhOAX2ObUYbgzGxf/TDlzOhuijtyeS8tVo6yc-DNxIZI+NkfycIyMGY5H2y5f7C0Qo6wfxe1n1Jb1qQlCa]e1tn2xU2oU9YSOiFu+MU62561CsoTJvbFx1OZr/0sygY34E0BBQugX97heMd7f3TNr4nHiPIAmvCB4E5kRYxZzFBd0c=]H8BuzhvcEnCAOz94sX0gFAOS5ZN0AWnV0y1rbpL9Id0bnqZwXUt6JuadZnH3vqSu58tVlL8f5+tbOpezzh1qM8LGWnM=]UQXwPd/378nnGe4l6aXhNfB/hA/7J8AJdzH9VXEOmaTCdE1QsuF4Ort8WVkHxO8w0FBJwNzSXkkQir26tT5ymjdAVSs=awLy4TTLwhSCDp5cojiFy0xsT1JT+rsHQ21/yLnlaLNB1FuWqGMMCm4+oosOpEwkdE69jwZTaC81CfIHq3ofyro62YH1frw==1kMx6/aENJ65yE/ZOcWM3MJtYNKrXCgbOUFwsgeLA8S4s2GY=QijhEQ00jotoPnv8ETyJo685CZUtshAiSmfomFECT2W1zu82WaipaM1w1UjZJKPRfmeLYwaEQ64MHTA==EfPyYbLiRQflH3SugLFjYyMX7BsWpvSWqEIf/ZpC9Vvd0HEp9Zfo87O+moHWO33dwsXuacsM+QcNFdOLMOc=gN9f/ODuoQrGndC8IZlaRdBU+52j!hJgrv5HamtNb2bYusewihSqZ7iy1pg==!rbgteubsfhYUoCAh2qpGYC6FxZm8kg==Tqrt5AnwrHkiijBjnDlXdcm6pA==zCyC64oW5BBAKgqg4SzjgDCE0A==a1jEL9WEIwm1ihk=v3o6X18D0YVYAUMwwl4=rYnPjLPQoiiNhAvsaFmukw==pdV67HS5O8jdGFlVmDE=!Y7QlCHzGVpkjSGCXuFSVyG0Wa4vQAg==%7GvxetYzTlknL077WZfpzDB5MS2slPh+8vQ=-kMx6/aENJ65yE/ZOcWM3MJtYNKrXCgbOFwM3j5CwHop5mijhEQ00jotoPnv8ETyJo685CZUtshAiSJzq14OOjQAdUj1LjFql9q5LcDVx8iC9Ldzw2AcgbHtrSI1PPoVER/fWzcekutSzemppUtFxniQ==qSt/H5s11sLhqY1KL/SH7sATbX3hzVoqW+/hWr2FsN45CCRRXnXvnkTLuQhdZHIllcuFWUcFZUWTACn7miTzqK4MxLisk83Gjv64P12JIFNL1s92VAdVLS0Dq3mmrrw95OKX5419D7BiFtifzdtDL9L1k670CNiXf8cXks/TgHQ5VXvqA=iWegGwJZ/JGxnhVC0jvLtjLoS7fIJCqJnxw0KnHTfkiln1XybPML2qrRi+ASVFSviFfjy0axkjTN0GExcOyM4PWoEAg0VUSxnjNjOlR+zmdVLS0Dq3mmoz4iRKDvIkAzprU0+5srlV5thRwWk6UjC9ON2Pi50OHokgmce/rF5SH4atEcDfLaGJ0tJsE7jfl7/NMul/m0a01HS405Pn2u0qhh8=eONM8w1QBicP+7Fayw5OrK9+gFo6NcH+ZMQiDDDO3fYdZ3yzxkF90YFiGJiRlaOiW7+6wukmDDA8zzrebIBMR2OZUYEwVsVKs8Mg7MihcfWa4c6/eQlZLhf3NuMASGMmBuSje3zn2ljwuLa1rOWr4MEXP4wGfEJr/i/7X2kwIUs1qist+DirvIkGgsgBYASJGVHuPHeFB7M1l5OE6X7m8GnvhJAp97M4A/MypAFHcgJapz5+g5qyrpVbT40LSfxAJzwKfEIw7Iq/xIBCkzlBV8no5bk)e6rSYeFUdAAgqtuffDzoT9M5kk1YAwpjPEoJG1c=m2Doap/W0vZ6v3dRUxC+dnTZwxERhSSZ0wFZCZI5O6x5X0zWrHITHi/YOxZNluLhNCjfoXcVYwgWRP6lU3DKaXhkRX8Mi1kraO7/ofcEUv2w=]+cgfGop5n8Jqgf8+vIuXdbDKqe3zdVC1TEo6rRmGfBGBsDYnFLdUp5zyqjJdRbiHFrmR/Q4pMEI50EBliVLWj2A7uA==!v2SErK26i0GXuq2Wu9DOC50tDI7+SJ6GQxMcBhApB/BsH4FPxkrJbys1KonLYOGkCsVNIDYqm1pF3hT8qlpPa+OU1t1B6J08J+eKJPLLyqEHcLUA=UxMcBhApB/BuQRADmGxGpwO8Ye83LrWhyDmDf+d0hDZji8syAC/A5E7Bd+FydxVkg+3arEhNnzsTS4zI1Lc8=QxMcBhApB/BsnTB6lSxZ6Nh2ICWrwIICbA2qoBJU727zrZmqJtI3Rx3i0Wk6oT1WjkhueZmOEc4IertE=Ue/OakQhZrp6G68Ul+nkT8qToYBkSEmbGA8hdWI+8G1KF7bYoYsQitGFpePuc6DX8xYsRarpWJ5KRFmH3Mw==YWYd+NFRZJe/FgcZiRqNzHTAuuszfJ7LciIZdM5iOQef61+2VzTCMl/9bEijhYHI13viANLhFm3rkj7VHwc2W2A==!I5igwWsRhpPxtlrlPEJAyU3wYVulRzc6UJMloDmOTkykPaiBJ2o=ALoR6lVnkJioyAn2ZicRRDXi3C9VySOrL4jwqRlDajzUZUNVEgStYWwMAvfBejzM==LoR6lVnkJioryEXUJYTGOFvBfYuavOx8ccObEcYbBkwMAgbTK0KHKduWNAc==LoR6lVnkJiqFy9yUy9YR32K0VcRI1dIORrQStsIkTki4GY/Y6HYsxSjQqwg=ALoR6lVnkJiojlm+OkHYIn514KL3iDkRBmAScxguYamj+hzGh5Pl3zS9j1LD1Xds==LoR6lVnkJirKoq9YkJbUvZMd1n6XnUgt89tBwnO30S70jnZ6/mnwnHeHpt0=0U/zxjlFUb1qvNgNqFL66CYdVCZzfRtI00to1dlRXF12og/I6DIjwsWE%m5dn2FmJgfGDeykc3SfOq3EL1cwUN+tLPDc=7c/oWm4WzhP159aMVTmnJg==%57K1LFQKBaUrQzjBx+grifl0te/be43f+Rw=!fgd0HAnBDKB8oIXYFPkejjoXPQiADw==ZWqYgIcMj4tZlZM6Nxe77g==!xx6buRSoLso+y2mDoJocyArCg/Yo8A==!fz3LE0jPmgGNK4tikpLfG4z8E8VBvw==QZQO7V+bZ35Q6wWxSGVE2Wkp)xMDDxy7budDKjkzdSHuy1zyzWsWJEnsn248CCQ==)udmjqaHoiTxJ9HYcR7I06HSDuk+FOVgnJiGCFw==!ypDx+6Di/jbgrej2Lap75mzgITmp2YI=!5o78BTR9PP/c17/CEE4qW1meOpIylBvp6anxxnQlM7mtispAEvOMPg==5S7d3OXRLKfEJqVrbWhh1pyJYz23HMTVDtK9idX/VhnixsQevmQ===+aVQXoWu/1l4Pr7wdxP+W5/nMTJ80VQeEU+3R5ztfl6OHNUlXK24KC/1KA==)kMx6/aENJ65yE/ZOcWM3MJtYNKrXCgbOXwK8ap8=eijhEQ00jotoPnv8ETyJo685CZUtshAiSrBKTLBIl4AOs1tyX4Kyg+RbHRBHrH4B+HV60kv67sbRAzybzvFG1yi2TBZCMIsvidDVJmSt/H5s11sLiZFmYtMRDRbiqLhaWkQisSDRvaC/9LFFbK+OsG3Oa8aMXPwbIobDl+3suLxlCs5Mw8AZXEg9Slr8iNFZjFzIFKRjbNCoAO8g==y+cgfGop5n8J1ZLLDeW/BB+uqMlP1iHMP/5aRV4d7Sr/FZityRf74Tp5OwtaqPtUg2noeKEPLQd2+OPKye3RAeg7pMejg9Uq56txn74rY4djZLvakfkVTfrY=mAoGyIYmKyFZH/dqgKgq8c3OJxMkW7FhXpzJAF8EZ189LQGi9ish+YmEZ6wZs0ufNTmETTDmg6Ca8LJKO8hxokpGAuGJI2FnIUgAeJQYL/5Zl 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g3qayh8=M/sthqN//zSn0Yct19WyjTu5K0a+kBPnfuaoSholkwNcrfZNp++aH++n1iIZJ/cJMG9q5uNazy2w=%Etckn/bSFIwvF32Y+dkfzmUj5LDvCxPa9e8=%Etckn/bSFIzQAH31un+TOekp73YDaR5UwA==)Etckn/bSFIxmGj01sV9YoSvDNlGQfXIbo+wG11s=IENKmfH940y+QqKO5MtNhpbDhQ/EoHomNWON1Gg9EGaaGbbYtrlgKCd68g9FX1zpxpIOrd90=IFvpUPuyMOhXScf0ZAcD3pmPM531KoUyH/GWIvkCok6028OIi3LY4+bQ8vs7E+xIgxFcjjdk=bCH8_LNA_GAIN_0AVDDCH8_LNA_GAIN_1CH7_LNA_GAIN_1CH7_LNA_GAIN_0CH6_LNA_GAIN_1CH6_LNA_GAIN_0CH5_LNA_GAIN_1CH5_LNA_GAIN_0CH4_LNA_GAIN_1CH4_LNA_GAIN_0CH3_LNA_GAIN_1CH3_LNA_GAIN_0CH2_LNA_GAIN_1CH2_LNA_GAIN_0CH1_LNA_GAIN_1CH1_LNA_GAIN_0VCNTLM PGA_GAINVCNTLPLPF_B1LPF_B3LPF_B2INP_7ACT_7INM_7INM_6INP_8INM_8ACT_8ACT_6INP_6INM_5ACT_5INP_5INM_4ACT_4INP_4INM_3ACT_3INP_3INM_2ACT_2INP_2INM_1ACT_1INP_1 PDN_CH_8AVSS LNA_HPF_B1 PDN_CH_7 PDN_CH_6 PDN_CH_5 PDN_CH_4 PDN_CH_3 PDN_CH_2 PDN_CH_1 LNA_CLAMP_B1 LNA_CLAMP_B2 ACT_RES_0LNA_HPF_DISABLE LNA_HPF_B2 CW_TGC_SEL ACT_RES_4 ACT_RES_3 ACT_RES_2 ACT_RES_1CLK_IPCW_AMP_GAIN_0 CW_QP_AMPINMCLK_QPCW_AMP_GAIN_4CW_AMP_GAIN_3CW_AMP_GAIN_2CW_AMP_GAIN_1 CW_IP_AMPINP CW_IP_AMPINM CW_QP_AMPINP TGC_VOUTM_8 TGC_VOUTP_8 TGC_VOUTP_7 TGC_VOUTM_7 TGC_VOUTP_6 TGC_VOUTM_6 TGC_VOUTP_5 TGC_VOUTM_5 TGC_VOUTP_4 TGC_VOUTM_4 TGC_VOUTP_3 TGC_VOUTM_3 TGC_VOUTP_2 TGC_VOUTM_2 TGC_VOUTP_1 TGC_VOUTM_1 CW_QP_OUTM CW_QP_OUTP CW_IP_OUTM CW_IP_OUTPBm J0T_08AA7BB020110506163245 NOPCB (J)Bm J0T_08AA75D020110506163245 NOPCB (J)Bm J0T_08AA6FF020110506163245 NOPCB (J)Bm J0T_08AA6A1020110506163245 NOPCB (J)Bm J0T_08AA643020110506163245 NOPCB (J)Bm J0T_08AA5E5020110506163245 NOPCB (J)Bm J0T_08AA587020110506163245 NOPCB (J)Bm J0T_08AA529020110506163245 NOPCB (J)Bm J0T_08AA4CB020110506163245 NOPCB (J)Bm J0T_08AA46D020110506163245 NOPCB (J)Bm J0T_08AA40F020110506163245 NOPCB (J)Bm J0T_08AA3B1020110506163245 NOPCB (J)Bm J0T_08AA353020110506163245 NOPCB (J)Bmh J0T_08AA2F5020110506163245 NOPCB (J)Bmp J0T_08AA297020110506163245 NOPCB (J)Bmx J1T_08AA239020110506163245 NOPCB (J)Bm J0T_08AA1DB020110506163245 NOPCB (J)Bm J0T_08AA17D020110506163245 NOPCB (J)Bm J0T_08AA11F020110506163245 NOPCB (J)Bm J0T_08AA0C1020110506163245 NOPCB (J)Bm  J0T_08AA063020110506163245 NOPCB (J)Bm( J0T_08AA005020110506163245 NOPCB (J)Bm0 J0T_08A9FA7020110506163245 NOPCB (J)Bm@ J0T_08A9F49020110506163245 NOPCB (J)Bm J0T_08A9EEB020110506163245 NOPCB (J)Bm J0T_08A9E8D020110506163245 NOPCB (J)Bm J0T_08A9E2F020110506163245 NOPCB (J)Bm J0T_08A9DD1020110506163245 NOPCB (J)Bm J0T_08A9D73020110506163245 NOPCB (J)Bm  J0T_08A9D15020110506163245 NOPCB (J)Bm( J0T_08A9CB7020110506163245 NOPCB (J)Bm0 J0T_08A9C59020110506163245 NOPCB (J)Bm J0T_08A9BFB020110506163245 NOPCB (J)Bm J0T_08A9B9D020110506163245 NOPCB (J)Bm J0T_08A9B3F020110506163245 NOPCB (J)Bm J0T_08A9AE1020110506163245 NOPCB (J)Bm J0T_08A9A83020110506163245 NOPCB (J)Bm J0T_08ADF45020110506163245 NOPCB (J)Bm J0T_08ADEE7020110506163245 NOPCB (J)Bm J0T_08ADE89020110506163245 NOPCB (J)Bmp J0T_08ADE2B020110506163245 NOPCB (J)Bmh J0T_08ADDCD020110506163245 NOPCB (J)Bm J0T_08ADD6F020110506163245 NOPCB (J)Bmx J0T_08ADD11020110506163245 NOPCB (J)Bm J1T_08ADCB3020110506163245 NOPCB (J)Bm J0T_08ADC55020110506163245 NOPCB (J)Bm J1T_08ADBF7020110506163245 NOPCB (J)Bm J0T_08ADB99020110506163245 NOPCB (J)Bm J2T_08ADB3B020110506163245 NOPCB (J)BmH J3T_08ADADD020110506163245 NOPCB (J)BmX J3T_08ADA7F020110506163245 NOPCB (J)BmP J2T_08ADA21020110506163245 NOPCB (J)BppINM_8T_08AD9C3020110506163245 NOPCB (J)BpINM_7T_08AD965020110506163245 NOPCB (J)BpINM_6T_08AD907020110506163245 NOPCB (J)BpINM_5T_08AD8A9020110506163245 NOPCB (J)Bpp@INM_4T_08AD84B020110506163245 NOPCB (J)Bp@INM_3T_08AD7ED020110506163245 NOPCB (J)Bp@INM_2T_08AD78F020110506163245 NOPCB (J)Bp@INM_1T_08AD731020110506163245 NOPCB (J)Bpp INM_1T_08AD6D3020110506163245 NOPCB (J)Bpp INM_2T_08AD675020110506163245 NOPCB (J)Bpp INM_3T_08AD617020110506163245 NOPCB (J)Bppp INM_4T_08AD5B9020110506163245 NOPCB (J)BppX INM_5T_08AD55B020110506163245 NOPCB (J)Bpp@ INM_6T_08AD4FD020110506163245 NOPCB (J)Bpp( INM_7T_08AD49F020110506163245 NOPCB (J)Bpp INM_8T_08AD441020110506163245 NOPCB (J)Bw CW_IP_AMPINPT_08AD3E3020110506163245 NOPCB (J)Bw CW_IP_AMPINMT_08AD385020110506163245 NOPCB (J)Bw CW_QP_AMPINPT_08B04E1020110506163245 NOPCB (J)Bw CW_QP_AMPINMT_08B0483020110506163245 NOPCB (J)BwPx CW_IP_AMPINPT_08B0425020110506163245 NOPCB (J)BwPp CW_IP_AMPINMT_08B03C7020110506163245 NOPCB (J)BwP CW_QP_AMPINPT_08B0369020110506163245 NOPCB (J)BwP CW_QP_AMPINMT_08B030B020110506163245 NOPCB (J)Bn J11T_08B02AD020110506163245 NOPCB (J)Bn J12T_08B024F020110506163245 NOPCB (J)Bn  J13T_08B01F1020110506163245 NOPCB (J)Bn( J14T_08B0193020110506163245 NOPCB (J)Bn0 J15T_08B0135020110506163245 NOPCB (J)Bn8 J16T_08B00D7020110506163245 NOPCB (J)Bn@ J17T_08B0079020110506163245 NOPCB (J)BnH J18T_08B001B020110506163245 NOPCB (J)BnP J19T_08AFFBD020110506163245 NOPCB (J)BnX J20T_08AFF5F020110506163245 NOPCB (J)Bn` J21T_08AFF01020110506163245 NOPCB (J)Bnh J22T_08AFEA3020110506163245 NOPCB (J)Bnp J23T_08AFE45020110506163245 NOPCB (J)Bnx J24T_08AFDE7020110506163245 NOPCB (J)Bm(p JAT_08AFD89020110506163245 NOPCB (J)Bm(x JBT_08AFD2B020110506163245 NOPCB (J)Bm( JCT_08AFCCD020110506163245 NOPCB (J)Bm( JDT_08AFC6F020110506163245 NOPCB (J)BmH JAT_08AFC11020110506163245 NOPCB (J)BmH8 JBT_08AFBB3020110506163245 NOPCB (J)BmH` JCT_08AFB55020110506163245 NOPCB (J)BmH JDT_08AFAF7020110506163245 NOPCB (J)BfT_08A4984020110506163245 NOPCB (GND)BfT_08A4926020110506163245 NOPCB (GND)BfT_08A48C8020110506163245 NOPCB (GND)BfHT_08A486A020110506163245 NOPCB (GND)Bf0T_08A480C020110506163245 NOPCB (GND)BfxT_08A47AE020110506163245 NOPCB (GND)BfpT_08A4750020110506163245 NOPCB (GND)BfT_08A46F2020110506163245 NOPCB (GND)BfT_08A4694020110506163245 NOPCB (GND)BfT_08A4636020110506163245 NOPCB (GND)BfphT_08A45D8020110506163245 NOPCB (GND)BfhT_08A457A020110506163245 NOPCB (GND)BfhT_08A451C020110506163245 NOPCB (GND)BfhT_08A44BE020110506163245 NOPCB (GND)BfT_08A4460020110506163245 NOPCB (GND)Bf0T_08A4402020110506163245 NOPCB (GND)BfHT_08A43A4020110506163245 NOPCB (GND)Bf`T_08A4346020110506163245 NOPCB (GND)BfxT_08A42E8020110506163245 NOPCB (GND)BfT_08A428A020110506163245 NOPCB (GND)BfT_08A422C020110506163245 NOPCB (GND)BfT_08A41CE020110506163245 NOPCB (GND)BfHT_08A4170020110506163245 NOPCB (GND)Bf@T_08A4112020110506163245 NOPCB (GND)Bf T_08A40B4020110506163245 NOPCB (GND)BfpT_08A4056020110506163245 NOPCB (GND)Bfp8T_08A3FF8020110506163245 NOPCB (GND)Bfp`T_08AA877020110506163245 NOPCB (GND)BfpT_08AA819020110506163245 NOPCB (GND)8? ]@MbP??ư>'dd?Y@[hddd??.A _BcAeAMbP?@@?h㈵>ư> $ 4@D@ =B?& .>??ư>ư>ư>ư>ư>ư>?I@?I@?I@& .>#i;@& .>-q=ư>MbP?-q=MbP?vIh%<=@@D@& .>?MbP?4@?{Gz?ꌠ9Y>)F@?+= _BKH9$@Y@& .>ư>?.AMbP??????I@Default analysis parameters. These parameters establish convergence and sufficient accuracy for most circuits. In case of convergence or accuracy problems click on the "hand " button to Open other parameter sets.?Xd I@nMbP?{Gz?{Gz?MbP????|=Hz>}Ô%ITNoname