diff --git a/quasielasticbayes/test/data/qlres/qlres-output-spec-0.json b/quasielasticbayes/test/data/qlres/qlres-output-spec-0.json index af5bb5d..01dd5d6 100644 --- a/quasielasticbayes/test/data/qlres/qlres-output-spec-0.json +++ b/quasielasticbayes/test/data/qlres/qlres-output-spec-0.json @@ -1,28689 +1 @@ -{ - "nd": 1902, - "xout": [ - -0.54724973, - -0.54689115, - -0.5465324, - -0.5461736, - -0.5458145, - -0.5454554, - -0.54509604, - -0.5447366, - -0.54437697, - -0.54401726, - -0.5436573, - -0.54329723, - -0.54293704, - -0.5425767, - -0.5422162, - -0.5418555, - -0.5414947, - -0.54113376, - -0.5407727, - -0.5404114, - -0.54004997, - -0.53968847, - -0.5393267, - -0.53896487, - -0.5386029, - -0.53824073, - -0.5378784, - -0.53751594, - -0.5371533, - -0.53679055, - -0.5364277, - -0.53606457, - -0.5357014, - -0.535338, - -0.5349745, - -0.5346108, - -0.534247, - -0.53388304, - -0.5335189, - -0.5331546, - -0.5327902, - -0.53242564, - -0.5320609, - -0.531696, - -0.531331, - -0.5309658, - 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aKD2tkig9hAEpPWhwKT1Z3yk9yCAqPd0SKj3xBCo9AfcpPbZCKj0K5Co9cIUrPeomLD38Qyw9gB4sPf/4Kz150ys9KC8sPfylLD3fHC090JMtPUSILT0FfC09xm8tPUWDLT0UMi49+eAuPfOPLz1zIzA9PIQwPRDlMD3xRTE9wIIxPe2gMT0evzE9Ud0xPfmuMT1AZTE9fhsxPbLRMD0BcjE9cSEyPfbQMj02YTM96z4zPZwcMz1I+jI9IxMzPZiSMz0dEjQ9spE0PeCXND1uSTQ98/ozPXCsMz1Y7jM9EFA0PdWxND3aDjU9cBw1PQYqNT2eNzU9cY01PUmLNj1CiTc9WYc4PVXrOD3a0Tg9Wrg4PdmeOD3Ffzk9BJw6PWa4Oz2Sxzw9JC09PcOSPT1v+D09SFM+PW+ZPj2d3z491SU/PfULPz16tz4982I+PWIOPj22vj49W4o/PRhWQD0mN0E9LW9CPVmnQz2t30Q9gslFPddiRj0//EY9upVHPU4QSD0ag0g99PVIPfB0ST0jV0o9cjlLPd4bTD2lvUw9NAhNPctSTT1rnU09i3JOPQJ2Tz2YeVA9kH9RPZWfUj2/v1M9C+BUPRcmVj3roFc97BtZPRyXWj3hm1s9W3tcPfBaXT0aWV499k1gPQ1DYj1kOGQ9FvtlPcKDZz2eDGk9qpVqPbtvbD2zWm496UVwPe9Fcj18mXQ9Vu12PXlBeT0fyHs9cHR+PYuQgD0I54E9uDuDPXyQhD1q5YU9OJaHPV72iT3PVow9jLeOPT3rkD0iD5M9TjOVPdZ5lz1tk5o9aq2dPcnHoD3yKKQ9/MSnPXxhqz1t/q49Q+ezPYfeuD1q1r09DrfCPVNxxz0wLMw9pufQPVzt1z0mgd895hXnPSf17j3+wPc990YAPv6tBD6g7Ak+yZIPPqU5FT7SKxs+7zsjPgpNKz4tXzM+GsA8PgQcRz4+eVE+s+RbPkADaD5SI3Q+dCKAPtzrhz45fJE+yQ2bPo6gpD4KA7A+inm7Pn7xxj724NM+k7TiPg2K8T6yMAA/St0JP2W+Ez+/oB0/A6ooP9xiNT9NHUI/W9lOP8P8XT/OZm0/y9J8P+LQhj9uQ5A/K7eZPxosoz+/nq0/XC24P069wj/a780/EQbaP84d5j8RN/I/0fL9P6/UBECxsApAoQ4QQODWFEC7nxlAMGkeQGqFIUBpnCRAy7MnQJR/KUAsHCpA2LgqQHkhK0C7jihAq/slQEZoI0CrCR9AiIYZQLMCFEAjJA5A/XoGQL6h/T+RS+4/tMjdP3LRzD8L2Ls/2pirP3MonT85to4/KUKAP9UtaT/YvlI//0w8P/k8KT8qkBo/feELPziQ+j7yO+c+M+XTPgKMwD75u7E+ct6lPmv/mT6+t44+KNKFPuDWeT4qB2g+YKZbPiShUD5/mkU+k1E7PiQgMj6H7Sg+usQfPsI3GT7zqRI+TxsMPoFpBj6JNwE+zwn4PdGF7j08lec9w6PgPWex2T0yZtI9dQ7LPci1wz3Xb749Qxm7PUDCtz37T7Q9/kywPXxJrD14Rag9rw2mPW5HpD3zgKI971KgPaqnnT0O/Jo9mHSYPVAXlz3buZU9OVyUPZmqkj3S35A90BSPPdxxjT1ZAow9p5KKPScuiT1xJIg9mRqHPZ8Qhj0cYYU9pMmEPRgyhD3ULYM9sbCBPV8zgD19vn09Yb58PSW+ez3GvXo9PRV5PblQdz38i3U99iZ0PZENcz0I9HE9wrZwPV4Wbz3EdW099dRrPXPEaz3IvWs9HLdrPfataj0KMmk97LVnPbWRZj2Q6WU9VEFlPSaUZD2fyWM9/P5iPUI0Yj2oLGI9zkBiPfZUYj1H8GA9WZ5ePR9MXD3Z8Vo9eVVbPSa5Wz0q5Vs9az5aPXSXWD1H8FY9jpJVPYxAVD1e7lI9HGRSPR1UUj0cRFI9NVdSPUKiUj1Z7VI9XPpSPdS2UT0hc1A9RS9PPVwSTj0y+Ew9491LPZVJSz1060o9SI1KPWKiSj3CK0s9NLVLPcW9Sz1liUo931RJPdpNSD02Lkk9rg5KPUbvSj00CUo9OulIPRzJRz28S0c9HxZHPXrgRj1+a0Y9nrhFPaYFRT2VyUQ92YZFPTZERj22yUY9JQZGPXpCRT22fkQ9OipEPdbYQz1mh0M9r29DPfFlQz0xXEM96HlDPZatQz1K4UM9XKJDPcrpQj0hMUI9hKxBPUKQQT38c0E9MFFBPdoRQT180kA9+JVAPXyYQD0Cm0A9iJ1APXasQD2wvEA96sxAPWTFQD3wtkA9eqhAPXrePz0irj49oH09PXpzPT3Icz49N3Q/PX7CPz3qDT89QVk+PWkKPj1mrj49eFI/PUnRPz0+rz89MI0/PfBpPz0vOj89aQo/PZzaPj1aaj49S/k9PSyIPT3wcT09PmY9PYpaPT18Hj098NY8PVyPPD1Grjw99vM8PbA5PT2GYD09j3Y9PZ2MPT2xuj09j/o9PXU6Pj1QPD49uAE+PRnHPT1Azz09SCs+PVuHPj06Yj49fW49PZ96PD3+3Ts9svE7PWoFPD1fUjw96TA9PZAPPj2jpD49GE4+PYD3PT3Omz09pis9PW67PD1qajw9Xrg8PV0GPT1lRD09YRs9PVnyPD0S0jw9Vvk8PaAgPT3MNT09BJE8PSjsOz0PWzs9GsU7PTIvPD3KkDw9gnE8PTZSPD1uODw9AXw8PZ6/PD0s/jw9KOQ8PSDKPD38sTw9FLk8PS7APD0qxjw9DLw8Pe6xPD0gtzw9OnM9PW4vPj240D49hG4+PUQMPj2Drz09EH09PZZKPT1zEj09Lbg8PdxdPD0WIDw9Sms8PYi2PD1j6Tw9P788PRWVPD0ahjw9ssk8PVQNPT0EMj09rgs9PVPlPD074jw9QSM9PVBkPT1nfT09LFk9Pew0PT24PT09BH09PVe8PT04yT09m6Y9PfiDPT2KmT09c9c9PWUVPj0gFT494fM9PZ3SPT3w9T09sDI+PXlvPj0IYT498kA+PdcgPj3mUj49oI4+PWHKPj3JrD49wo0+Pbt1Pj2AsD49TOs+PXgWPz12+D49cNo+PenUPj3JDj89r0g/PRBhPz0BRD897iY/Pak0Pz25bT890aY/PaerPz10jz89PHM/PfaUPz1MzT89pwVAPTX2Pz3M2j89YL8/PdD1Pz1vLUA9SVtAPbBAQD0UJkA9YCBAPU5XQD1CjkA9C6VAPS6LQD1McUA9DINAPWC5QD2570A93+5APbjVQD2QvEA9WOZAPQ8cQT0tUUE9uDhBPT8gQT0GFUE9FUpBPSx/QT1DmkE9d4JBPalqQT3AeUE9Q65BPc3iQT1s40E9PMxBPQi1QT3g3kE91xJCPR1DQj2aLEI9FhZCPSoRQj2OREI9+HdCPdSLQj3zdUI9DmBCPdR3Qj26qkI9qN1CPcLUQj13v0I9j6xCPfHeQj1ZEUM9hTJDPc4dQz0TCUM9jBRDPXtGQz1xeEM9LXtDPfxmQz3JUkM97HxDPWmuQz2Y10M99cNDPU+wQz2ytEM9tuVDPcAWRD0CIEQ95AxEPcT5Qz1GHkQ93k5EPTN7RD2iaEQ9DlZEPSJYRD1LiEQ9erhEPZTDRD18sUQ9Yp9EPd3CRD2k8kQ9wB1FPR4MRT18+kQ9iv5EPestRT1UXUU9CGZFPeRURT28Q0U9XGpFPVqZRT04v0U9lK5FPe6dRT30p0U9k9ZFPTgFRj2gB0Y9ZvdFPSrnRT3GFEY9DkNGPQRgRj06UEY9bkBGPQJURj3ygUY96q9GPXqoRj0amUY9O5RGPcvBRj1i70Y9EABHPSLxRj0y4kY9pAJHPeovRz0xV0c9skhHPTA6Rz1+REc9bHFHPWCeRz2vn0c9jJFHPSCHRz3Cs0c9Z+BHPSz2Rz126Ec9vdpHPQ/3Rz1eI0g9KkxIPd4+SD2OMUg9PjtIPUFnSD1Kk0g93JRIPemHSD08gEg98qtIPa/XSD1j6kg9z91IPTrRSD148Ug97hxJPYw/ST1aM0k9IydJPdg3ST0LY0k9Qo5JPYuIST2yfEk9B39JPfCpST3e1Ek9V91JPdjRST30xkk9kvFJPTgcSj2+MUo9lCZKPWgbSj3pOUo9U2RKPdyFSj0Me0o9O3BKPQ6DSj02rUo9ZNdKPT7PSj3IxEo99sxKPdv2Sj3FIEs9IiNLPQAZSz2HF0s9MEFLPd9qSz3Cdks96mxLPRBjSz0mjEs9nrVLPR/KSz2awEs9E7dLPdbXSz0SAUw9Rh1MPRgUTD3qCkw9OiRMPTNNTD0scEw9VWdMPXxeTD04cUw95plMPZjCTD06ukw9t7FMPcy+TD1U50w94A9NPR4NTT3gBE09DA1NPVY1TT2oXU09vl9NPc5XTT3iW009/YNNPR6sTT1Csk09nKpNPVarTT010009GvtNPY4ETj04/U09WPtNPQYjTj27Sk49yFZOPbtPTj32S049anNOPeSaTj3UqE49FKJOPRqdTj1oxE49uutOPeH6Tj1k9E491e5OPe4VTz0MPU89wExPPYZGTz0IQU89+GdPPe6OTz2Vnk89o5hPPdWTTz2Ouk89TOFPPUbwTz2g6k89IOdPPbINUD1JNFA9/UFQPY48UD3gOlA9RmFQPbGHUD2Uk1A9bI5QPSqPUD1gtVA9nNtQPSDlUD1A4FA98eNQPfYJUT0AMFE9pjZRPRQyUT1EOVE9Jl9RPQ2FUT1CiFE95INRPf6OUT22tFE9c9pRPcPZUT2m1VE9LuVRPbwKUj0gL1I9RCtSPWonUj3WO1I9NmFSPVyAUj3HfFI9MnlSPfqSUj08uFI9vtFSPV/OUj0Ay1I9iOpSPaIPUz0RI1M98h9TPZwdUz2KQlM9fmdTPW50Uz2McVM9KnZTPfOaUz3Av1M928VTPTzDUz04z1M93vNTPYoYVD1eF1Q98RRUPZwoVD0kTVQ9G2tUPepoVD22ZlQ9eIJUPeamVD2MvFQ9irpUPYi4VD243FQ9DAFVPQYOVT02DFU9LhNVPXI3VT2+W1U9rF9VPQFeVT1sblU9qZJVPeyyVT1esVU9zq9VPQ/KVT1G7lU9kARWPS4DVj0cAlY9RCZWPXBKVj1OVlY9BFVWPYFeVj0SglY9p6VWPTKnVj2KplY9OtubPMvumzxfApw89BWcPDopnDw0PJw8MU+cPC9inDwxdZw8M4icPNibnDzIr5w8u8OcPK/XnDym65w8n/+cPBoTnTyCJp087TmdPFpNnTzJYJ08RXSdPOGInTyAnZ08ILKdPMTGnTxp2508zO+dPFcDnjzjFp48cSqePAI+njyTUZ480GWePNp6njznj5489aSePAW6njwZz548auOePGH3njxZC588Ux+fPFEznzxPR588qVyfPCJynzydh588GZ2fPJiynzzmx588RdyfPKbwnzwKBaA8cBmgPNctoDzuQqA831igPNJuoDzIhKA8v5qgPLqwoDzlxaA8xtqgPKrvoDyPBKE8dxmhPGouoTzERKE8H1uhPH1xoTzeh6E8QJ6hPEi0oTyVyaE85d6hPDj0oTyOCaI85R6iPD01ojwcTKI8/mKiPOB5ojzGkKI8r6eiPHy9ojxJ06I8G+miPO3+ojzBFKM8GyujPGxCozzBWaM8GHGjPHKIozzMn6M8ZrajPLLMozz/4qM8UPmjPKEPpDwYJqQ8+j2kPNxVpDzCbaQ8q4WkPJWdpDz4tKQ8xcukPJTipDxl+aQ8OhClPBAnpTxHP6U8rlelPBlwpTyGiKU8+KClPBG5pTxd0KU8rOelPP3+pTxRFqY8qC2mPC5GpjwoX6Y8I3imPCORpjwlqqY89sKmPNHapjyv8qY8jwqnPHMipzxYOqc8RVOnPM9spzxchqc87J+nPH65pzz30qc8WuunPMADqDwqHKg8lTSoPANNqDxxZqg8moCoPMaaqDz1tKg8J8+oPETpqDw6Aqk8MxupPC40qTwsTak8LGapPDKAqTz0mqk8urWpPIPQqTxQ66k8/wWqPJcfqjwyOao8z1KqPHBsqjwThqo80aCqPDe8qjye16o8CfOqPHcOqzyvKas840OrPBpeqzxUeKs8kZKrPNCsqzxkyKs8duSrPIkArDygHKw8ujisPHNUrDxLb6w8J4qsPAWlrDznv6w8y9qsPFX3rDwWFK082jCtPKJNrTxtaq08mIatPBuirTygva08KdmtPLX0rTxvEK483i2uPFFLrjzGaK48PoauPLqjrjxMwK48gtyuPLz4rjz4FK88NzGvPCROrzxWbK88i4qvPMOorzz/xq88PeWvPDACsDwgH7A8FTywPA1ZsDwIdrA8S5SwPECzsDw40rA8NvGwPDYQsTzLLrE8c0yxPCBqsTzQh7E8g6WxPDrDsTz34rE8uQKyPH8isjxIQrI8FWKyPPGAsjxkn7I8272yPFXcsjzT+rI8JRqzPLk6szxRW7M87HuzPIqcszwEvbM8RtyzPIv7szzTGrQ8Hzq0PG5ZtDyCerQ87Ju0PFq9tDzM3rQ8QgC1PO4gtTwNQbU8MGG1PFWBtTx/obU8YsK1PK7ktTz+BrY8USm2PKlLtjzebbY82I62PNOvtjzT0LY82PG2PN8StzzVNbc8EVm3PFF8tzyWn7c83cK3PDjltzweB7g8CSm4PPdKuDzobLg86I+4PBK0uDxC2Lg8dvy4PK0guTyBRLk8U2e5PCaKuTz/rLk83M+5PPnyuTwiGLo8UD26PINiujy5h7o88qy6PNzQujy09Lo8jxi7PG88uzxSYLs8Coa7PESsuzyE0rs8xvi7PA0fvDxlRLw8Omm8PBOOvDzwsrw80Ne8PO79vDw4Jb08h0y9PNpzvTwym708+8G9POfnvTzXDb48zDO+PMVZvjx0gL4856i+PF7Rvjzb+b48WyK/PJRKvzyPcb88jZi/PJG/vzya5r886g3APII3wDwfYcA8wYrAPGi0wDwH3sA8NgbBPGkuwTyhVsE83X7BPB6nwTza0cE8sPzBPIsnwjxqUsI8Tn3CPNCmwjw00MI8nfnCPAojwzx8TMM8PXjDPFWkwzxz0MM8l/zDPL8oxDyjU8Q8T37EPAKpxDy408Q8dP7EPGkrxTzdWMU8VYbFPNKzxTxV4cU8kg3GPIs5xjyKZcY8jpHGPJa9xjzp68Y8vRrHPJZJxzx1eMc8WafHPPPUxzxQAsg8sS/IPBhdyDyEisg8YrrIPKvqyDz5Gsk8TUvJPKV7yTyTqsk8XdnJPCwIyjwAN8o82GXKPHaXyjxDyco8FvvKPPAsyzzMXss8Go/LPG+/yzzG78s8JiDMPLxQzDwVhMw8dLfMPNjqzDxEHs08eFHNPF2DzTxHtc08N+fNPCwZzjzdS8484YDOPOu1zjz76s48ESDPPKFUzzwmiM88sbvPPEHvzzzYItA82lfQPKGO0DxrxdA8PfzQPBUz0TwIadE8TZ7RPJnT0TzpCNI8Qj7SPNd10jxortI8/ubSPJsf0zw+WNM8mI/TPLnG0zzg/dM8DjXUPEJs1DyoptQ8HOHUPJUb1TwXVtU8YJDVPF3J1TxhAtY8azvWPH101jyprtY8GevWPI8n1zwLZNc8kKDXPFDc1zxUF9g8YVLYPHKN2DyLyNg8EQbZPKBE2Tw2g9k81MHZPHgA2jytPdo8w3raPOC32jwF9do8nTLbPFdz2zwYtNs84fTbPLE13Dz8ddw8Q7XcPJb03DzsM908SnPdPMy03Tzb99089DrePBR+3jw6wd48FwPfPLNE3zxZht88BcjfPAEK4DxwT+A86ZTgPGfa4DzvH+E89GThPPWo4Tz+7OE8DjHiPCh14jysu+I8uQPjPM9L4zzrk+M8EdzjPMoi5DxiaeQ8/6/kPKf25DwaPuU8x4jlPH3T5Tw7HuY8AmnmPAuz5jxT/OY8pEXnPPuO5zxd2Oc8EiXoPJdy6DwlwOg8uw3pPCZb6Tw8p+k8XPPpPIY/6jy2i+o86dnqPGQq6zzoeus8dcvrPA4c7Dxqa+w8hbrsPKcJ7TzTWO08vajtPF387TwEUO48uKPuPHT37jxoSu88qJzvPPLu7zxFQfA8opPwPAzq8Dz4QPE87JfxPOzu8TyLRfI8IZvyPL/w8jxoRvM8GpzzPOz08zxWT/Q8yan0PEQE9TyyXvU8zbf1PPEQ9jwgavY8WsP2POMe9zzyfPc8Ctv3PC85+Dxel/g8TvT4PCFR+Tz+rfk86Qr6PHpp+jx0y/o8eC37PIiP+zyj8fs8uFL8PISz/DxZFP08O3X9PDzX/TxHPf48X6P+PIQJ/zy0b/88DtX/PAMdAD2FTwA9DIIAPfO0AD0m6gA9XR8BPZxUAT3giQE9x74BPXPzAT0lKAI93lwCPd+RAj1eyQI95QADPXI4Az0FcAM9RqcDPU3eAz1dFQQ9ckwEPdCDBD3JvQQ9yvcEPdExBT3eawU9laUFPRHfBT2VGAY9IFIGPRCMBj2hyAY9OAUHPddBBz19fgc9yroHPev2Bz0SMwg9QG8IPRGsCD1o6wg9xioJPS1qCT2aqQk9p+gJPZcnCj2OZgo9jaUKPYrlCj3PJws9HGoLPW+sCz3M7gs9xzAMPbdyDD2xtAw9svYMPTM6DT2bfw09CsUNPYIKDj3/Tw49GpUOPT/aDj1qHw89nmQPPfqrDz2w9A89bT0QPTSGED3vzhA9bhcRPfVfET2FqBE9HvERPcY8Ej0WiRI9btUSPdAhEz0WbhM9OboTPWYGFD2aUhQ9Ip8UPSnvFD05PxU9Uo8VPXXfFT2FLxY9kX8WPajPFj3IHxc9VXEXPWjFFz2HGRg9rm0YPd7BGD0KFhk9PWoZPXy+GT3EEho91GkaPT7CGj2zGhs9MXMbPb7LGz1XJBw9+3wcPanVHD2ALh09jIsdPaToHT3HRR4986IePUEAHz2hXR89DbsfPYQYID3edyA95tkgPfo7IT0ZniE9SwAiPcBiIj0/xSI9yicjPWKKIz308CM9XVgkPdK/JD1UJyU9Fo8lPQ/3JT0UXyY9JscmPa0wJz3KnSc99QooPSx4KD105Sg9UlMpPT7BKT03Lyo9Pp0qPVQPKz2pgis9C/YrPXtpLD1Y3Sw9mlEtPenFLT1HOi49TrAuPUgqLz1QpC89Zx4wPZyYMD2/EzE98Y4xPTMKMj2DhTI9yQUzPQWHMz1RCDQ9rIk0PcwLNT1njjU9EBE2PcmTNj06GTc9OaI3PUcrOD1ntDg96z05PZPIOT1MUzo9F946PUNpOz2x+js9Mow8PcQdPT1lrz09jkI+PQHWPj2GaT89HP0/PZ6VQD1GMEE9ActBPc1lQj2/AUM9sZ5DPbY7RD3O2EQ9z3hFPXUdRj0swkY9+GZHPWUMSD2qs0g9AVtJPW8CSj23qko9L1pLPbsJTD1euUw9FGlNPZIbTj0+zk49/oBPPdIzUD3Y7VA9QKlRPb5kUj1SIFM9Wt5TPVedVD1sXFU9mBtWPXzgVj3YqFc9UHFYPd85WT2YBFo9TdFaPRueWz0Ba1w9HjxdPbISXj1d6V49IsBfPXaYYD2Xc2E90k5iPSYqYz16CGQ9gu5kPaTUZT3jumY9VqJnPReOaD3yeWk962VqPehTaz31TGw9H0ZtPWc/bj0WOW89ojVwPU8ycT0aL3I9sSxzPRM3dD2UQXU9NEx2PRNXdz1pang93n15PXSRej0rpXs9D8R8PULjfT2WAn89BxGAPcmjgD25NoE9vMmBPdBcgj3M+YI9YZeDPQk1hD3C0oQ9922FPRYJhj1JpIY9jj+HPR3thz3Vm4g9o0qJPYT5iT2Anoo9FEOLPbzniz13jIw9PEWNPbv+jT1RuI49/3GPPTcukD2M6pA99qaRPbRjkj1QKpM9CPGTPdW3lD2Of5U9+VOWPX0olz0b/Zc9p9GYPe2kmT1OeJo9xkubPUwgnD3p+Zw9oNOdPXCtnj3IiZ89y26gPehToT0jOaI9bSGjPSERpD3zAKU94fClPZ3npj0p6qc91uyoPaLvqT2X9qo9rQKsPeYOrT1AG649LyyvPSFBsD00VrE9aWuyPTmLsz1BsbQ9cNe1PcL9tj1tJLg9U0u5PVtyuj2Imbs9IuC8PYEsvj0Keb89usXAPXIQwj1BW8M9OqbEPevxxT1vQ8c9HpXIPfXmyT0mQMs9VrLMPbQkzj0+l8897wzRPQGI0j1DA9Q9sn7VPXgJ1z3potg9ijzaPV/W2z2Hdt09/RnfPai94D2EYeI9bRnkPbXV5T00kuc96U7pPd0f6z0i8ew9pMLuPSSZ8D1Ih/I9qXX0PUZk9j0vXvg9vWz6PYp7/D2biv490lAAPsRfAT7WbgI+Cn4DPiuUBD7drAU+scUGPqjeBz6IDgk+B0AKPqtxCz5MpQw+meMNPg4iDz6qYBA+bqYRPn/4Ej65ShQ+Hp0VPub4Fj5IWxg+170ZPpAgGz7xlBw+XA0ePvOFHz4RACE+x5AiPq4hJD7GsiU+Bk0nPlf8KD7eqyo+mVssPvUWLj7U2y8+6qAxPjlmMz54RDU+ySg3PlYNOT6s9Do+rfw8PuwEPz5uDUE+XR1DPkY7RT5xWUc+4XdJPkGsSz4h7k0+SjBQPrlyUj4H2VQ+XENXPvytWT5mJFw+LMpePkdwYT61FmQ+x81mPumVaT5kXmw+NidvPrUWcj5HEHU+Nwp4PnsKez4oPH4+HreAPlpQgj6E9YM+taqFPh5ghz68FYk+ceOKPl65jD6Bj44+42iQPiRlkj6lYZQ+ZF6WPgprmD7cjZo+8LCcPknUnj4FFaE+OF+jPrOppT6W+ac+M3OqPh3trD5XZ68+0fixPuKktD5JUbc+Bf65PkTUvD5es78+1JLCPnp+xT5jmsg+sbbLPmHTzj7uE9I+R2/VPgvL2D44J9w+I8DfPlNc4z71+OY+tbHqPsqf7j5bjvI+an32Pn2j+j5q3f4+8IsBP1+vAz/X9wU/mEAIP6SJCj9l6ww/umEPP2DYET9UTxQ/ZPcWP9OhGT+WTBw/NAgfPyjfIT94tiQ/IY4nPxWUKj9+pS0/S7cwP/rWMz9QIjc/D246Pzi6PT/vKkE/X61EPz8wSD+tu0s/a4JPP6JJUz9UEVc/jgFbP0cQXz+CH2M/hTBnP91saz+9qW8/JudzP5RUeD+b83w/nMmAP7IZgz8NjYU/HwKIP4F3ij9j+ow/n46PPy0jkj8OuJQ/+HqXP05Cmj/+CZ0/sOafPwbioj+73aU/0dmoP1/4qz8nG68/Uj6yP89ztT+5xLg/DRa8P85nvz93xsI/4SbGP7eHyT/f7Mw/7FfQP2nD0z9UL9c/4W/aP8Gt3T8I7OA/m9rjP4pq5j/L+ug/YIvrP3Y87T/V6u4/a5nwP6Kh8T+9EfI/5oHyP6LZ8j/NyvE/1rvwP7ys7z8np+0/kwTrP6lh6D9qjOU/i7jhPzHk3T9ZD9o/e6HVP7b40D9aT8w/w67HP6Qkwz/ymb4/rA66P6retT8vvbE/LputPxu/qT/TPaY/GLyiPxs8nz+gMpw/wyiZP4Ielj9pS5M/C5yQP1fsjT9dRYs/TsKIP+0+hj87u4M/AFyBP1kLfj8bXnk/Msp0P8ZbcD/K7Gs/M35nP1lJYz/1E18/B95aPyvQVj9V2VI//eFOP2r7Sj+nRkc/bJFDP7bbPz8AUjw/sM04P+9INT/G5zE/06cuP3NnKz9iLyg/tiUlP6QbIj8xER8/xjMcPzVhGT9GjhY/CNITP0wxET86kA4/8fMLPyeBCT8ODgc/pJoEP+ZLAj/cBwA/DYf7PlUf9z4D4vI+JqTuPmJv6j4Xh+Y+Tp7iPgK13j57B9s+h2nXPhvL0z4JSNA+bOPMPmB+yT7OI8Y+uwDDPkPdvz5iubw+rMe5Pu/dtj7T87M+YyaxPolvrj5XuKs+Tw2pPrqEpj7P+6M+knKhPjYbnz7IxJw+DW6aPqYwmD5S/pU+tcuTPmmokT7Vmo8+/oyNPv+Diz52mYk+ra6HPqbDhT5t+YM+qjOCPq1tgD5bY30+wvd5PrmLdj4tOXM+xBRwPvTvbD7Qz2k+wtlmPlDjYz597GA+wA5ePsA0Wz5fWlg+SqhVPrMOUz7HdFA+KexNPld/Sz40Ekk+VahGPoZRRD5r+kE+AaM/Pm1lPT5/KTs+Re04PqjMNj4KtzQ+KaEyPnKiMD4Yuy4+f9MsPmDtKj44Cyk+1CgnPv9JJT6FkyM+0NwhPuMlID7weR4+Mc8cPjskGz7ahhk+V+8XPp9XFj6GyxQ+xUoTPtDJET4RUhA+1u0OPm6JDT7UJgw+wc8KPoB4CT4TIQg+n9EGPjyCBT6sMgQ+7PgCPlXEAT6XjwA+C8n+PYl9/D25Mfo9IO33PS6w9T3zcvM9Uj7xPTkb7z3Z9+w9a9rqPe7X6D0v1eY9MNPkPQPn4j2X+uA96Q3fPZg43T11Zds9GZLZPZ7S1z3GGNY9sl7UPcmZ0j3eztA9swPPPRFazT2/zss9OkPKPWS3yD0oK8c9vJ7FPXAYxD0JocI9cSnBPYq2vz1yWL49LPq8PSybuz0RNro9xtC4PUxrtz2KGbY908e0PfB1sz2ILrI9MeiwPa+hrz0Oaa49mTOtPfr9qz1x06o9Aq2pPWqGqD37aqc9ilWmPfQ/pT2RL6Q9/SKjPUYWoj1CC6E94QGgPVv4nj3O9p09R/+cPaAHnD2bDJs9RQyaPcwLmT2rDZg9XRSXPe8alj0UL5U96mWUPaackz3rzpI9HvORPTQXkT3/OZA96VePPbR1jj0ImI094tGMPaELjD0uRYs9+n2KPay2iT238Ig9czaIPRZ8hz2xwIY9kfuFPVY2hT2ocoQ9w8ODPcgUgz0XZoI9Cr2BPecTgT31aoA9K41/PUFEfj3J+3w9tL17PXZ/ej1UQXk9dQd4PWrNdj3Jk3U9/2F0PRAwcz13AXI9bfxwPUD3bz3R7249vNNtPYS3bD1Gmms9P3ZqPQ9SaT14L2g9OhdnPdf+ZT1P62Q9je9jParzYj1D+GE9DP9gPbYFYD1xD189xCJePfc1XT3tSVw95V9bPb51Wj2Zj1k9SbFYPdzSVz1h9VY9YhlWPUY9VT02ZlQ9RJVTPTXEUj1D9FE9WCVRPVBWUD1pjU893chOPTcETj3CQE094n1MPeW6Sz06/0o9MkZKPRKNST0m1Ug9bR1IPZxlRz1LtkY95AdGPWdZRT0OrEQ9ov5DPdVRQz1SrUI9uAhCPTdkQT11wEA9nhxAPRR7Pz2h3z49GUQ+PcWoPT3QDT09xXI8PbvbOz26SDs9prU6PcMiOj32jzk9Fv04PeNvOD215Dc9dVk3PUbONj0KQzY9urc1PcozNT3irzQ96Cs0PdSnMz2uIzM9UKEyPTkkMj0SpzE9xSkxPUSsMD20LjA92rQvPRg+Lz1Ixy49HFAuPcDYLT1UYS09gO8sPaB+LD2uDSw9IZwrPYcqKz3zuSo9n04qPT3jKT2Udyk9cwspPUKfKD0gNig97M8nPaxpJz3eAic9yJsmPaQ0Jj2P0iU9NnElPccPJT2DrSQ9M0skPS7qIz1tjSM9oDAjPWHTIj2PdSI9sBciPTi9IT3AZCE9OgwhPduyID1BWSA9zP8fPWKrHz3vVh89KwIfPY6sHj3lVh49jAMePfiyHT1ZYh096RAdPQ6/HD0nbRw9qx8cPavSGz16hRs9LjcbPdXoGj0knBo9j1IaPe4IGj2Qvhk9pHMZPbAoGT2A4Rg9GZsYPZRUGD3WDBg9DsUXPaZ+Fz1YOxc9APgWPeGzFj0hbxY9VyoWPR7pFT2vqBU9HmgVPTImFT0/5BQ9tqMUPQxmFD1bKBQ9xukTPZWqEz1baxM9vy8TPab0Ej1QuRI9tHwSPQ5AEj0eBRI9icwRPeyTET00WhE9ACARPcPlED2ArxA9QXkQPYxCED2xChA9ztIPPSWdDz0iaQ89FzUPPa//Dj0Myg49C5UOPShjDj0+MQ49kf4NPRDLDT2Ilw096WYNPQ83DT0FBw09htUMPf6jDD36cww9E0YMPSYYDD396As9YLkLPfiJCz3sXQs92jELPR0FCz1b1wo9k6kKPVJ+Cj0DVAo9lSkKPZj9CT2W0Qk97qYJPU1+CT2mVQk9wysJPW8BCT1m1wg9ZrAIPWGJCD2aYQg94DgIPSIQCD0D6gc9hsQHPcKeBz2adwc9bVAHPeYqBz3iBgc92uIGPVe9Bj2glwY9tnIGPSJQBj2JLQY93gkGPZPlBT1KwQU9EKAFPdB+BT3gXAU94jkFPd8WBT1E9gQ9VtYEPRu2BD10lAQ9yHIEPcpSBD0dNAQ9bBUEPQ71Az2Y1AM9MrUDPbmXAz0+egM9aVsDPSU8Az1dHQM9EAEDPb7kAj1kxwI9SakCPSmLAj3gbwI9llQCPZw4Aj2jGwI9p/4BPQPkAT3UyQE9MK8BPUSTAT1UdwE9TV0BPSBEAT28KgE91Q8BPev0AD2E2wA9T8MAPRarAD0ukQA9QHcAPX5eAD06RwA98y8APSwXAD1k/P88Osz/PJaf/zzscv88fkP/PFIT/zxx5P48gLn+PImO/jwqYf48yjL+PE4F/jwJ3P08v7L9PEqH/TykWv08jS79POcG/Tw93/w8nrX8PKCK/Dz2X/w82zn8PLoT/DzG6/s8VcL7PA6Z+zyFdPs89k/7PKIp+zy2Afs83dn6PMi2+jywk/o81m76PFpI+jzsIfo8PAD6PIje+Tweu/k8H5b5PDpx+TzoUPk8kjD5PHAO+Ty/6vg8RMf4PEio+DxHifg8aGj4PBpG+DwqJPg8bQb4PKvo9zzpyPc83Kf3PGuH9zzwavc8ck73PL8v9zzuD/c8A/H2PLvV9jxwuvY8uJz2PB5+9jzCYPY8qEb2PIks9jyoD/Y8KvL1PFTW9TxgvfU8aqT1PE6I9Tzoa/U8qFH1PNM59TziIfU8oAb1PFvr9Dy00vQ84Lv0PIWk9DxJivQ8CnD0PAZZ9DxGQ/Q8hCz0PEwT9DwQ+vM8teTzPPbP8zysufM8aqHzPDqJ8zx8dfM8umHzPNhL8zyONPM8Gx7zPFEL8zyE+PI88uLyPJTM8jzdt/I89KXyPAqU8jyufvI8NGnyPFRW8jxxRfI85jPyPDUf8jyBCvI8YvnxPE3p8TzM1/E8BsTxPD6w8Tz6oPE8tpHxPCuA8TwwbfE8QlvxPOBM8Tx8PvE83CzxPKoa8Ty8CvE8Sv3wPGbv8DzS3fA8PczwPEy+8DyosfA8eqPwPKuS8DzlgfA8C3bwPDFq8DyeW/A8j0vwPLs88DzoMPA8EyXwPIoW8DzRB/A8R0KEPAdbhDzJc4Q8jYyEPGilhDxWvoQ8R9eEPDjwhDwvCYU8JyKFPFc7hTyiVIU87m2FPD2HhTyQoIU85bmFPFzThTzZ7IU8WgaGPN4fhjxlOYY881KGPBRthjw4h4Y8XqGGPIe7hjyz1YY8zO+GPJ8Jhzx1I4c8Tj2HPCpXhzwHcYc8Q4uHPOulhzyXwIc8RduHPPb1hzyqEIg8MiuIPKZFiDwcYIg8l3qIPBSViDyTr4g81cqIPC3miDyGAYk84RyJPD84iTySU4k8mW6JPKaJiTy0pIk8xL+JPNnaiTxT9ok8ThKKPEouijxKSoo8TGaKPFKCijwbnoo8z7mKPIjVijxC8Yo8/wyLPMUoizxYRYs88GGLPIl+izwmm4s8xbeLPE/Uizyo8Is8BQ2MPGUpjDzIRYw8LmKMPC9/jDyBnIw817mMPC/XjDyL9Iw86BGNPOoujTzsS4089GiNPP6FjTwKo408bMCNPGfejTxo/I08axqOPHM4jjx8Vo48T3SOPA2SjjzOr448k82OPFnrjjw4CY887SePPKRGjzxgZY88H4SPPOCijzyCwY88AeCPPIL+jzwHHZA8kDuQPBtakDxueZA83ZiQPFC4kDzI15A8QveQPKoWkTzmNZE8I1WRPGR0kTypk5E88rKRPObSkTwd85E8VhOSPJMzkjzUU5I8DXSSPBCUkjwWtJI8INSSPC30kjw9FJM84jSTPOFVkzzjdpM86ZeTPPO4kzz52ZM8xvqTPJcblDxsPJQ8RF2UPB9+lDyMn5Q8ZsGUPEPjlDwkBZU8CSeVPOtIlTyMapU8MIyVPNmtlTyEz5U8NPGVPHgTljwpNpY83ViWPJZ7ljxSnpY8C8GWPIjjljwKBpc8jyiXPBhLlzykbZc815CXPGy0lzwE2Jc8oPuXPEAfmDzYQpg8NmaYPJmJmDz/rJg8aNCYPNbzmDwMGJk8jDyZPBFhmTyYhZk8JaqZPJ3OmTzo8pk8NheaPIk7mjzfX5o8OYSaPIqpmjz/zpo8ePSaPPQZmzx1P5s82GSbPBqKmzxir5s8rdSbPP35mzxqH5w8zkWcPDdsnDykkpw8FbmcPIvfnDzaBZ08HCydPGFSnTyqeJ08+p6dPKrFnTwV7Z08hBSePPg7njxvY54864qePC6ynjxz2Z48vQCfPAwonzxeT588cXefPO6fnzxuyJ889PCfPH4ZoDz3QaA8RmqgPJqSoDzyuqA8T+OgPLALoTxENaE8316hPH6IoTwgsqE8yNuhPEQFojyvLqI8H1iiPJSBojwMq6I8A9WiPLL/ojxnKqM8IVWjPN9/ozybqqM8KtWjPL3/ozxUKqQ88FSkPJJ/pDw+q6Q8HdekPAIDpTzsLqU821qlPK2GpTxqsqU8K96lPPIJpjy9NaY8+2GmPBCPpjwqvKY8SemmPG4WpzyRQ6c8gnCnPHqdpzx0yqc8dvenPHskqDyuUqg8DYGoPHGvqDza3ag8SAypPJY6qTzVaKk8GZepPGPFqTyx86k8oSKqPEdSqjzxgao8oLGqPFbhqjwBEas8jkCrPB9wqzy2n6s8U8+rPBn/qzwZMKw8H2GsPCuSrDw9w6w8U/SsPEQlrTw4Vq08MIetPC+4rTwy6a08UBuuPL5NrjwygK48q7KuPCnlrjyMF68840mvPD58rzygrq88B+GvPDIUsDwZSLA8BHywPPavsDzt47A82hexPLBLsTyMf7E8bbOxPFXnsTyuG7I8G1GyPI+GsjwIvLI8h/GyPAInszxYXLM8tJGzPBbHszx+/LM8FjK0PBdptDwdoLQ8K9e0PD4OtTxVRbU8Sny1PEWztTxH6rU8TiG2PFtYtjz3kLY8pMm2PFgCtzwSO7c81HO3PHSstzwY5bc8wx24PHJWuDwpj7g8Ucm4PLIDuTwaPrk8iXi5PP+yuTxZ7bk8tCe6PBViujx9nLo87Na6PMwSuzwCT7s8Pou7PIHHuzzKA7w8+T+8PCh8vDxduLw8mvS8PN0wvTyQbr08mKy9PKbqvTy8KL482Wa+POOkvjzx4r48BCG/PB5fvzxBnb889dy/PPEcwDz1XMA8AZ3APBLdwDwPHcE8D13BPBedwTwm3cE8PB3CPBtfwjwfocI8KePCPDolwzxTZ8M8XqnDPHDrwzyJLcQ8q2/EPPSxxDwG9sQ8ITrFPEF+xTxrwsU8mQbGPMRKxjz2jsY8MNPGPHAXxzwxXMc8eqLHPMvoxzwkL8g8hXXIPOu7yDxRAsk8wEjJPDiPyTy31ck8JR3KPLllyjxUrso8+PbKPKQ/yzxUiMs8CtHLPMgZzDyMYsw8WqvMPKf1zDyfQM08nYvNPKXWzTy1Ic4812zOPAO4zjw4A888dE7PPLmZzzwm5888nzTQPCCC0Dysz9A8Qh3RPOxq0TyguNE8XQbSPCNU0jypotI8tfLSPMdC0zzjktM8CePTPEkz1Dyjg9Q8BdTUPHAk1TzldNU8+sbVPMEZ1jyTbNY8br/WPFES1zxcZdc8dLjXPJYL2DzBXtg8PrLYPNQH2TxyXdk8HLPZPM4I2jyeXto8nbTaPKgK2zy6YNs817bbPGUO3DwCZ9w8q7/cPF0Y3TwZcd08BcrdPAcj3jwTfN48KdXePHwu3zwuit887uXfPLVB4DyJneA8fvngPKhV4TzcseE8Gg7iPGVq4jxXyOI8WSfjPGWG4zx85eM8nkTkPAWk5Dx/A+U8AWPlPJDC5TyyIuY8F4XmPIfn5jwCSuc8iaznPEQP6Dwxcug8LdXoPDE46TxCm+k8rgDqPLJm6jzCzOo83TLrPBKZ6zyi/+s8PmbsPOjM7DycM+08upvtPHQF7jw4b+48CtnuPOdC7zw2re88qRfwPCaC8Dyw7PA8xFfxPGvF8TweM/I836DyPKsO8zzMfPM8NuvzPK5Z9DwyyPQ8xTb1PDKo9TwCGvY83Iv2PMb99jzmb/c8huL3PDFV+Dzqx/g8sDr5PLiv+TzqJfo8Kpz6PHUS+zzZiPs82P/7POV2/DwA7vw8KGX9PATe/Ty4WP48eNP+PEpO/zwmyf88YCIAPTxgAD0gngA9C9wAPZEaAT1UWgE9HZoBPe7ZAT3GGQI98VkCPTqaAj2L2gI94xoDPadbAz3qnQM9NuADPYkiBD3jZAQ9kqcEPW/qBD1ULQU9QHAFPXizBT1l+AU9WT0GPVWCBj1bxwY9swwHPURSBz3dlwc9ft0HPVgjCD0Jawg9w7IIPYb6CD1QQgk9fooJPfHSCT1tGwo98mMKPa+sCj1U9wo9AUILPbeMCz121ws9nSIMPQpuDD2CuQw9AQUNPdBQDT2Tng09XuwNPTQ6Dj0SiA49aNYOPQElDz2jcw89TcIPPXURED2CYhA9mrMQPbsEET3mVRE9n6cRPZL5ET2MSxI9kp0SPVrwEj3cRBM9ZpkTPf3tEz2cQhQ9+ZcUPXntFD0EQxU9mZgVPVXvFT2ERxY9vJ8WPf/3Fj1TUBc9h6kXPcUCGD0OXBg9Y7UYPWIQGT1ubBk9g8gZPaQkGj0FgRo9M94aPWo7Gz2tmBs9+/UbPaJVHD3MtRw9ABYdPUF2HT0I1x09cDgePeWZHj1k+x49Jl0fPZHBHz0HJiA9iIogPRbvID2PVCE9a7ohPVUgIj1MhiI9Yu0iPW5WIz2IvyM9rSgkPeWRJD1q/CQ9+2YlPZrRJT1EPCY9IakmPREXJz0PhSc9GfMnPbBhKD090Sg92UApPYGwKT1NICo9apMqPZUGKz3NeSs9Eu0rPXdhLD1X1iw9Q0stPT7ALT26Ni49WK8uPQQoLz2+oC89uBkwPTyUMD3QDjE9cIkxPSAEMj30gTI9eAAzPQp/Mz2s/TM9XX00Per9ND2HfjU9NP81PQ2BNj3DBTc9iIo3PV4POD1PlDg9Rhs5PU2iOT1jKTo9i7A6Pe86Oz1Uxjs9y1E8PVDdPD0Raj096/c9PdiFPj3TEz89J6M/PaM1QD0wyEA9zVpBPaTtQT3QgkI9DhhDPV+tQz3CQkQ9GdxEPTl2RT1tEEY9sqpGPbVGRz3B40c94IBIPRMeST10vUk9s19KPQQCSz1opEs9kEdMPQDtTD2Ekk09HThOPQzeTj0FiU89FjRQPTrfUD1xilE9ezhSPQLnUj2flVM9UERUPf32VD1sq1U98V9WPYwUVz0Wy1c9T4NYPZ87WT0F9Fk9yq5aPVZtWz32K1w9rupcPWOqXT0TbV492i9fPbjyXz1PtmA9uX9hPTtJYj3VEmM9htxjPWSqZD1+eGU9sEZmPfsUZz0k6Wc9dr5oPeKTaT1kaWo9Z0JrPcEcbD0292w9xNFtPQCxbj0Uk289RnVwPZJXcT20PHI9bSRzPUIMdD0y9HQ9o991PZ/Pdj20v3c95694PSyieT0umHo9TI57PYeEfD05fX09OHx+PVN7fz1HPYA9nr2APY5AgT2Mw4E9m0aCPXbKgj2bUoM90dqDPRdjhD2y64Q99HaFPUYChj2qjYY9YRmHPSOqhz34Oog928uIPeJciT0o8ok9gIeKPekciz1msos910yMPXDnjD0bgo092ByOPW+7jj08Wo89H/mPPRSYkD0JPpE9cOSRPeuKkj15MZM9lNmTPdmBlD00KpU9otKVPQGGlj0aOpc9Se6XPY2imD1SVZk9HAiaPfq6mj3ubZs96iycPWDsnD3sq509kGuePaMvnz3W8589IbigPbF8oT0KSaI9fhWjPQrioz1Dr6Q9iYWlPedbpj1hMqc9RAmoPfbiqD3BvKk9qJaqPbNxqz1SUqw9DDOtPd8Trj3L9q490eCvPfLKsD0ytbE9FKKyPVmVsz2+iLQ9PXy1PXd0tj3ddLc9Y3W4PQl2uT2rero9OIS7PeiNvD23l709QKa+Pei4vz2xy8A9m97BPYT5wj0fGcQ94DjFPcJYxj3KfMc9aaLIPSjIyT0O7so9uCbMPeJizT0zn849qtvPPfQc0T2QXtI9VKDTPQ7j1D37LdY9EnnXPVHE2D1cFNo9m3TbPQTV3D2YNd49IJrfPW4F4T3rcOI9k9zjPc1S5T0k0+Y9qVPoPV7U6T37XOs9r+nsPZV27j2qA/A9VqDxPW9A8z284PQ9OoH2PTkz+D2E5fk9BZj7PWFO/T3MFv89uG8APidUAT7SPAI+Oy0DPsEdBD5kDgU+ngMGPsX8Bj4L9gc+cO8IPv3vCT4v8wo+gvYLPvT5DD4zDQ4+liEPPhw2ED6ITBE+K20SPvKNEz7drhQ+jdUVPigGFz7oNhg+z2cZPlmhGj754Bs+vyAdPq1gHj4trx8+BQEhPgVTIj5HpiM++gslPthxJj7j1yc+90QpPjTCKj6hPyw+Or0tPtdFLz5z1zA+QWkyPkL7Mz6joTU+/kw3Po34OD5bpjo+UG48Pn02Pj7i/j8+W89BPhSvQz4Fj0U+NG9HPohiST6kYUs+AGFNPplgTz4qf1E+NaFTPoHDVT6+7lc+wz1aPhGNXD6p3F4+sj1hPp2wYz7YI2Y+X5doPvstaz67zW0+zG1wPoYTcz5w5XU+tLd4PlOKez5vc34+ZL2APkBBgj5MxYM+rV+FPqgBhz7Vo4g+7kiKPnENjD4t0o0+IJePPkdrkT6kVJM+Oz6VPhEolz5/L5k+ckCbPqVRnT4NaJ8+wKahPrjloz76JKY+cHuoPnLsqj7CXa0+YM+vPhdtsj4uFLU+mLu3PnVvuj65VL0+WzrAPlcgwz7ZLMY+HFbJPsR/zD7Rqc8+CBnTPuWL1j4v/9k+MZDdPplZ4T55I+U+0+3oPtD57D5qHfE+iUH1Phl0+T5W/f0+kkMBP8KIAz/+6wU/PmgIP83kCj+sYQ0/bRkQP/bTEj/XjhU/dWEYP6ZaGz84VB4/KU4hPyCCJD9pxCc/GgcrPxNcLj+36jE/zHk1P1UJOT9OzTw/oapAP3CIRD8NcUg/GKVMP6fZUD+/DlU/i3ZZP3cEXj/0kmI/MiRnPzH/az/N2nA/Bbd1P9zCej/j/38/yZ6CP/U9hT82A4g/VcqKP8+RjT9fZ5A/CE+TPw43lj9yH5k/biacP34wnz/xOqI/dk+lP5VyqD8Zlqs/A7quP9njsT+3DrU/+zm4P8pjuz86i74/DrPBP0nbxD8m5cc/J+zKP4vzzT+m5dA/wLnTPzaO1j8HY9k/nuHbP2Za3j9/0+A/GQLjP0XY5D+sruY/T4XoP8WZ6T/Uq+o/Bb7rP/JQ7D+Ab+w/E47sPzab7D+zqOs/E7bqP1TD6T8oJ+g/Dh/mP7MW5D946eE/yAHfP7oZ3D9OMdk/1s/VP8k/0j9Ir84/bxLLP75Xxz+SnMM/7eC/P3YtvD/werg/8se0PzIrsT9oq60/KiuqP2Orpj8hXKM/dAygP1q8nD8Xipk/E2uWP6pLkz/CM5A/BjuNP+lBij9rSIc/G3SEP9WogT9oun0/EUd4P9QIcz/syW0/3YtoP1+oYz9CxF4/ht9ZP902VT/OsFA/KipMP3C7Rz9/k0M/CGs/PwhCOz98Yzc/VI4zP6+4Lz+vECw/Q5MoP2QVJT9SoyE/nnIeP4BBGz/6Dxg/BhkVP0EwEj8eRw8/iXsMP8fTCT+wKwc/wokEP68cAj+WXv8+MoP6Pkj99T5lkPE+8SLtPqDe6D45z+Q+TL/gPim53D7fBNk+HVDVPuCa0T66Jc4+VsHKPoJcxz6iF8Q+UvbAPp3UvT51vbo+Cd63PkD+tD4YHrI+dXCvPuDKrD72JKo+/punPtcppT5ft6I+C1GgPgMNnj6vyJs+EISZPhJslz7oVJU+ej2TPnc/kT6WTI8+dFmNPqd0iz4npIk+a9OHPhQHhj5SVoQ+VqWCPiT0gD7FvH4+t5h7Pj90eD7ZaHU+EW1yPudwbz6BiGw+8MNpPgH/Zj5SPmQ+vKNhPtIIXz6PbVw+ae5ZPoZzVz5P+FQ+MJpSPrtNUD75AE4+MsJLPuGZST5JcUc+YkxFPsI8Qz7fLEE+txw/PgklPT7vLjs+kjg5PqlXNz5HfzU+p6YzPjjeMT4bJjA+xm0uPjO5LD4wDis+92IpPhu6Jz6KLCY+xJ4kPssQIz4fkCE+9hAgPpyRHj5hHh0+Y7AbPjZCGj5R3Rg+e4EXPnglFj72zxQ+SIgTPnBAEj5e+hA+ib8PPoiEDj5fSQ0+QxgMPknnCj4ntgk+w5MIPtV0Bz7CVQY+wT4FPiwsBD51GQM+/goCPg4BAT707f89CeH9Pdvi+z1r5Pk9XOr3PVUE9j0QHvQ9aDjyPW5l8D03ku49wr7sPcD96j1tPuk94n7nPbrO5T3nIuQ92XbiPRXL4D1fH989b3PdPWja2z14Uto9VMrYPe9E1z2Zw9U9EkLUPT7F0j3gU9E9U+LPPQd0zj1QFM09bbTLPalUyj3e98g945rHPbw9xj1R78Q95aDDPUxSwj17DcE9psm/PaeFvj1FTL09RxW8PSDeuj2xr7k9dYS4PRFZtz3iNbY9Fhe1PST4sz073rI9AcixPaSxsD1Rnq898o2uPW99rT1dcqw9Km6rPdNpqj2PZak9eGGoPT5dpz1ZW6Y9RV6lPRFhpD3zaqM9C4eiPQWjoT3ZvaA9ONWfPXjsnj3PA5492xudPcgznD0/Tps9F3aaPdGdmT3dxZg9gvCXPQoblz14RpY9CHqVPXutlD204JM9gxKTPThEkj3LdpE9hrWQPSj0jz0NM489S3eOPXC7jT3H/4w96EiMPfKRiz0v24o9aymKPY93iT3WxYg9mReIPUZphz0pu4Y9PhGGPT1nhT0gvoQ9kyCEPfKCgz3/5II9pkSCPTikgT3LA4E98GOAPf6Hfz1mSX49XRN9PS7dez3cqXo95IR5PcNfeD24O3c9Mhx2PYn8dD1C33M9iclyPaqzcT1Xn3A99I5vPWt+bj0McW0942lsPZhiaz1NXWo9IltpPdVYaD2KWmc9GmFmPYhnZT1pcGQ9lHtjPZ2GYj1+lmE9zalgPf68Xz0N0149kOpdPfIBXT0XH1w9Rj5bPVldWj2qf1k9pqJYPYTFVz0C71Y9LBlWPTxDVT3mcFQ9gZ5TPZDMUj0JAVI9ZjVRPUZqUD3ioU89ZdlOPaoSTj2iUE09gI5MPX3NSz1UDks9Dk9KPdeSST2z2Ug9dyBIPeFoRz1NskY9oPtFPUNJRT1qmEQ9eOdDPaY4Qz0bikI9edtBPXIyQT1oiUA9jeA/Pas5Pz2ykj49DO09PWJLPT2gqTw9pwg8PeFoOz0IyTo99Ss6PTCROT1W9jg9wFw4Pa7DNz2FKjc9jpU2PUQBNj3nbDU9Mdo0PWZHND1ctTM9TCczPSmZMj14CzI9u34xPezxMD1rZzA9H98vPcFWLz1Lzy49NEguPQzBLT2nPS09ybosPew3LD1Stis9pzQrPeizKj1DNio9jrgpPVU7KT3Hvig9KEIoPQLIJz1NTyc9htYmPaleJj3w5iU9SG8lPUz7JD1BhyQ9ZhMkPUagIz0WLSM9jrsiPQVMIj1t3CE9am0hPar+ID3ZjyA9LyQgPda4Hz2JTR899OIePVB4Hj3XDh49k6cdPUNAHT1Z2Rw9tHIcPQIMHD0FqBs9kkQbPR7hGj1Ffho9XRsaPWq5GT2pWRk92/kYPWCaGD0iOxg919sXPQJ/Fz20Ihc9ZMYWPZRqFj24DhY907MVPehaFT3wARU9OakUPapQFD0N+BM98qETPSxMEz1r9hI9B6ESPZZLEj1L9xE9l6QRPddRET1X/xA966wQPXRaED2sChA94boPPSBrDz2OGw898MsOPdd9Dj3aMA491OMNPQCXDT0qSg09vv0MPW+zDD0XaQw90R4MPaDUCz1ligs9HUILPVb6Cj2Lsgo95moKPTcjCj2D3Ak9MZcJPdZRCT2RDAk9TccIPSaCCD0yPwg9NfwHPTy5Bz1Mdgc9UzMHPQHyBj1KsQY9i3AGPdYvBj0Y7wU9Oa8FPa5wBT0aMgU9iPMEPfK0BD2HdgQ9EzoEPZb9Az0RwQM9h4QDPfRHAz0UDQM9mtICPRaYAj2EXQI96iICPWPpAT3YsAE9RHgBPZ0/AT3sBgE9vc4APRKYAD1fYQA9kyoAPWzn/zytef883w//PAOm/jz8O/48vtH9PHFn/Tw4AP081Zn8PFMz/Dx0zPs8hWX7PMAA+zyqnfo8iDr6PPbW+TxQc/k8/BD5PBKx+DwaUfg8wPD3PDyQ9zxQMPc8gtP2PKh29jxuGfY86rv1PFhe9TxzBPU8h6r0PFVQ9DzC9fM8IpvzPIZD8zx67PI8OpXyPHw98jyy5fE8QJDxPNo78TxX5/A8XJLwPFY98Dwk6u88ZZjvPJpG7zxC9O483aHuPOZQ7jzAAe48kbLtPNBi7Tz0Eu08IsTsPGh37DykKuw8X93rPPKP6zxEQ+s87PjqPImu6jy2Y+o8rBjqPCTO6Twnhuk8Hj7pPJz16DzPrOg8VGToPIoe6Dy42Oc8epLnPO5L5zyOBec87cHmPEJ+5jwqOuY8tvXlPFex5TzQb+U8QS7lPEfs5DzuqeQ8mWfkPBYo5DyN6OM8kKjjPCpo4zzGJ+M8OuriPKWs4jyhbuI8NTDiPNPx4TwgtuE8Z3rhPDo+4TyqAeE8NMXgPGCL4DyEUeA8KBfgPGjc3zzeod880mnfPMAx3zwW+d48CsDePFiH3jwKUd48tRrePL3j3TxwrN08pnXdPAJB3TxYDN08+tbcPFSh3DxlbNw8YDncPFMG3Dxy0ts8Xp7bPERr2zzdOds8cAjbPADW2jxzo9o8KHLaPEhC2jxYEto8WOHZPFKw2TzYgNk8cFLZPNcj2TxR9Ng8xMTYPBiX2Dwkatg81jzYPLMO2DyK4Nc8oLTXPAyJ1zzxXNc8KzDXPGwD1zxQ2dY8L6/WPEKE1jzQWNY82S3WPAwF1jw53NU8ZrLVPESI1TweX9U8ojfVPCAQ1TxG59Q8W77UPPyW1DzOcNQ8VkrUPJgi1DzT+tM8TtXTPGyw0zzkitM8WmTTPMg90zwYGtM8ZPbSPJfR0jwYrNI8S4fSPOBk0jxxQtI8Wx7SPPX50TwN19E8xrXRPEiU0TwEcdE8vE3RPLYs0Tx6DNE8gOvQPEjJ0DwQp9A8AYjQPOxo0Dx0SNA8OSfQPLsG0DwQ6M88YsnPPOipzzxcis88mCmDPLlCgzzdW4M8AXWDPGWOgzwAqIM8n8GDPD7bgzzi9IM8hw6EPC8ohDzXQYQ8hFuEPDF1hDzjjoQ8lqiEPLbChDzq3IQ8I/eEPFwRhTyaK4U83EWFPGJghTzqeoU8dJWFPAGwhTyRyoU8IOWFPKP/hTwpGoY8sDSGPDxPhjzJaYY8l4SGPK+fhjzLuoY86dWGPAnxhjwuDIc8WCeHPIhChzy6XYc873iHPCiUhzxir4c8D8uHPMjmhzyDAog8Qh6IPAM6iDzHVYg8i3GIPFONiDwdqYg868SIPLvgiDzJ/Ig8JBmJPIA1iTzgUYk8Q26JPKmKiTwfp4k8n8OJPCPgiTyo/Ik8MRmKPMA1ijzCUoo8x2+KPM+MijzcqYo86saKPADkijwjAYs8SB6LPHI7izydWIs8zXWLPFCTizz/sIs8ss6LPGfsizwfCow82ieMPLRFjDyPY4w8boGMPFGfjDw1vYw8SduMPK/5jDwaGI08iDaNPPlUjTxtc4089JGNPIewjTwaz408s+2NPE4Mjjz4Ko48G0qOPEFpjjxriI48mqeOPMrGjjwK5o48WgWPPK4kjzwERI88X2OPPL2CjzyNoo88bsKPPFTijzw9ApA8KiKQPCRCkDw2YpA8TYKQPGaikDyEwpA8puKQPCwDkTzZI5E8ikSRPD9lkTz2hZE8uKaRPJbHkTx66JE8YAmSPEkqkjw2S5I8fGySPPaNkjx2r5I8+NCSPH/ykjwMFJM8tTWTPGFXkzwReZM8w5qTPHq8kzyK3pM83QCUPDUjlDyPRZQ87meUPFKKlDzXrJQ8X8+UPOzxlDx8FJU8ETeVPAFalTw2fZU8b6CVPK3DlTzu5pU8NAqWPJktljwAUZY8bHSWPNqXljxOu5Y8Jt+WPDoDlzxSJ5c8b0uXPI9vlzy5k5c8BriXPFXclzypAJg8AiWYPF1JmDwybpg8NJOYPDq4mDxE3Zg8UwKZPHInmTyvTJk88nGZPDiXmTyDvJk80OGZPLAHmjymLZo8n1OaPJ15mjyfn5o8u8WaPPHrmjwsEps8azibPK9emzwGhZs8+aubPPPSmzzv+Zs88CCcPPVHnDwbb5w8UJacPIq9nDzJ5Jw8DAydPI4znTyHW508hIOdPIWrnTyK0508lPudPNIjnjwVTJ48XXSePKicnjz4xJ48wO2ePM4WnzzeP5889GifPA6Snzw7u588jOSfPOINoDw8N6A8mmCgPPyJoDwctKA8Qd6gPGoIoTyZMqE8ylyhPCmHoTybsaE8EtyhPI8GojwPMaI84VuiPCuHojx6sqI8z92iPCYJozyKNKM8H2CjPLuLozxat6M8/uKjPKgOpDz7OqQ8c2ekPO+TpDxwwKQ89uykPKUZpTxyRqU8RHOlPBqgpTz3zKU8HfqlPM4npjyFVaY8QIOmPAGxpjzN3qY80AynPNg6pzzlaKc895anPA/Fpzzq86c85SKoPOVRqDzqgKg886+oPCzfqDx/Dqk81z2pPDNtqTyVnKk8ZsypPLL8qTwCLao8WV2qPLSNqjwnvqo8zu6qPHofqzwrUKs84oCrPLaxqzxW46s8/BSsPKdGrDxZeKw8DqqsPBXcrDwmDq08PUCtPFhyrTx7pK08WNetPG8KrjyMPa48rXCuPNOjrjwu1648qQqvPCg+rzyvca88OaWvPEnZrzzYDbA8bEKwPAZ3sDymq7A8bOCwPGYVsTxmSrE8bH+xPHi0sTzU6bE87R+yPA5Wsjw0jLI8YcKyPKL4sjwnL7M8s2WzPEScszzc0rM8lgm0PEBBtDzxeLQ8qbC0PGbotDwrILU8U1i1PH+QtTyzyLU87AC2PCw5tjx9crY83Ku2PEPltjyvHrc8IVi3POmRtzy9y7c8mQW4PHs/uDxjebg8T7S4PGbvuDyEKrk8qWW5PNSguTxU3Lk86he6PIdTujwpj7o81Mq6PH8HuzxpRLs8V4G7PE2+uzxJ+7s8lzi8PPt1vDxls7w81/C8PE8uvTzQbL08kKu9PFbqvTwkKb48+Ge+PDCnvjyC5r482iW/PDplvzyhpL88HuW/PMwlwDyDZsA8QafAPAbowDw7KcE8g2rBPNOrwTwq7cE8iS7CPCVxwjzZs8I8lvbCPFk5wzwmfMM8dr/DPM4CxDwuRsQ8lonEPBvNxDzpEcU8wFbFPJ6bxTyC4MU8hCXGPP5qxjx9sMY8B/bGPJg7xzyEgcc8gsjHPIgPyDyWVsg8q53IPPnkyDypLMk8Y3TJPCa8yTzxA8o8aUzKPLiVyjwQ38o8cCjLPNhxyzyau8s8pAXMPLZPzDzPmcw88+PMPCkvzTzbes08lcbNPFYSzjwiXs48gKrOPP/2zjyKQ888HJDPPLTczzzdKtA8D3nQPErH0DySFdE8+WPRPPWy0Tz7AdI8ClHSPCOg0jzI79I8iEDTPFCR0zwk4tM8ADPUPEiE1Dz61dQ8tSfVPHd51TxEy9U8Qh7WPMRx1jxSxdY85hjXPINs1zzXwNc8SBXYPMBp2DxDvtg8BRPZPFdp2Tywv9k8FRbaPIRs2jxEw9o8mhrbPPpx2zxjyds81iDcPF953Dyy0tw8DizdPHeF3Tzn3t08EjnePGyT3jzQ7d48QkjfPOCi3zxD/988s1vgPCy44DywFOE8kXHhPBXP4TyjLOI8PIriPOPn4jzERuM8cqbjPCkG5DztZeQ8vMXkPG0m5TxEh+U8JujlPBJJ5jxvquY8ew3nPJZw5zy60+c86TboPKma6Dz0/ug8T2PpPLHH6TwhLOo8U5LqPPb46jymX+s8YcbrPE8t7Dw2lew8Kf3sPChl7Tw0ze08UDbuPKWg7jwFC+88cnXvPOrf7zxrS/A8MbfwPAIj8TzgjvE8KvvxPGxp8jy61/I8FUbzPH208zyXI/Q8UJP0PBoD9TztcvU80OL1PORU9jxGx/Y8sjn3PC6s9zwWH/g8CJP4PAMH+TwNe/k8JO/5PPJk+jyl2/o8ZVL7PDDJ+zwjQPw8cLj8PMsw/Tw0qf08qyH+PHGb/jyjFv8835H/PJcGAD1ERAA9pYIAPSDBAD2j/wA9LD4BPTB9AT0pvQE9KP0BPS89Aj0+fQI9770CPdj+Aj3JPwM9wYADPQ/CAz2DBAQ9AEcEPYaJBD0SzAQ9OQ8FPbJSBT0xlgU9utkFPXwdBj2QYgY9qqcGPc3sBj35MQc9vHcHPeO9Bz0RBAg9R0oIPa2QCD2C2Ag9XiAJPURoCT0ysAk9vPgJPbVBCj24igo9wtMKPf0cCz2+Zws9irILPVz9Cz04SAw9u5MMPa3fDD2pKw09rXcNPfHDDT3DEQ49nl8OPYOtDj1v+w49IEoPPT6ZDz1k6A89kjcQPSWHED012BA9UCkRPXR6ET2gyxE9sx0SPRtwEj2MwhI9BxUTPSFoEz2bvBM9HhEUPa1lFD1FuhQ9/g8VPeplFT3iuxU94xEWPdFoFj3swBY9EBkXPT9xFz2ByRc9GCMYPbt8GD1n1hg9HzAZPS2LGT0T5xk9A0MaPf6eGj1W+xo93VgbPWy2Gz0JFBw9r3EcPTrRHD0yMR09M5EdPULxHT0KUh49sLMePWUVHz0kdx89HNkfPUY9ID17oSA9vAUhPQlqIT2YzyE9qzUiPc2bIj36ASM9E2kjPcbRIz2GOiQ9UqMkPTIMJT3hdiU9m+ElPWRMJj03tyY93SMnPWWRJz39/ic9oGwoPfraKD2aSik9SropPQYqKj3hmSo9dwwrPRx/Kz3N8Ss9i2QsPc7YLD2zTS09psItPac3Lj3nrS497CUvPf+dLz0gFjA9kY4wPQIJMT2BgzE9D/4xPax4Mj3m9TI9tHMzPZDxMz19bzQ9xO40PShvNT2a7zU9HHA2PZzxNj2IdTc9hPk3PY19OD23ATk9bIg5PS8POj0Cljo95xw7PYemOz0CMTw9j7s8PSpGPT1I0j09wV8+PUvtPj3mej89pQlAPRObQD2VLEE9Jb5BPfpPQj2p5EI9bHlDPUAORD0mo0Q9bTtFPWTURT1sbUY9hwZHPbihRz0nPkg9qNpIPTt3ST20FUo9p7ZKPaxXSz3F+Es9wZpMPXY/TT0+5E09G4lOPUIuTz3C1089WYFQPQMrUT3B1FE914FSPYIvUz1A3VM9E4tUPVs8VT0r71U9EaJWPQpVVz1JClg9gMFYPc54WT0vMFo9pOlaPWOmWz03Y1w9IiBdPTDeXT2zn149TGFfPf0iYD1T5WA9yaxhPVd0Yj39O2M9vANkPUHQZD0GnWU95GlmPdo2Zz37CGg9JdxoPWivaT3Cgmo9E1prPegybD3YC2094eRtPRfCbj3boW89u4FwPbVhcT3VRHI91SpzPfAQdD0l93Q9huB1Pf/Ndj2Tu3c9Qql4PUSZeT10jXo9wIF7PSt2fD3TbH09NWl+PbNlfz0oMYA9QLCAPS4ygT0qtIE9NzaCPfe4gj17P4M9DsaDPbFMhD2604Q9C16FPWzohT3fcoY9nv2GPdyMhz0rHIg9iquIPQs7iT3pzok92GKKPdj2ij3sios9xCOMPcC8jD3PVY098e6NPW6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"dtype": "float32", "shape": [16384]}, "yprob": {"__ndarray__": "CuCQxyxxysMA6GO+AAAAAA==", "dtype": "float32", "shape": [4]}} \ No newline at end of file diff --git a/quasielasticbayes/test/qlres_test.py b/quasielasticbayes/test/qlres_test.py index b4b05b8..1b5cb85 100644 --- a/quasielasticbayes/test/qlres_test.py +++ b/quasielasticbayes/test/qlres_test.py @@ -34,7 +34,7 @@ def test_qlres_minimal_input(self): # verify with open(os.path.join(DATA_DIR, 'qlres', 'qlres-output-spec-0.json'), 'r') as fh: reference = load_json(fh) - + dp = get_OS_precision() self.assertEqual(reference['nd'], nd) np.testing.assert_almost_equal(reference['xout'], xout, decimal=dp) diff --git a/setup.py b/setup.py index c45841c..c586116 100644 --- a/setup.py +++ b/setup.py @@ -45,7 +45,7 @@ def compiler_flags() -> Tuple[Sequence[str], Sequence[str]]: extra_link_args = ["-static", "-static-libgfortran", "-static-libgcc"] fflags_value = environ.get('FFLAGS') - bad_flags = ["-march=nocona", "-march=core2", "-mtune=haswell", "-ftree-vectorize", "-fPIC", "-fstack-protector-strong", "-fstack-protector", "-fno-plt", "-O2", "-ffunction-sections", "-pipe"] + bad_flags = ["-fstack-protector-strong", "-fstack-protector"] if isinstance(fflags_value, str): for bad_flag in bad_flags: fflags_value = fflags_value.replace(f"{bad_flag} ", "")