TRADUCTION ET COMMUNICATION
INTRODUCTION
Les rapports qui existent entre la traduction et la communication sont à chercher dans la conception « interprétativiste » de la traduction appréhendée comme un acte de communication. En effet, lorsque l’on communique ou que l’on traduit, la direction et l’orientation que prend le message véhiculé obéissent et s’adaptent à une fonction essentielle du langage.
D'après Roman Jakobson1, « le langage doit être étudié dans toutes ses fonctions ». C'est-à-dire que le linguiste doit s'attacher à comprendre à quoi sert le langage, et s'il sert à plusieurs choses. « Pour donner une idée de ses fonctions, un aperçu sommaire portant sur les facteurs constitutifs de tout procès linguistique, de tout acte de communication verbale, est nécessaire ». Les voici:
- Le message lui-même ;
- « Le destinateur envoie un message au destinataire » ;
- Le destinataire est censé recevoir le message ;
- « Pour être opérant, le message requiert d'abord un contexte auquel il renvoie (c'est ce qu'on appelle aussi, dans une terminologie quelque peu ambiguë, le "référent"2), contexte saisissable par le destinataire3, et qui est soit verbal, soit susceptible d'être verbalisé » ;
- « le message requiert un code, commun, en tout ou au moins en partie, au destinateur et au destinataire (ou, en d'autres termes, à l'encodeur et au décodeur du message) » ;
- « le message requiert un contact, un canal physique et une connexion psychologique entre le destinateur et le destinataire, contact qui leur permet d'établir et de maintenir la communication ».
Les six fonctions de la communication telles que les identifie Roman Jakobson sont chacune liées à un de ces éléments.
Les fonctions du langage sont les suivantes :
- fonction expressive (expression des sentiments du locuteur)
- fonction conative (fonction relative au récepteur)
- fonction phatique (mise en place et maintien de la communication)
- fonction référentielle (le message renvoie au monde extérieur)
- fonction métalinguistique (le code lui-même devient objet du message)
- fonction poétique (la forme du texte devient l'essentiel du message)
Il considère d'ailleurs que ces fonctions « ne s'excluent pas les unes les autres, mais que souvent elles se superposent ». Le langage peut ainsi servir à plusieurs choses à la fois : maintenir le contact (fonction phatique) tout en prenant pour objet le code du message (fonction métalinguistique), par exemple, dans as-tu entendu ce que je t'ai dit ?.
1. Les fonctions communicatives de Jakobson (1963)
Elles sont au nombre de six et renvoient chacune à une réalité ou un aspect de la communication
I.1. La fonction référentielle
Elle est aussi appelée fonction de communication puisqu’elle englobe toutes les autres ; la fonction référentielle permet de situer de qui, de quoi, dans quel contexte on parle.
Cette fonction du message est centrée sur le monde (un objet ou un évènement extérieur) : le contexte ou référent.
Le référent d'une communication peut être par exemple la table qui se trouve dans l’environnement des interlocuteurs (dans le même « contexte »), ou alors une culture, un pays.
C'est une fonction extrêmement utilisée puisque la plupart des discussions et des textes dans le monde contiennent une information.
Cette fonction décrit une réalité objective.
La fonction référentielle oriente la communication vers ce dont l'émetteur parle, vers le sujet, vers des faits objectifs, à savoir les référents (personnes, objets, phénomènes, etc.,) sans lesquels il n'y aurait pas de communication possible.
Cette fonction englobe les informations objectives que véhicule le message.
I.2 La fonction expressive ou émotive
Elle permet de centrer le message sur le destinateur en mettant en relief la personnalité de ce dernier ou tout simplement des éléments spécifiques à son idiosyncrasie et qui sont susceptibles de renseigner sur les motivations principales de son message.
I.3 La fonction conative
Le message est centré sur le destinataire du message.
Ex : Jeunes bacheliers qui rêvez d’un brillant parcours universitaire, ne cherchez plus loin…
Elle est utilisée par l'émetteur pour que le récepteur agisse sur lui-même et s'influence. C'est évidemment une fonction privilégiée par la publicité.
Cette fonction trouve son expression grammaticale la plus pure dans le vocatif et l'impératif.
Cet aspect est lié à une autre approche, la théorie des actes de langage. Des formes grammaticales comme le vocatif ou l'impératif permettent l'instanciation de cette fonction, de la même manière que les verbes dits performatifs comme « demander », « affirmer », « proposer »...
I.4 La fonction phatique
Elle sert à s’assurer que le contact est permanent entre le destinateur et le destinataire (il permet de s’assurer qu’il vous suit)
Ex. : « Allô »; « Votre attention s’il vous plaît » ;
I.5 La fonction métalinguistique
Elle est centrée sur le code ; c’est la langue qui explique la langue
Ex. : « Est-ce que je me fais comprendre » ; « C’est-à-dire » ; « Je veux dire… » ; « Ne dites pas mais dites plutôt … ».
I.6. La fonction poétique
Le message n’assume pas qu’une fonction communicative. Il est porteur d’une réalité stylistique et peut jouer un rôle de surface c’est-à-dire n’intervenant que sur la forme
Ex. : « Le nez de Cléopâtre, s’il eût était plus court, toute la face de la terre aurait changé. » ¡Conténtense con estar contento que no se maree frente al mar!
2. La traduction, un acte de communication
Lorsque l’on aborde un énoncé à des fins traductionnelles, l’objectif premier du traducteur doit consister en l’analyse de celui-ci à l’aune de sa fonction première ; communiquer un message.
En général, les énoncés publicitaires sont traduits en recourant à l’une des six fonctions du langage.
En effet, la traduction, au même titre que la communication, ne se limite pas à transcoder des mots mais plutôt à en transmettre le sens, de façon à faire comprendre dans une langue B ce qui est dit ou voulu dans une langue A. C’est justement à ce niveau qu’intervient la spécificité du traducere par rapport au communicare. Si dans la communication il s’agit d’unir, de mettre en contact deux bouts, au moyen d’un canal parfois multiforme, dans la traduction, la chaîne devient un peu plus complexe avec l’introduction (peut-être même l’intrusion) d’un nouvel élément, souvent imprévu : le traducteur !
Avec la présence de ce ‘‘troisième larron’’, l’acte de communication ne sera plus qu’une affaire deux sujets, émetteur et récepteur.
- Une version traductologique du schéma de Jakobson
En reprenant le schéma de Jakobson, par exemple, on se rendra compte qu’une incision du sujet traducteur dans la chaîne, même si elle ne bouleverse point la continuité de celle-ci, la complexifie tout de même, et, par conséquent contribuera à renforcer la fausse idée d’une communication objective. On verra dans les chapitres suivants comment le traducteur, de par sa position dans le processus, va passer outre, de façon consciente ou inconsciente, son rôle classique de ‘‘passeur’’ pour s’ériger en co-auteur (Ladmiral, 1994, p.VIII) d’un texte dont il appréhende parfois mal les circonstances cognitives de production originale. Cette position double va être certainement décisive dans l’appréhension objective de l’intention du texte.
Figure 1 : Une version traductologique du schéma de Jakobson
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h9sS9s+UKWr2nZ9t2P1/Xd9t2PtxXJgcnpweRws6GxmQemvc7Rg4YouwtxnzU73GR7NCratvNl/nre+GiJci3N9ehcd/tdykPm/Muv5PUPP8EHfJyewXmXD2PUPfdgqqhkwpQpzF31Fb7uHt7+7DNOGTKEAw/+DdeOG0eO283fnnlGqWbe+vRTKlpbyfH4WGbL4eKbxzFs5BiWWbN5/v05XDp8OI++N4slmVb+esEl/Prg33DquRfymSUb185uXpq7UN3nzkeeYGO0gcJQrSJKVt2PyesjKxCkqKGJml3drCos5qiTBvK5LZswkO8PkasFKIrUYayJGbdafBo2f0yFk+nVFMZ7wi+O4787F2+T7tNJ82kYAkEyAgHSNB/p/piKRuxEttTWMW/5CvqdeDKV1TXqh9q9s5O41Et+N7s6dyRcW3/MVzjx7AQCPxACCaLxAwG7/902TjSEZCjbvq8huGXsOEbcPIay2ih28XTQPGT4faQGfKT4NdL8OukBPwa/fAXHyIUsbv9NMWkxN1ibxOjwhyltaeex6e9y4hnnYBGPCC2IzeEhzxsgz+tnfSDClvpmMrdU8sS0txQRuGbkKK4ZOZqRE+/mk4x01uTlcMFll5L06wO48Y7xjJp4B3dNeYh1+Xl8uHYNA4cO4dA//h/XjBnNE69N5e7HH+XuBx9g/EMPMG/VSjYEw6wtKOGikWNUePAP12Vwzc238YsDDuSFuYtZlZXHJcNHcvDvDuXCq69nTe56Fq5NY/zDT3DvI1O46a6/8ex7szFXOsjzh8nWAhRE6pj55Vfc9cjj3P3CK1x3xyR+9+cjuO62O3j4xanc9uiTTP9shRqfGrMrJlURDxMxuDWJC+5/ibXMk0Hzk6H7SffHi066X8Ogi42Il8319cz+Yjn9ThpAaWV17LchcblUbK74D6Y7QTS+fmsSOwkE9h0EEkRj35nLH3kkslhImPE9EI1xtzFizC2U1dUqomH6mmhopPp10noXJ4P+jeTivyEZcq3YDljcEkjKr4hGedt2nn3vA04YfBrGsio21zVhd3op9kewVTqxVbnxd8NH6zI47NgT+SzDwpZIIxUNrQy/bTwXjLgGV0crX9rMHPSHQzh+wMmszrNz+Q0jGHfv3TQCr8+bzeBzz2RNto3+fx3IQ888zar8bIacdw7nXnEZZaKqiTaRubGMK24cw8sz5zH27gd48NlX2BSoo6qhjc8MVo4+cRCr7QXUNHdwzpUjuPyGUSTn5jPhwcc45MjjWZGVR4kYqFY7lXrlmfdmceKAwZx0waUcO+g0DjjkTxx3yl859fRz6X/OhTzw2ttkO31KWpPjDSi1kLnGrfBRhrM/CNHwk67rimiYfV42CdEQicbJAymtikk0VEoT0ZQontGjfjuJGBo/8muceHwCgR8AgQTR+AFA3Z9vKfr2f5Fo/BuioaQZfvkaFgPQIEbf91OEaKiAU2ITUe2itHkbL8yaS79Bp2Epr2FjuJ4cpw97lZs8p0aBS6estpm5K9bwl+NOZo29kNJIkwqrPXrSZC4YcRWejhaWZaRyVP/j+PCrlVQ2Rjln2CWMmjheEY2ZSz5i8LlnkJxnp/+Qgfz58L9w0sXn8cc//4nRd9xORV0dpRLaPFiPdXMlp59/GY+/9DpV9W1sCdRRWdvC/BVrOeqEU0nNK8HZsoPLrhvNbw/5PScPOZvDjzqGEwadQXrJVooCtZhqPJhrvKRvqWRVbjHJG0p5b+lKDj95CDM/XUm+Q2d5VgGpG8oo8tdiq/FhqnRhd/vJ9koQML+KD2L0fj+YZ2pBMvTgN1KNXqIh8T02/keiIZo2sfRJ/CUQSCCwryGQIBr72oz+yOP5NqIxfMytlNbVqeiURonhIO6Zfo10UZv4RfQewKSCXEmgq9jC13fbd1/IyO7Hu9eZvX6lWsj1xcJ4b6pv5vG33uO4084i2+Uj261ToIUo9AVVbpGpcxZyx4OPMuvzVRx90iAl0XC0bFcSjWtvvZXLbhiOt6ONpanJHHtKf4wl6wl27eSC64cz7oF7CXd3MnXWTAaddTqrrGZOufBcxkyexIxlnzL/i2Wsy86iyOMmq6yG9a4ANY3tHD9gKFOen4q3vYuCGg1X83aWppk5+oSBrDRl49vWxeU3jOG8y69mzrKveHv+R8xetipGjLQIef4IVodIbcJsadxGRcsOlpqyOfKkv7I0M4tAD6zXIuS4/BQF6rC7dOwuURPVkeMLkVntJtOpYfKFFMHbHdP48e7Y7n7ct51BkY2YGkUMQw263N/HhoYGPlixUkk0tu5RopEgGj/yq5t4fAKBHwyBBNH4waDdP2/83YiGeCcIydDI8Iv3iahMYuQhFqMiiHxly74sYvG6+H78XHwr9bufE/dSq5CJYJRcPaTCmi+x5TDh8X8w/qFHySyvpnzbdrzAjM+Wc8l1I3l90UfMWr6KQ484lnWFG4gAnk64fOQoLrzmauqBLzINHHvKSWSWFONsa+GsK4dx12OPKYnGi++9y+Dzz2O1PYujB5/KnBXLlQnCwnVreGHWLHJrnBR6A0ol89RrbzNxypPccs8DzFm5lqqmdjaHGvg0zcwxJ57K6pz1BLrhtIuGMWriverHZK/ycPc/XiBjc3mMZLh17L4AuXoYm0unJNrE57Y8DjnsaN7//Cs2RZsxV7iw1njJ1yNkuf2YarzYe6UZNsGoF7vd8ft32PY9F58bqVPFFyRTCyibDcPXRENjQ0PjvxKNePLWXhONhERj//w3IzHqfR+BBNHY9+d4r47w/41oxEmGBLMKYulTZAGT4/hCFt/G6+LbeH3frZyzev1YPH4Ve0IiXmYHQ2xsbmNpVg6XjBzNg6+9yXOzZvPa/EVcN/5OHnr1NVxdsCq/iGvHTeDJ6e/y6ux5vPz+bK6/YxLPvjuDnGoHY/9+H7865Pc8+PyLmEvLOPOSyxh6zrmkri/mjQULOeSww/n7s88zfOw47nvqad7/5BOGT5zMxKefpUgPKXXNizPn8IsDf8f7n3/JsFtu59SzzmW5NYfN0Xrmr0nlwD8dzl0PP465vIZ/vPYmoyb/nfc/Xcq9z77EtXdMZm3JZrL9YVKrnGTpIfIj9Riq3eT4w6SXVnHDnfewxJhFcbiBLJdfqUjsviBml0aaJJBza5i8OjaJ66GHMXliOMcxjW/7Yhrfj5+Lb+P1fbci8RCyIYa9mXosMNnGBNHYq+9h4mEJBH5KCCSIxk9pNvaBvnxNNPqM5ZZxtzP8lrGU1tWrHBwSnVIkGiLJEFG7LEwWTxBrb5FF7L8tVl8AWyDMl1tLyXC5KW5pwSpeLS4Py4tLGDp8BEeeMpBjTujPk+/OoKiuUSUuKwzXsm7jFk6/4iqO6nc8Rx/fn6dnfEB5yzbe+HAJRwwYzOEnDaTf0DP53GLnb089yxFHH8P9z73Ex6kGjjyuPydffDmfmmyMnDCRo/v1476pb1CgBdlU18jynHxOOO1M/nzUsSxMyeCuZ1/ksKOOYtITT+PetYtl2fkcd9Z5HHX8iby3bAXejg6envkBx57Qn6tvvR1ztZMcPYjZ58cgkUUDYSx6UIU2l4ieQj5SyqqxeXRy9DDZelgFD5MInkJKzJKgLRTBIHEvXG4yPRJRVZLOfQ+Ye2L3ENIoc2rUxO5GIo5qbKoXicaX9Dv5VL5WnXztdRL7sSQkGn1emsRuAoF9CIEE0diHJvOnMJTvQjQkQqV86cZVJvI1bPOEyHKHVRHC8d8ufLIQy4Jq1HUswSCpbhdrqqvIqa8j3ethYZaNd1atZr7BwLoKCYceUblFJPFaQV09iyxWZq9dx7yUNCRB2Ib6ZlbkFzN7TSofZlpZkJpJ6pYKjBUOFiSns9hgQexBltlymbk6BVO1m+SNpby/cjVLbLkURxooijaQXlmtcqtI0DAJ1rVm81bmrEtmWU4euYEQmTUuPrJmsSA1g9UbN5MfDLNifTEL0zJYu3Gz8hSR6KXiWaPwCwZZ63BhDYbY0NZOmtODQbxtovWkVjtJq3Ep91WzJK2L1Kp4JHLdOpdbxS0RA1zB/7/Fu+/8yb1iZOOficbs5Qmi8VN4RxN9SCCwtxFIEI29jfg+/rx/TzTqsPfm3BCiIbEX5Mv3n4lGSEk2vsvCJ2HA+7bru2CK14lEGLWEw5iDklPFo6Qoat/rYX1bG3nNTWzcuROTBJhyu8mprSO5pgazP0BeQyPFrdsoamkjyx/C6NDIC9axoXEbJfVtbGxqx+jwUVzXwtZtu7B5Q9i1CBXbeygIN2DzBtnSuoMNTR1k+UJYJfGaT0KCByhqbKaosYW8cJT1dY2UNLeRE4picLhVmPKihmaKm1rIlyBbkrlVD7ChZZtKtmZ0eZU0wxSQiKphUnWdtSKZkFDrkSiZkvNFJB56QEVZtQbDSqqQ4nRhklwkvUG1JBJrmq5j1CVXy7+qqATLviqVvjjvaf8bohGbE5W5VrnNxiQam+sbmb18N2PQhI3GPv6vQWJ4CQRiCCSIRuKX8L0i8F2IhrlXoiGLotEXUC6WNk+QLHcImzumQpG07LsXyRcixeoLqlwjBoekT5eQ3KJ6CWDXI2o/SwsrG4Q0pxujCgImScgCWMMRTLrYD+jqy94SDGENRVhX7cTg9ZFX36jUCRKdVBZtpV6ocZPpllTqQWySJE2PYpZMrg6NLC2C2S0GlZLDJExapevr+mx/FLM7oM7lBGrVeVmgpe+Sdt7uD5Pp9JDp9KrcKTYtiMHhQW2dkh1VJz/SQI4kd/MF1Ln0aqfKt2Jw65iDYdJ1P8mSZTYSxegPsbqyBoPPT3ZtA+mS5l4PYo/Uke72qXMpTg/pEmMkHCVNMBCy4g9hkjnQQxi94vkTwCj2LaJy8Yd7j/91LvrOjZoTwccTQuZRkZTePDVx1UmCaHyvr1niZgkEflYIJIjGz2q6ftqdjcVd6o2j0aerykZjjNhoxCQaklFUsoaKVEN9gYuawxMgq5dkyIIsEondi6hDxJskXmSRFhsEk9OnjCFlP0skJE6fWrAtsmjKfTRx3wxgEHsELaQW1XRXzL7BFoiS5vAqWwVbUMiFZCINkx2pJ9XhJcOpkS0ZWPUIRpeOVdLA+0IYxK1UUsGLa6hLxyakwyOEwKfqsgOxxGsmt1/Vx0hG7Gtf9VvOayHSqtzYA1GVeC2jxqsStMl9pNi0MHbJ/OrSVJEEbplOHYsvjC1YR6rbR5rXj722EVuojmSHhxSnF3u0AYMvQLqMNyDqozDratyqWIJRTKEoaV6RZgQVMTEHgojkI0OiheoB0lweTP6YLYeciwdA230+4sexeRES2MdG4+sgYP8q0dhzwK6Ye2ufn01iN4FAAoF9BIEE0dhHJvKnMIyYbd+eicaIMWMpq6tXkUEtPs/XREO+eCXmhdUTiKlMPDGSsafFLU405GtfFmvxthBykVHlIrm0ShGO3ECU9PIaCqONFESbMIrEQY+QX9uEwaWztsJBXrQpZkPgDaj070ImzGKQqoVV2+xQPWvLHaq97Mt1BrefnFC9WvwtksU10qjq5f5CRKy9pKCwvjXWxheisL5FkZK0ag9CItJrvCpuRVq1W5EM6YeQlkwhKiKN0cIYPQGVIVbaplQ41b2ljcnjjz3T4VPts0L1mP1hVTKV4WVIEaq1NS7y61uQulSnj9z6ZnLrmkl3a4p42CRPij+MwesnzeEj1eFRJMMaCJHmju2nOt1IkTmwBEKKfMj+nubkG7IRIxqihpG6WHvJWRNLU/+1ROOkgZRW7ikyqASWTYTr+im8x4k+JBD4vhFIEI3vG9H9+H57g2gIyRBVQk4wSnYgQpYWJF8kDiL2d/oUwdjY2EZBuB67FiI7WEtOqE6ldJe07Rk1Hoob29RxcoWDTKePLH9EkZ20apfy2jA4vUrFkR2MIlIEo6gqxDU1Uq8W0XVVTnIj9WS4NdaUVbGusgajSEL0kKqzaEFSatxsaO1QqhoxzsyLNiiVhNGjK3VEdqiWdZLdNSDqCT9rK2rU/aytS6kAACAASURBVLNCtcqA0xqIsK5C7usnv64JWyCi2okaR6Q0q0orY2RAbFGEqAUj6vlpbq/aimQm06vzVVmleo66R6iW5ConsTZBrOIO6/Kqvpu1oLJpKWxqQUiHwaOR4faS6nCrrUkFVPtXKVOCaOzHL3xi6AkEviMCCaLxHYFKNPvPCOwNoiFqk7hEQ/Yzql1kVnuo6YLVJVu44c7JjL3nfm6Y+De+LNzAyws/5tXFS7DrIdZHG8jWgyqjq9HhxerRyRbbBPmqd2sUhOswOb2kller/Y2NrZhdPlJ7CYEtFFYGliKFkYU31elShpayMFsCAfX1n+Hxqjbpbg/3T3udt1auYn1Lq/KASXe7Mel+0lxuZay5trpaGZ5mhSMYPKJOEgNWTUkQ7JEoUh8/lkV/TWUVtmBYSSDWVVSTFQjFDEO9OtmSqVbIhceHweUlOxQlv7aBlCoHa8urKKhrVAao4omyprwSqxbAHoxi04NYleeJkAgdezBClqiO5JykpNeDyn02Tii+bWv2JSQa//kNSbRIILB/IpAgGvvnvP8go94bREMCcUnAqdRKh4oLIVKMLC1E8pYK7n9pGoPOvZhBZ57H+cNv4P5p0zluwCBG//1BNja0UBxtUAnF0soqsTi85PlD5EhgqSonNpeP4kg9+QGJsqlhrnGpqKI2r0hBnFj8QUy6RqpyJQ2Q7vKQ4fGQHY2S39CALRQnGwEyNQ1bMMiISZN5cfFiCptbyHDH2ovRqRAOZSQZCCiiYQ0G1fVCToS8CMmwBPyKaBi8QlzcipwkOxxkhSRuhp/8cJ1Kd28VcuFwqyLY5IgKpLJGBe8qkPGEa8mSeBZODzafjk1sVpwerB4Nk8sXi7WhiaePX5Gx1IoaZXgqxqpWb0CRjiyRpnj1GKnZg+2MkI8E0fhBXqnETRMI7BMIJIjGPjGNP41B7A2iYelVnSi1iR6iMCJSijATHn2Ka267k5TSapI3l5OrBbl0/J0qHfvfX3yF6o5d2N0+TFUONjU0Uda8DavDjbHKQVG4VhEMc7WLbK+mspwaxYOjvJr1oSibmlqxB0Nkej2YdZ2UmmoMbje50SgmTVNEwCLhtt2iZnCRHQ6rYux15U13ucgKBilqasIaCFLY1Ig9FMbgcav4HVmhkLJZyYlEsAUCrKusIqc2SprThVwrz8mJRpF2QjSyg0HW18ayt1pdHqwuLylbylSY9fK2dswONza3T9WbHS5FqCTBXHp5paovitRhEzdZh5t8f4RcX4gCf5RNDa2YxTC22q3UUIJlWqVDGd+qSKtC8nqJRtxmI75NEI2fxjuY6EUCgZ8iAgmi8VOclZ9pn/YG0YgveGIMKioUkWaMfegxRkyYREZFNRuatinyURJtYG5yGscMGMgdjzzG1vpm7C4ftho3JeFa8iRypkcj1+0jy+lRkTtLQlFyPD5s1S7VRpKv5fn85PgDGN0eTB4PFk0jNxImKxAgv7ZWbQ0uF2kSf8PnY329GI+6SKmspLi5mU3b2tQ16Q4HZq+XLL8fo8dDSmUVGU4nNr8Yq+rqGpPXiz0QUMdSl+FwYtN18iIRcoS8BCUQlpe8UJi8QBBDeRVZTi8bo/VqLHJcGAhTHK4lx6vHiFRlNTkSmbO2gfWBMFkuLzZxo3W4KdCD5GtB7E4Nu1MnXwtTHGlUCddsKi+Khxx/hPxQHRaxU/k3REO8epQhaMIY9Gf69ia6nUDgh0MgQTR+OGz3uzvvDaLR10ajINpAcUMLZ181gmE3j6OyE7UoZkv4caeXklAts1Z8yYfJqVQ0tbLEYuPSW8dxyTXXcvHIUawpLMKxbTtPvfMeV95wI6/PX0RK8QZG3jERY1kFlS1tPPDiS1x+/fW8/fnnfJGXx+j77lVBxzY1NVEUjfLQG29w/lVX8eg771DW3k5FRwerSkq48o47GH7LLcxPTsYFzE5J4eyrr+bS667j+nvuIb28nOpdu3h0+pvq+ktvuIFJzzxDtt9PcV0dN91zD+ddeSULDAaK6urIDQZZkZfHhcOHM/pvf8NQWs7kZ57jnc8+p7J1G+XNrawrKuaSG0aqsYwYP4GlZis1HTt486NPGHbd9dz9zHPk+3SKAiFy3F6qt3XwwszZXHD19Vw+ZjwTH30aU7mTQj2qSEeWuPM6fSo5nahWBPvdJRqZYleiAq8liMZ+98InBpxA4DsikCAa3xGoRLP/jMDeIhqy4IkNgRgtlnXsYsT4iVwycoyKRSHurTlakCyXj3yvn4qmFqpb21hmNDPh0ce49JZbueya4Zx77QgmPfMchi2laiE+ut/xHHviSUx68imuGj2G+59/gazKap57510OO/pozrjwQv72zDNcdcutPPnWWxgrKnj6gw+46vbbGTd5Mjffdz8zly+nJBols6KCGyZP5n9+9Sseff111hQVMfmZZxl5550MGDqUpIMOZkVODh+mpTH67rsZc8cd/PGIIzhqwADWlZTwxPTpjJ40mVsnTmTCk0+yICVF3ffL3FzOuewykn75S0bfeSfX3zmRsffdz6eGTJLXF/PoK1NVptnzL79cqYxeW7iIlfZsJjz0MOPvvpvhE+7k2fdnketysyEUZtbnK7jt3ocZM/Fv/PH4ARxy2DGkFZdSqEXI94bI90UwVrnIqHAorx5F8nZTnSSIxn9+LxItEgjs7wgkiMb+/gv4Hse/V4iGx6/cW4VoJFfUsL6uiWsnTOLq2+5kU3O7cmmVNOhWcVGtdFCkB3Bu6+CuRx5j0HkXkOt0sykcxbS1jOPPPJsnpr9NEHjklan86sADue6Ou/jSnsPxpw5m7oovCQG33v8gv/ntb5n06OMsScvguIGnsmhtMuMensKkfzzDyqwsrrvtNk4993yyHU42R2qxVzs45YKLeHH2HCY8+DAn/HUIyUUlrM4vZMRt41mSkcmAs85W1xUHQ0xf/BG33/cAX2XncuVNo3j7o0/4wmJjwFlnqYyx5Y1NFAeCrMjO4XdHHc2Rxx7LknQD19x8C3dNeZRXZ8+l/9DTyXG6VRk2chTzV63mxgl3cunw60gtKmbyE09yyHHHsyIrm/L6RgaedS4jbrmNEn+YNxYuZfitd1LgCpDnDpDrCVIUqFNqFKtLUxlghWjEpRpx24wE0fgeX6DErRII7KMIJIjGPjqxP8aw9grR6BMZVGwGxCj0wpvHMXzyvWxp3U5mjQebW8fu1pQdRuaWUjaFIkx68h8MuugS8j0+SusbVd3Jp5/Jvc88Rx3w6KvTGHD6mdgqq8nYuJkjTzyZWZ9/QRSUKuWCK65igy/AR2tSOPy4/nyanE52eTWj7pjEyYMGccihf+CMCy6m2KOxJRghv8bFqedfxAvvzeKRF17hkEMPZeTtd5JTWUNmyWZsWys46+LLOOyII3h06uvYSyvJLN5EiVdX9z7v8qs4adBQRX5u//sDVNc3Ux6tZ0laJocPHMybiz9ia7SOC68ZzsSHH2HqvAUcP/R0rJXViuhYyioo0vyMGHsbv/3dIZxy/oUcftRRHD14CGsL1rM1UstF11zHn/5yOFNenY55azUrbAUU+SLYa3wUaBFy3BKt1U+25GjpVZ0kiMaP8WYlnplA4OeNQIJo/Lzn7yfV+71BNOIBu3JDtUhgLbse5rzrR3HN7XdR0thGankN68P15OthNkUbGPfgw0ydv5AHXnyZMy4bxnrNz3rdrwjFyaedztPT31JE429PPc2Zlw3D2b6dVTl5HDH4r0xduIhAN4y+++9cNWYskU74ZF0aJ599Pp+mZDDl2Re574mnmfPpMi656hrOvOASNnh0tgYiajv47PN5/OVp5FbU8OmaZB565gXOueBCbrjtDtZm5/NFhomPV61m/L0PcfGwK3jy5WlkFm1i3ANTePzl13hn/mKEDN1+/8PU1DVREalnucHMsQMGkZxfpPp20Q0jmfDwIzz33kwGnXs+6306m8MRKptaKK1rYNiNN3HOpZcp9dCzb73NwrXJbAyGFQn53Gjl3Q8/4YYJ93DhsCuY8MRzZNdolATqyHbq2Bwado+fLJEQ9RINic4qdhoJicZP6tVLdCaBwE8agQTR+ElPz8+rc3uTaIgkQyKEFte3MH3pci4bPZYnZ8xmU+t2qnb2UBiI8tDLU7noxptYlJLOHVMeY+hFl+Ld1U11xw7yPBpHDh7Cg69Oox647/mXOOPSYTg7dpJasomjBw9l5vKVtIjq5L6HuGrM7YR3wkerUxh49oWsycrjqH4n8Y+pb6pJeu7t9xl83iVs9AZxN7dTXdvMkHMu4tnX3+FLay6fZ9ooD9Vzw81jSUr6JYu+XMuMj5ZiL60hu7SSQUPPoN/Jg5n92QoO+P2fSc4tUvcdfst4xt37EP6OTtxN7ZiLt3DMiQOVZEVUPleOGcvEJ5/m+RmzOHHoGbi37yLfozH5+ZdYbs/l0hE3MPLOSXQCWTUupkx7A+OWcgq8OtMWfEjqhq2kl2xm4NAzOeiwY0guKaXQHyXXG8Qm3igSX0PCsyeMQX9eL2OitwkEfkIIJIjGT2gyfu5d2RtEQxkkeiSIlluFId/Q0EpxQyuPvTuLYbeO542PlvLS3EU89s5MzrjiGmat/ArXzm6emzWXq8aNZ/rCj3ht/kJemDGbKybcxYwvVpBcvJELrrqGPx51HAvSM1lTWMIfjz6O8fc/yOwVX3HKGefS/9TTWGHOYeGKtfz+L8fywFMvMOr2SUx8+Ek++fIrrh49jkP+chRvzF1MicvPuwuXcOifj+ba0bcx9NKrOfLU05m/dDkvvzuH68fdxSpzDicNPYcLLr+apWuS+fvjzzLxwcdZZcnhhlsm8MjzU1nw2QoGnH4efz37IlaZsskpd/LIC1M54KBDuGHS38j3+bn21ts557IruP/5l7lm3Himzl3IfS9N5ZyRN7PEZOPpt97jyltvZ87nK3h02psMG3u7Gl9xMMLxQ8/komtHsDQlhYlPPMfNd99PRlk1ZoePvEAUsc2QyKiSqO7biEZcsqEywIpra8K99ef+Gif6n0Dge0cgQTS+d0j33xvuDaIhUgxRn6RXuzBKXAzJ0CpRPkN1TP/0C47qP4Aj+p3E0Weex/RlKylraUNiatg9OtMWf8yxJw3gmOOP59iBf2Vecirejg4emfoGhx15JH868lguu3MSizPMDLnoEo44+jiOOPlU/nTsCRx2xNHc+uBjLDNmcdSQsziy/0A+z7Bw9z9e5Khjj+Mvx/ZX9g6XXHcTXxiyOP/KERx21An85YQBHHbiqfzllL/Sr/+JnH/19WQUbyG3ys0F141SNhrHHn8Ct90/hU1ahJrGbWRtreKsS67k6OP6ceyQs/jTMf2Z9PCTfLgug6MHDOGPhx3BUWecy4dGC5OffIa/HHkUEx97isWpGRzZ/xSOHnIm81MyWB+IUBSM8NBr0zny2OO45PqRmKscbK5vUueuHDNOXXvsCScw+t6HKI42UqjCsPswS3Zbt66isArefQ1B+6pO4kQjEbBr/33vEyNPIPCfEEgQjf+EUOL8d0ZgbxANWfCEbNjEhVUPqTDakjxNDEEtLo33V67h7aXLmbFqnYpyaZf2Lh/rw3UYKmr4KN3IouRUZq5cTXpZpQputcyex5yv1jJ/XRrz0jMxOzysKdqopCGvLv6E2V+tY/G6dD4x2jBsrmTu2jTmrFxHkR7hc1sebyz6hA9WrGbRmlSWWbJJ21DGwuR0lqSbmbc6hVkr17A41cjidaksybCo68zlDpYYbXycYuC9Tz/nU1MWm8IN2B1e1mthZq1YzXuffsFCOf/ZClbY8slx+njvsy9ZuDaVuesyWFOymeU5hcz7ah3rijeTpwV5d9kK5qxJw1jpINcXpLy1g/StlUz/eCmL04wqAqjN6cNc7WZ57no+Nph5c8ky5qWb2Ni8DbNbI6ParSRGgrEkf7P6Q1/Hz4jH0dh9myAa3/k1STRMILDfIZAgGvvdlP9wA95bRCP+dS0LoeQ6ydbC6gs8vcqlIoNW7ehmY0Mr2VpIJV0TqUd+qJYc+cKvb2ZjSzslja3kBiMYatzqa31TawelHTvJl2RkoTo2tbRTWNfEhqY2Stt2sKG+lYJAVC3UWxrbKAzVs6GuWdkwFNc2UdnRycaGNqq2d1ESacTm0ZH6qo5O1a4gWKuO8/xRZL8k2sjG+hZKW3ewtblDSRPEHkLiVoiXR46Qp+YOde36SIPa5geibG5oo7x9FyW1zVicPvL8EYrrmikI1VEUrqe8fSebm7Zhc2tYHD4MVS7VbnNTuxqHSVLWVzrJ1UJsamxjU8t2NrR0UFjfrPKZpNa4sGgBMpwSxTSsSIZknzUnsrf+cC9O4s4JBPZxBBJEYx+f4L05vL1FNNSXdiBCmiRD84pXRFB5m2RUuVTIbFnIxR3TUO3GHpAspBFselilfl8j6dUrnVh8AXLD9ape3GSlnVULkVbtjqWF9wbIdGnqiz4v2qjqMmq8ZAei6rr0Gg+Sdt7sERfbKHmRBszinSEkIVhLmgS6qvFi90ex+IKqrdGlIddJXUG0kQyHV11TUNukUtnbtJA6lvvk9fZN7iN9k2ODkKpgFJOEB3dJgrSg8ggRsmV26woH8Q7J9UdV/hchKCllNazdUkFhuIH8cD1mp4bR6VMGnnZfiPQaN/ZQlMLGZtKcHpV5tqChWWWnlXT0ki5eUskn0sTvzTcp8awEAvsWAgmisW/N5486mu+daPQJeS2ienGtVPlNJJlabWOMaPgCKuuo2BOIB4paXEurlBGjWugDtRi9AVKq3VhE8uELYXDrGD0BDG7JMxIhN9qktslVblKrPcqgMSfSqLbpYhDpD2MJREh368ix0RfEGoiyttqFSQhMMEqm2I7oYZJr3KwVqUSkgRzpo0sjTQhCpIHCpm3YZfF3SMp3J6vLa9Q1tlAdRiEZephUSUvv8FLQ2EaGx8+6KhdZoTqyhCToYdWXNRUOLL5QrHhk/BGy/VGMTp3kcgc5/lpseoT1dS3kBuuw+kLYtDBGCSnuCZLp1Egtd6r2Rm/MVdXsD5Lu9mHw6WRH65DjuP1Fpk//en93lUn8OKE6+VFfvcTDEwj8pBFIEI2f9PT8/DrX09MDPcRKb/dvGXc7I8aMpayuHrvPi8XnUdlKM3VNpUsXiYLNI8GhgtjcQSy9ngsmkQSoZF2SRyOgiEbc60RSxefIAu/0KoNFldbcF0Cyu4pxqNhxWIVYyALrC6nFXkiCLViLNVCLSdQqvcTB5JPMrAFSHT5FIHKijRg8fjJckpFVVwt/htw7UodBC5Lm0TH5w5jDtaS4fKQLIQpEyNSCGIMRVZepB8mpb8IUjLDO4SFF+umPYA5EWCfqmmAtOXVN6prVlQ4yRKoSbcAUjGIORkh2eEiXTLWhWvUsOU5za2SF6zDrEUWahBQZ3SKNkZgiGgaHj9xII0aXn0yXTlq1R50T0pFa6cYsLqtaWJEqkarItSKxyPBK8WENRbAEwyQ7XKrO3ks4Mjy+7040vo6xIXMbKxafl0319cxevoJ+Jw+ktKom9svoAqTEfy/dspP4SyCQQGBfQyBBNPa1Gf0xxyPrhCwW8YWjty/fhWhYe4mG3RsmyxdWi2ZOsEEthrJwZulRpVaQL3lZOI0eUWtElV1BplvDHgxj9PhIdzjJCUXJdPmUJMPijyqpgxAJIRYijbBH6pWEwuKPYPDKYutXREMkFlIXJxqyL1lJ11Y6ydRD5IpKwR/G4AuQKsRBkYsQmUJaxPtFD2KvbVREQsiHknIEo6S5dZJrhFzFCI2QH6s/ii0QRfq3uqKGdLcWk2KI1EbCq9e4lUTDpIcU+ZF+pzt96hqzFvpa2pIhahMhSp4AGQ45X6ukNSKxSXd4ldRGuZx6YknPDKJyCUTJErLlC5AmWWmDAYx+nWSnE0sohBDAdU4HIsmwCfkIyBhjUg0hfHsqou6xyLleoiH3UERS1/iGaCyn38kDKK2qjv0y4kRDfjOqiEwsQTZ+zFc48ewEAj8EAgmi8UOgur/e8/8H0ZAFLC7RsLuDSqph9YSweSNYvRHsei2ZDj9Wb5jccINabNMcXkw+nYy47YDmx6TpWAMBMlwu1lVWYfUHMbg1rP6IKhaRAugRRD2S5hDjxjBGb1ARjJQajzrOr2tW5+S8SDyEaIi0Q46lrVyf5tTIq2+hZNtOROVhEqmJHlYqFSEsolJJqfEqQhOTyITUtXIfm9hreENYPEHMniBZ/qgq9lA9ObVNStoi91AERA+T4faTFaqnuGUH2cE6Uitc5AUbKKxvVRIMUQXlivTFpbOu0qUIhvRRSIyohaReSWtETeTSVf/lWUJK0h2aIhAGn48MnxdzUEiHmxSXA1s4RKrbhTUYUm3S3V6MuqhY+mRojcfM6N3GiEY8aqiuSEaMaPj6EI0v6HfyKf9MNCSSWJcQjW7oFuYhZCPxl0AggcC+hECCaOxLs/ljj+XfEI3hY8ZS2qs6MfdRnQjRkK9gkWgI0bA5/ZicAbKFYDj95AYbMLvFmDJmvClf8BlOD0avhsHtxR4UMqCTXFWNLSBkwM+yomJyI1EsehCzL6jUCBYtRG6kgfQaL3IPkYoYXJraT6lykx2qU54Xa0qryXTrSr2Q7vApIiCLvHzFizRl2fqNPLfwE2atSSW1Ujw0QmSI2kIWci2EVewoROUjEhpRT3j8X18rNhJZ3hCZ1V5luJkbqKWkqZ1PswuZuSaVTIlXITYfelhdL+RmdrKBVxd9zHxzNjlahNQtVUxfupJVJVuVAaqoTWRMIr2Q58uzxfhVpBupMq5gnSI4KVVCRPzYg7VqfHLOGgiTFQyT5nRi9ottRi1rqquw+ANY/H7s4agyDk2udmDSA/+RaAhhjEk0YtKMTN1Hpu7FrHnY1FDHBys+7yUacdVJD3T2JIjGj/3eJp6fQOAHRiBBNH5ggPe32ysbjd0GLaqT4bd8QzRMmuebL14RyYu6wBtQ9hlip2FxB5ThYpZIIbzBXmPGUCxAlxakoLZB2WXkhsTgUWwSPKRUVGHT/OSGwqTX1GASEuIPY/dHSKmoUXEh8sJ1yq6juKFFJWNTcTjE7kELIrlTJAhYWqWTza0dyDnxapFQ5wUS8MsfZn19M59k5XLkX0/nd4cdycyv1lFQ26juLbYjcn9pJ+604gVilYXXrSkDVgkuJm6lKqy3SCpE2iCeKw4vY+6fwvUT7yEnXIvJ61ceK2nVLuVhMv6RJ/jDn/7MTY88RXXHLhanmRl6yRV8astVrrpfbtyqniFuuPKs1AqHep7si/2KeOiILYvYrKRWOkgur1bH4rEifZaxm7xezLqmiFqGx4NViIbuJ6XaQbpTiEJMJaIMP3eTZCi1jKr7po3YZsRUJ/+BaIi6REkzEhKN3V6ZxGECgX0KgQTR2Kem88cdTNzrZDcTDRTR6JVoZGniKhkjGhm6hqGXaIh+XzwirG6J/CmGnCG1lfp4IjVZGDNqJCKol4waIQGihvBh9fgoCEXI1QPYxWtC82OoqsHq8qpIl5IULLWsCpPDQ36wlmwtiKHSSZZXJ9cfIl8MMJ1ejDUeSlvbVbwLY41L1VlcXjLFu8ThVW2lzT9mzubgPx3OG598RkGknjxJolbfjEUMQyuqVYCwLK+f9ZE6csVjxeUjRw9TEIiQ5dDIExdYd4A8PczYB6Zw5djxrCgoori+Gbt4ezi95IdrKQjXsW7jFi669noGX3KFui7PE+D9FV9hKJfx+ZDnyLPtvgCZ1U7VR4mdke0LUCCGpA4Pxhq3iimSo4dUXXG0gZK6JnVtWmU1RpcLq6ZjcLpJr3EqwpZW7VDkxC7utL2J1L4L0RBPlbh9RlyiIfO9IS7ROOUUtlb3SjTithnKgLgbehKqkx/3DU48PYHAD4NAgmj8MLjud3cVchGz7evZ3RaUMb1eJ6I6EaJh1DwYdI2viYYmrqtiTBjzOLHpIWxigOj0kaWLp4Qfi1fDpgWw+fwUNTSyua0dk9NNWnklRbV1lLZtoygSoThaS1lrG+bqGjLKK7F7fEiArdK2DjY3tbKhrglTtVOFJN/U2EzV9k62trSTowXI8QXY3NSisr9uqG/EuaubsjYhHo0qsqjdq7GpoYXM8iqOG3waM5d/qRb59eFayrbtYGNDCxvqGsmVqKVuHxtqG9nSvI2CYJT1oTqqOnZR3rBNRfjMLK2mpn0nH6xczceZFpxdkOXRMDlcMeLS0ERxXRMB4K4nn+XU8y4m26URAZzbO8kVvBweimsb2NLURn4grMjFxoYmrE4v2V6d8tZ21T8ZW64eYkvLNtWH1NJyrA4PG+qbKN3WTkl9A8ZqhyIq+aGIwrawvpGt7TuRGB8Gl8T7EKmTqIFi+UzEOPWfi6hWYq6yQjRkfg1+HwZ/jFh+G9HoEbKB/Ga66VG/oISNxn73j0diwPs8Agmisc9P8d4ZoCwPYtfXqZaMf/Yd2BPREJIRJxqZskD1Eg0JeJUVCCnxvXxhZ+kBcoJhJcHICYWVBOOxt9/lyXdnKCKxtamZD1Z+yZRXX2FBZiaWykqmzV9AgaZREqmlOFrHh+lGnnpzOk+/9TbTlyxT5CPX52fqgsW8OHMWT70xnQXrUllbvImJzzzHE9Pf5aU583hp1lyeePNtnn93BguS08j2aJS3bCN5w2aVK+Xdz75AAxampHPfs8/z6CvTmP7xp2yI1GNzeXh2zgKefHM6a9ZvUGXKS68wdc5CSrQQW2ub+ODzlTz/zgy+zCukqn0HlhoXNrdXkYcnZsxi8pNPYal0cM8zL3DJ9aPI3FTG82+/rxLCpW0qw9/Vw7w1yUx87AmVoTbHq/PqgkUYy6vJ0wO8+clSnnnrHb7MLWB1YTEPv/wK0xZ+xJoNm9lQ28CML1by9Ftv8bHBSGEoonLCCF7PfTCXKa++xtPvzGBpVh65obqv08R/F6IRJ5EZ/49Eo4suuhPGoHvnhU08JYHAMIApDAAAIABJREFUXkQgQTT2Itj78qPiRGNX73epfKfG/76NaKT7hWzoGHqJhsR5kIidcRsBk9enbC2EbJi9PtIqK3l96WecdO75nHz2OcxYvpwtdXU89OJL/PHPf+aC0aN56p23OfvSS1lqyGBrXT0ZW0oZPflvnDxwIH887DD6DR5KjqhbqhxcduMoDjz4YH536KE8/eY7rLDncvSgISQl/YKkAw/miP6ncOKQ0zng17/mitG3st4fZkttA2uLNnDsgMG8vvhj8rx+JjzyGMf176/KGZcN46PUDLKcHq6ZdA8H/eY3TLj/IZ56Z6Y6f/qFl/FxSgaGok1cN/Z2Tjv7bCZMeYzkkk2UROrI8WosSk3njGtG0H/AAJ5+611uumMiN46/i6+ycvnLMSfw6z/8mU/STWzRNMY/8DAnDRzIhAcf4cUZszhm4CBW569nY7Se6++axEGHHMJDL0/jM4OZPx9+OIf3PwXD1nKsFTVcd/sEhp55JmPve4jUjaUUBaN8sGotZ1x6BcefNJCkXx7AvS9NY3Pr9u9MNIQ0xknkdyEayq21V6LRSYxq9P3txH9DiW0CgQQCP18EEkTj5zt3P6meC9HYpUpMAC5qlPjfdyUayrNDCyqiken1kFsbJd3hINPponLXLt5cspS/XnQxs9euZUFKCkMvvYRX589jczjMnQ88wK8OOoiLxozi3Y8/5PxhV/DhuhRGT5rMqImTya6o4PGp0+g3aDCWiko2hqOsyS+k/+AhXH3zzeQ4XeS6PTw/YxZJvz6QpF8fxEuz52HaWsb5V17NiHG3U9XSRoFXY936Io4fPIQ5K7/izief5qa/38sqezYrbVm8PHsOp190CZlbtmIsr2DoeRfwu9//npsfmsKXVjvvf7KM4wYO4Zh+/Xn2rXexbNrEqLsmcc3YsZQ1t7Dcns2QCy9i5ufLMZeWcfOkuznkD39gxLgJbPQFePGd9/njcf2Zu2o1I++4k7seeZScigpenPmBIhL/1+94UopK2FrfQPL6YoZecRUjJt3NhmCYx6ZN48gBp7IoJZXLb7yJ+557HtPGjdxyz32MnvR3FqcYGHzBpbz76RessOdx8gWXMOEfz6uIq1YVJ+NfVScSpCxWAgjJ6Es0DL1eJ99moyGGwzHjYVGcdLOLLjqVCiX+y0lsEwgkENgXEEgQjX1hFn8CYxCisVOVHqVC6Us0/ilgV68xqIjXRaKRpolBaEx1IkTD6JVonB6MPi/ZEYkl4cLodlPV2cmL8+aR9KsDuGjkjVx83QiSkpJ4/I3XaQUee+UVjjmhH4tS1pFeVMhf+h3HzE8/45xrruW2hx5Wtg7msnJmLfsCc1kFZQ1NVDa3MPiCi5TqoQX4ODWNcX+/jymvvMoRJ53C/NVrCANf2nMUaclze9haW0dqUQknDB7C4rXJXH7TaG659z5CgN4NSzKNHHrc8XycYVCqjWE33czQ8y/gM4sNbUcnKXnrSTrgINX3QWedxw3jbucPf/oTQ4ddQUVLKx+mZ/D7fsfzmcWq+rzUkMnQ8y/k4hE34mxqY21WHscPGsqi1Wv562XDmPiPZ/B395BVWc24e/7GkQNPZXVeAZvCUVwd2xk+/k4uG30zNdvaWbAuhf5nncOcVas59rQz6D9wIDfcNl6ltz//muv54PNVJCX9L+cOv5F8f5gvcov52JxNrh5WuWPEGFekTqI+idtn7IloGP4/9r4DzKrifB9j/Keo8ZfEEpMogqCCWCiWJMbexYrS7GJvFHuLCvYSG4JIETQg0mF736W3XZa29fa+vd5e3v/zzrlz9+z1sqyAsrucs8/szJl25nzznu+855u5M2aTMixmMSGDP281GVBYV4Mvoj9v3R5dGVRNNEKIwI8QAtrgSRd4mrUmaBI4sBLQiMaBlechW1s80QhEIgjyp4sARo69G1xHo9hVhRxdJdL0lci0WZHusCG3tlYQjVQurmWrQoZJIRrZVq7SaUGe04FMgwGbauvx6rTpOOqE43HJbbfiprvvxMMvPIfFq1ejrLERY558AuddfSVMXjfSNm1En4FnYMaiJbj8ttsx9unx2GJzYpurGqZACLklZdhssWGz2YoXP/ovbrnnfsxPS8frX3yJvkOGYWFeAU4/ZzA+nDMXO2vroff4sKO2Hpk7dqG0sVkQjT5nnoUZS5bjhlFjMOqhR1DR4sauugZMXbQEJw4chNkpaShrasGFV12Dcc+9gBoAO5zVWJiRgyP/eJx4oZ9/2VW4fuQY3PXQw/hk4WLsamgUROWvZw7Cl0uXobiqGjqPD6OfeBpDL7sKZbWNSF23CX3PGIQZPyzFP64fjkdeeS12X99l5qD3wEFYsX4jCh0u7Kipx1W33IbrR46G3uvHB3Pmoe+5QzBzZRLOvOwKDBp2Hm4YfSfGPvQwPpu/CKlbtuPh51/FTfc/jLFPTsBzb76NuRl5Yv8YblJHoiGWh09ENEw2pBktyLDYkMMFvwx6pBgNyLSakGPmEuQ1+Gz+t+jd7zTsjK4MGhYTQYFgOAR30AdPJAC/ZtE4ZHWIduM9VwIa0ei5ffuL3hkngXoiYXgjNH9zHaYI/EHSD2DE6DuVdTRc1citrERqRTkyuM+J3YbcmhqkmixI55oOzhqIfTWMJkEy0ox6ZDOfQY+tDU2Y8P4HOPncc7C1rhaVQT++SU/F8g3roWtpwX3PP4dh116NiuZGJK3jV/9AfJOUgouuuQ73jp8IO4DkLYWYvngp1htMKCivxBqdHrsbmnDx8Btxw9g78fF389F32HmYtmQZTux/GqYtWiKsCnNTUvHV0mXYaLJge00dsnfuxqnnnIs5SSm46tYRuGPcQzAGQqhwe/FNShr+9PeTMT8zW5CSf117HS6+9jqs2rgZZn8Iq9ZsQK/DfyMsGtOXLEcdgNQthZi9KhnbamowJyUVfz7pJHyXkYlKrx/GQBBjn3ga/7zmBth9YaRu2IxTzxqMuclpGHLRxXj85VfFL1Hyy8pxzxNP4m/9T8fKDZsE+ShyunDhtdfjhrvuQT0g9ho57ZzBmJ+dg35Dz8Ob02egFsCqTYWYl5aN7J1lWJCVjy22Kox65AkxhPTAi/8R28vvjWhk8CfDRovYIyWvyiVIBlcczbSYkGs2YUd9PaYuWIC+AwairLJC4CIQCCIYDMIb9KPZ74ZbIxq/6DOrXUyTwC8lAY1o/FKS7uHXoQWjOeRHa4gj7QCXRpDHrSNGYfgdY1BWW48NFiuyDQakGvTiq3dZZSXSrTbk2quQarAgmT9ZrahEjs2KpMpyLNu5A9kmM0pDIbw2/Succ/ElyKmowPKtW/GPa6/GlK+mo6KuDmMffRQDhg5FQXkJFmRl4C+n9sPrn0/FZTffinGTnsU2ux3jJ0/BxTcMR5HDJeZk5JaWY2ddPW578GHc8sA4TP5yOi648mrMTU3HuVdehdc+n4p1eiNuve9+jHn0cWHVWGcw4ZuUVEFEJn85DcPH3InRjzyGrB27kL1jF75etgJnDBmGeekZYnjmyhF34A//90eMeeRxbDKaMWvJChz39z445sST8J/Pv0RpdTWeeu11MTFzk92BbzIy0X/IUHyy4HukFBUjZ3eJSDv/0iuwtqQCb3w+Dcf3OwP//W4+LrvxZox94ilsMJnw+tQv8efjjsfxp/YXFpkiVxW2WO24/sGHcPnYu7C2Uod3v56Fk04bIMoOufhSYc3ZUV2Ncc++iJGPPYWpC5ei/+DzMX3JSixeuxHnXHcjHp7yPorqW8TiY7RoxP/qRAydcPEvq1NsJb+yvBLZNhtyHHZkWrnqqwHZeh1KG5swd9UqnDJgIHbuLhHQ8Pl8cLvd8AX98EdC8EJx6mE3iSHN1ySgSaD7SkAjGt2377pUy/ly8EXCwtGaEQi0vS7G3HUfbhp1J0qc1dhksWGtIBbcBZULd1mxtq5BbCq2jItQWbk3iAmrXVXIt3FLcx3yrTaxdkZSSQkmffgRBp53vvgi58u1QG/AxMlT8Kdjj8WvjzgCI8Y9gCUF+Ti298k4sW9fvPj5VNw/4Vnx64p/3XATPl3wA/IrDciv0COvXI+NFjuWb9qCUY89iStvvR3zMrKQX67HvKxcXHT9jThz8GCMfOQxJG8pQoXbjzkp6Thj6AU47PAj8NfeffD651/iiVf+gzPOOgsDzj4bF103HNMWLcNakwUbzHb844Ybcf3oOzH+jSk4a8gQnH/pVfjvnP9hxuIV+Pd1N+LcYUNx/8TnsHjdBhToTcjTGfDON99i6E234LSzzsWAwcNwzMl98PsTT8KZ5/0TJ5w+CL1+/TucPGAQXvtsKu546DEMGjwYtz3xFB589gWcPOhcrNi4BVtdNcgpqcDi9Zsw9pnnMfCcwThpwCD86qhjcPrQC8RPd4fffS/OHjYUN933IBat3Yj3581Hr98djZMGnIXB/74MT779IRZv3SHmZ3CV00REQ87VEBu9ibk2Vqyt5h4wZqRUVmK13SbWNNlktuDbVUn4y0mnIDunQGA3HA4jEAyKoRPOzWiNBNAc9iIQUSxhXQrgWmM0CWgS2GcJaERjn0WnFVRLwOP3o9XvQyAcgcfnh88fgtfD6aHATTePwPARo2FpasVqsViWEQV2B7KsVqQYuICXVeymmmNxIY87mlpsSK7UYZ2rRizWxVVA03V6rOFeHNu2455Jz2LE40+gwGjCrhY3Jn89E0+99homvvkmnn3/AyQXFuLNadNw9/gJ4OJUs5LSxPDGG9O/xrbaRnANjaKqOqzl8tx6M6wA7h7/DP7afwC2NzShqLoeG2xOTHjrXdz52OOYlZqBHQ3N4DoVCwvW4YnXJ+PRF17GQ8+9KNbU+DYzBw9MmIT7xk/ApHc/EOttbKtrwgarC+ddeQ3uf+4lJBdux92PP4nxr7+F7a46mLwhTJn6FUaOewif/bBUrKPBdq23O7HW6sCj77yHu554Gnc/NREPvvwfPDn5HTz43Mt46KX/4PEXX8PdT09CyvadmLZslbi3DxYuxueLlqH3WeeKNTuKahqw3mLHrsZWTF+ZgtvHPYw7n56IcS++inEvvoLcMh0+/HY+Rj38MD5fvAz6YARLNxfh0cnvYMyEZ3DXhEmYX7Ae613ca8a8R4uGIBpG7injQI7ZHl3Yy4x0HbewNyDXZMJWZxW+TUnFXQ8+hM++mAa93ihwEQ6FEKKLhMVE0FYE0Br2i2E3Nba0sCYBTQLdWwIa0eje/ddlWt/q86LJ60YwHIbfH0AoFIHX7UcwEMSnn3yOm24bizmLl2N3VR1WG4zIJ7ngstfc2l1nxLqaBqx1NSC5zCDIRkqFTtnVlTuz6k1i2fFsgxlrHFXYVMe8VVhtsaGAlgNOfGxuQYnHKxaqSt25G6VuL7bVN4rzApMVXHZ7e2ML1kWXAudy4Ll6EzbYqzAzLRM33Hs/HnzhFayz2rHaxCXKy7HJVYNt9c1iZc+cSgOyynVi1c9t9U1KfU2t2OioxgZHlai7qL4Zm6tqkWewiF9tbHLV4uyLLhG//NjZ7EFRbQN21jVjg8mOtXorttc1oaimUSyVnlWhxxqLHWzrOrsL6+xOsWJpUV0jNjtrsKuhBWVNHhS76sV6Hhvt1YKQkNAU1jWK60/+ajaOOfFvWFCwTizIxUW51ludWGO2YWNVrViQiyubclEu3vdmVy3WOZzYXF0j4lZb7NjgqsFaVzW2NjZjU02D2Csl02hBltiP5sdDJzGiYbQj38Il4a1YtUvZd2Y9N7ar1ImJqJM//xLH/fXvcHs5g0fZpDUUDCFEi0YkBE/Yj6aQFz6ExdBblwG21hBNApoE9lsCGtHYbxFqFVACJBiBML9OIwgGQ+DS0uFgBO5mL8KhCCa//RGuufkOZGzcikJXldiXRGx8Znchz+5Cro07ltqRUmZAga1abPyVwu3bDVaxeRg3K+PGYOtctWK/k/VVNcjSG1FgtaPAYkO2zgAuEZ6jNyLXYMJqsxVbquuQqzdj5fZdYllvLtXNPU1SSyqwansJMsp0Ys+PUROfw4gnx6Owtgm5XAa83CBe+FtrGsXeICyz1upEUX0TuF9IWmmF8EkoNjiUvVNy9Cbkm+yi/o2uOkE2VlsduHHcw7j/xVexoapOLAO+2V6DnHIDVhXtQoHRhk2uOqzl/XNowsAN3mzINdqwxu6K7tNC0uISS5jnc88UvQW53CxNZ0GO3iz2adlEEtXsxtSlq3DhtTdgyeYi5JMYVBoV0mMjcakShInEqcBsE/u68P65T8w6pwt5Fu4jU4l8m0NYkXIov7om5FodSCrXIZOEj3ue7GlTNe5Wa7Jjja0KaZynYTSBS7Nvr6tH7u4yPDDpOVx76wjU1/PHyEDEG0IkGBJLyIYiIbQGPWjwt8IDLtulHZoENAn0JAloRKMn9eZBvBeOqtN5/QE0NDQhHAwj0OJHoFX5gq2trcN/Jr+Hi68ZjsxtO7HO6sBaB7cz12NVWSXS9bRW1GJDdRPSKkxILTeKTdWSS/XINZOE8EWox2oHt4/nrqQ2JJeWI6mkTLwYucFaps6AXLMFW+obkF6pR1qFXuy+mm9xIoNbw3MPErMDy4p3IVNnErutrra5MC0tCws3FaK41YdV3BSNu68aLGK3U/Wup9zJlXWIHVFtLqRyszWdWeyayjkMJEHcuTWltBKrdpWBi1wl7SrD/PWbRZu31jUjnzu3VpI8VGG1mRuumUUdrJtzIJbuKBE+z9O4IVqlEesdNcg32pC2u1xYZLZU14uVOtmO9EoDkksqxK6x3ImVm8ex7dx5Vu5aK+ZW6M1Cfmwn01k3w/lWDnlYkKrTifVL8hxOpOuNYkJuOq1NrJ/WnA6IBtfWyNJbkaO3ik3kuGfLqh27sNpkRVmLG+PffBuXD78FJXqDIKFc2S3Y7EPI4wVCXKorIiaDco4Gh064poZ2aBLQJNBzJKARjZ7Tlwf1Tvhy4E9cg6EwvF4fOJ8v5A1xhqiyCQoAo8mCJ597CVffMQZ5lUYUNrWAG6illOuRb6vCOlc9knbrkVZuQb6lGuurmrDaUY+kEgMy9Tasq24Qm69l8EWpN4Em/dWuGjGnY2VpGdI5JMP9UCwW5FhsYpvzfHsNNta1YFWpDouLS7DGVY8CRy1W7K5AHi0nzjqsqVLiMrj6pZkvWgtWO2uxtqoBKRVG8RXP+OW7K5BcYUS22QHOJ0mpMCHDYBX1MS610gzudrqxrh7JtMaYHNjS5EGqzozkciO2tQaxhZuqWaqQa7Aj1+REeqUZGXoL2M5sqwspJB5GO3KtLqTpLEitMCLP4kQ+568Y7Vhvr0VmpUUQsc31reAkzO+3bgfbzvtM01uRUmlCjsUJZaVVh6ib90QZZJrs4pz3lm6wYFV5BXJsNmRaLEjS6bC6pgYpegOSKnVIN5mRZbUjixN0LdwwzYZMoyOB47CJC/lcQr7ChHJfCNsbW8FhnaffmILrRoxERlaOwGfQH0bEH0HYH0I4QBeEP+CHLxyEF/x5NNcG1Q5NApoEepIENKLRk3rzIN4LF13yh6NG7wgQ8PgRCUbElq4hbxh+j/L60FtsuPPRJzHioccw8tHHsLJoBwwAdjZzToUbayxVKKxtRbkP2O2OYLcngsI6D4rqPdjhDmBrQysKm1qxtbFF+Lt8IWxtasHaqmoUNjcLt8ZVhWK3R8RvbmjFthY/Nte3YF1VPYpb/djlC2NzXQu21LeiuDUg4jbVtYAvbubdVNeMnd4QSoMA47e7g9jhDmKtsw5bG90obvFjY00TNtY2ifw7vWFsaXBjfXWjsIqUhSIi36baZuGXBIH/rd2ER199Ha9NnYmtNU0obvRgq2hDCwob3dja4BbX3+4JoqjJK+orbPSguNmHrfUtIm+JO4idTT5scNZhc00TdniCYB62t6jZJ9qaZ3WB12X7eW/Mw7QtDbxX5d62NnpQFgI2NzSLBdEKW1uwzePG+rpaMFzkbhXnhS2t2Ma5Lm4vtjS3YGtzq2gr29vONbixvdmLcncQ6412vPXVLDz24ssY+/hTuPr20Zj33f8EMgmHgBgyUXCBEIfXQgjw563hAHyREHwkGppB4yA+ydqlNQkceAloROPAy/SQrJE/VSTZ4BGmVaPFI4ZPaAUP+sIIBdq+Uw3Vtbji2hswZMhQTJr8DmYuX4XJ077Gm1Nn4ON5C/D2jNl4b+ZcTJk2G298KeO+wUuffIF3Z88V7r05c/HGtBl47YtpmDJzNj787n9475tv8Pr06Zj89dci7r1v5uF15pn6Fd7/5jvxK4vJX83Ca1On47OFi/HWzDl4kzu4Tp2OKV/Pxgfz/of/fDkD78yei8kzZuHVz6fh3TnzxPl/vvwK78yai4+/+x7ctZXnLPvu7Hminre+noMP5v5P5H35s6ngOfNwt9RZyWm45f4HxSJdx5zwN3wwex6+XLQMb389B1O+miXKv/HVTLw+/Wu8M+dbcU1e/60Zs8X1RF1fTBMyeWfGbHww51u8N3seXvn8S3F/n36/SLSD558uWIT35/5PadPMOSJetOPr2fjv/IV49Ytpwr096xu8O2cuJs+ciTe//hpvzZ6NKbNm4T/Tp+GD777DR/P/hylfzxS7wb41azbemjVHOG4kl8i9NWMWPvl2AV77+HP0OuK3OKVPHwwbeh7mr0wSmGgNRhBdv02MsUWIBzqx4Aq3iY8gQKIR9iOsXoTlkHyatJvWJNCzJKARjZ7Vn13mbjgZVAy18+s0yjHk+4N0pLq6Gia7A6PvvR99+vbFyX37CXdK/9Nj4ZP79MNJfbkr6mk4uW9/nNSnL3qf2i/mTu57qog7+dR+OKVffxHPOJ7TMa/II+roL/LI81P6n6bkYx3RMr379Y9eL1ouej3WpbQjep1+/UW9bLNyjej1GH9qP/y9T99Y3czT57TT8Ze/n4Tf/P736PWrX+OYPx+H3qcPQG+2gdfmdXkNtvf0M8B2yPsQYXn9qIx6n6rcK+XBfLwXtoNtFOFoO6Qc5P1RRgzLc9H2qIzUeXlN5bqnxtoh0/fo9z0VfU47Ayf3Px1/Ou4ELFmZBJfTCf7smYefczEkAIgJ6VSIVaDC/9qhSUCTQE+SgEY0elJvdoN74f4WgQD3eVWODRs3YcWyZUhLTUVqSgqSk5OFz3BqSipSU1OREg3LPEpaikhLFCfKiTKJ87BMSuw6qbFri3qj7WC4Xd3ReLaFTklT2hxrT/Saspz0k5OSkZmRiY//+19h1Tj6qKPx6aefifazLOtbuXIlli1bhlVJSar7V9J+1Bb1dVT3wuulJFNucU7VduaR7VLy8R7kfXSUFldn/DV4zuunpiEtLV2spSL7OBAKIRgKwev1RndrlSmar0lAk8ChIAGNaBwKvdxF7lEMr3DdhEAAIqwiHF2kiT9rMzZt2iSIxvHHHw+blcuE9eyDu7NyL5NQKCgIBgmmsi18z75v7e40CWgSaC8BjWi0l4d29jNKgKtA+qOmdL5wuNcFfb6AuOcF03kwrqc53ldeXh5+/etf46ijjkJ5ebm4V8pD3rckYt3t3nkjvAePx4PmZmWdDN4L74OHQjaiE4VFjPZPk4AmgUNJAhrROJR6+yDfK19GfOnwBURyIcNsFtN6+hfvmjVr8Nvf/hZHH300SktLRW+0trYK8kWZkHTwXL6gD3J3/eTLS7Ih+5Vkg479SlKpHZoENAkcmhLQiMah2e8H5a75AqXjy4dfv5J4yK9fvoz4UuqpR25uLn71q18Ji0ZZWZm4TcpAyoU+z7vzwfZL6xRJk5yXIfu4O9+b1nZNApoE9k0CGtHYN7lppfZBAnzZkEzw5SOtFwyTdEjzunwhqV++PSFMcWVmZoo5Gn/+859jFg3em/zilySjO94v284+5MH7YT/SQiOHymTf8960Q5OAJoFDSwIa0Ti0+vug3q182ZBc8Ej0ku3JRCMrK0sQjWOPPRa7d+8WMuD98gXNFzJf0Ax3RxlIosG208mDxJKOcZJcyjTN1ySgSeDQkIBGNA6Nfu4yd8kXDl9K8sUkv3Dp8yUrv4q7TIMPYENycnKUn7cefXQ7oiFlQJmQcMjzA3jpX6QqtltaMeQ90FpFF09AfpEGaRfRJKBJoEtIQCMaXaIbDo1GSJIhX0jy6513L4cP5AuqJ0pEEg3+6kTO0aAMSDDkfUu/O96/7FdJliS5kASK8dqhSUCTwKEnAY1oHHp9ftDumC8i+SLlSyj+nHE9+cjOzhYWjSOPPDJGNPgSlkRDyqY7y0CSC96D+n7U8d35/rS2axLQJPDTJaARjZ8uM62EJoF9ksCeiIYkXT2daO2T0LRCmgQ0CXR7CWhEo9t3oXYD3UUCGtHoLj2ltVOTgCaBAykBjWgcSGlqdWkS6EACGtHoQDhakiYBTQI9VgIa0eixXavdWFeTgEY0ulqPaO3RJKBJ4JeQgEY0fgkpa9fQJABAIxoaDDQJaBI4FCWgEY1Dsde1ez4oEtCIxkERu3ZRTQKaBA6yBDSicZA7QLv8oSMBjWgcOn2t3akmAU0CbRLQiEabLLSQJoGfVQIa0fhZxatVrklAk0AXlUAvgJscRcTfj8NdtNVas7qsBLQts/bcNRrRaC8bRfNIraOkHer4iZdJ/Hl7CfbMM3nP8u7iMaE+l3n35Ms6NP/gSqCXO+hGIBJECGEEo39hhiMBeAM+hCPKao0KFeH/NsWgDh/c2+g+Vw+Hggj4fVw2UUiSso5AkXEgFIAv2LZMs1q+MtyV75RtlGt7yvYqvvI/HA4hEPCDvjiIrQg34QoiFJTxzNv9joyMDHzxxRexhqtXPZWRiZYg5wZzPWNp7rYeZ/9GRB8rfclwOBhERPS3Ig2mECtEgnTc+1XiR8qsJ/nEhI/PeDiAECIICkddG4Y/HESAzwGkRqBW+LGTeljRwj1JOm24IDYoB8ojSJlEGA4hFN35V8iFqwxH8ULMxGOJmGKcgsCeJ6fudkfgjIfZAAAgAElEQVS9GgPN8Eb88CEAd9gNT8gj6EYg4ofb50YowsefncruVTqXnRfvutuNH6z2hkJ++HxuhWSEg/AHvAiE/EK+/qAPnoBXPCDyIelOcpYP+4/bzrsII0RlGvAhGPQj4PciHAoAES7B7YXP24JQ0NdtVcP8BfNxww03ICkpKQYtvljkqp+MlLu3HnPMMSgvLxf5uOGYPOrr67F8xXKxCZmM6z5+BJFwEJEwt4gPKn0bDgIkHaEAwgFuFheKaX4FEQC1Cx3pNXs/0G0RsPeeCkci8IT8aA370RL0oTXkgx8h+CJBtAY8cAe9IAXhS3ZPTlKPmCD3ftlulYO4IAnzRQLwhLzwhymhMHyhILzBALx+P/yhIChLqW/URFXiib7UQ91KAD20sb38CIDOHfGgJdAMd7AV/rAPoUgA4UgAwRCtGom7jaBIeMiERH6iOFYi49VhGaf21eH4vB2lyYZ2lKejtP0tH6HO5UuVCpcKWXnper1ueP1u8RLmtwwfMvngsDnxTjajK/rqB799uxWiGo6EhDUjFAqgublBWDGoDsJhHwKUQdDX7qs3hglZGW+a4UR+ojh1XnU4Ud5Eceoy6nCCvLRKLFr0Ay655BIUFhbGtkqPhCMIBvj8AJkZmTis12H405/+hLLSMhHHf02NTaioqMA3s+fgqquuQnV1tZImr8kzGU7kJ4pTl1GHE+VNFKcuow4nysu4SET0p9fTLIgGCSRCAUSCAURCJBxhQTrkfbAI8ULJkFxIokGf8T3x4D0HIiH4IyE0uJvQwg85RIRF2RPywRv0wS+sy3smGz8iGkL2UWkxzEPtq8PxaUru9vnj8+xP+fi64s/3UDctPLT8+MMBBCMhBGkRi0Tg9fvQ0NQIf4CIUZqt1jnUm8STdEyTlxAFtH8HTQK9aMALhn3wBT0IhLyCVPCr0+ttFQqj1d2MYMAPhPnFEo46hhXdEbV+i3MZZk8znMhPFKfOqw4nypsoTpbpKI15ZL49+T9nebIHn9cTk6vX0wq+cMVwAhUMhw4itBopD8fe/IOGmA4urG5zomzcqdTn84gvW/r88hWvlQh3Lw2Jr+BgwIdIiDhrj5+fs2/2Fxvyzdja2op5c+fhisuuQOGWopgIwn6qQCA/Nx+/PuxwHHP0MdhVvDOWPv3L6TjzzDNx6023YsvmrcpW8ar7j5dF/PlBlY3Q7oo6p5WqtrZK4JpEQwyfcAiFZu5wGGESLiWr8KK3GCMaJBlERDRLTD49JUDrltfnER8V/oAPgaBiyRQfGLTsRYLwBX0IcmiFhCOBE9YiYTmifCOxt2o8JuT5wcSGbMOe/MRt44dHWAyX8POEBJ7PFeOoHwOBICKhSDslyREVte6R4Z6Cm55wH72I1AitFkEvELVc0MwZiL4QSDrCIb6l+U7gZ3lEGVSVL25qCzr5Ga75e5RFKBBEMEhLURA+r1tYNQgiKo9AMIAQiVw3Jhp7eyBIqkgkCCYSi9bWZjGUIpUu4zmHJYaxboSlcIA9B3DOxcfvf4SRt43EXXffheLC4phYcjJz8Kteh+GYo46B0+YU8e++/S7uvec+fPDhB1j43fexvN3ueWKvcmjA0yr6lnNuFNIorRkRQSBjAI/inF3M71PpejLRoHz40SaGkDg84HbD76UlLyA+Qoh/Di+K4baEMzRIyLnrMb/yonq4Gz0jncM0dQD1g/IocGdjv48ykxFAwONHKBAdhpPvn44UZ9tTpYUOkgR60bypuCCCXjeCHjcQDAkXoYmK4fhOZOcmipOdrvkK+UogB5I2KhY5Qc7r9QjlIxi7YO17ngejFvlBwst+X5bDJyRVVJatrS1iciiJhtvrQYiElgdvNIHsunQcv7KCbLjyWf7c+GfFlvBXXX4Vdu3YJaI3r9+Mww87HL854v/huWefwzvvvIPRt4/CgvnzlXL8z/vubvcfAQL+AFrdytyjYCggME2ch/x+RGjJ4IuRB724IN+V0tzdk4mGuH9yBMokFIHP44Xf40EoGITX7QY/RGIyUkJx/6OCYyyD3e0Z6WR7KZtwMAxaAoX1gvcbjsDvDSDkCwmiESbRkPXtiWzJZylOitrpLy+BXvD6gCg79De3wNfQLBRmJBBGoNmNiNcPUInKTlX7Ummo4xhmx+/J7yhN1tNRnn1N29+697c8+VqID4sPXrdHKIpwMITmxiYEfDQaAzzn8EL8IcWs9uPzdIlzdQPVYVXjON7q8XrbZpBHzZ4eXwAtrV6EhdUsAX466vf97ZsDUZ7t48gAP83DQMAdwAP3PICzBg3CG6++iQ0bNmDmV7Pw/371GxxxxP9Dv36nieGS5BXJinRoIRQYSfD8sH0d3X9HaQfi3vZ2/QjgdntQU1cbHUvnL4hYSMG0eIFKq2gCXMjqeRt0zNIjD95YGAgS516SryjDIvkIhOBpItmIvkDVcooKJFpckY88kUKTQoz3DyY24tsSf76ntgkyFoK/JYCgR5FHyB+Gu9EDvpciwYhwMQuJmqWqw7xeVHY9Ek/d6KZ6we0D/EGFXPjDiPjZy2TdYfhbOZzSje6mGzSVwwcet1sxBYoJopyPoLxtqZAD0YlO6lthF8Q7dfpBD8c3Lv5c1UBO6grx64SWHZrMw8rsccKuxcvJX6rM3TzY1NQEq9WK11+bjFNPPRXHHnuCmAz6lxP+hqyMPJhMJnjdkmQCfh81Y/c92Hq6APs42o9i/DwUFiQaHZANNWS6rwT20nLeJIcFOMzGvg7whRllV5wQ2+pDKNC9MbAXCfy0ZBLv6HcXSbh8FwWoJ3xRSzvj6dQEQ4Ypyh6kT36a8LpW7l4S8IFmL0Ke6GQtfl2RNUpt0bXa3K1bI3QNX7IqfeL1+uDzcTiBk+ZUM5uidyqVMIt0yWeHDZSNU/uy4dH7CAZD8Pr4czXAE4yInzPyNRs1AnTrflU3Pv6xsdnsePiRR8VQSq9evXDCCX9HPS2HPfCoc7vhi4Th4cTfAH+1xsl9Etcqy6jEhvR7oCzib4mTnP1unyAaEX8EdLHnJj6zdp5QAtSbgUB0Iqxa78QTDp4fQthKKKwuFNkr7KEtD/DUu+Fv8bZrGonhh59NxYQJE/DU+PF4euIkPPUj9wyemkg3SaQzz9MTouFEfqI4dRl1OFHeRHGyTEdpzCPz7cn/GcuPnzAJjz76GL6e+107GfOkubkFHo9PkAzxRRP3gMhTvsPl8/OjSg5mhGwgfcmE6McdnOzq8XOlgPbH/CVL8fCjj2H8iy/h6YnPJMbRz9g3Ahd7woSM7+j6Eybi6WeexfhnnhXtf+rZF/H0xGfx9PiJ4vyV1/6D64ffHCMaJBt33j8OE194EU9MmIQJEybiqYnP4clJzyfGqGzDnvyO2sYyeyon4w9A+fETJ+GRxx7FY88+g1bxM4O2PhZzb8if1UOwaswwfCgc4QgCPq4p0v6Gd+8ux6MPP4aJzz6PiZOeEXgYP5HYIS5UbpIqrO7XjvqvozR1HRIL8f7+lI+vK/48Ud0TJuGpSc/hqQnPYMIzz2P8sy/iiacmYsKkZ/HUU09h3GNPotRg+jFaJJ4k4ZB6qL2of1xOi/lFJNAr7A4KZu2LmnDtzmqsWpmMxYsX48NPP8Nhv/09/ta7N86+4AIMGDIMA4achwFDVW4I489X4oech4FMH3yeOB8Y9Xkei4+GZRp9mUZfhnkdmaez5dvlS1Be1i2uo2qjjO9seXXb1O2X5WW7pS/izx2GoRdciNvvvg/fLViIxUuWYPGKZLg5ByZKvkPBEAK+6Ngt41QLPokhB5qkpfEgOgYuZ2PLyaQSNWLmOvOHuHaF8tanz3MeMl3ml776mjJO+sLiQqtL1Ml4fjlwjDnEn3EK07Ay/MbzUFC5Nk3oHCbhwTtemZaGhYsWYfGiRRh97/0YfP4FOPuiSzBgcBRj0f6L7xspU+nHZJ4Ad8yzP+Vl3fRlWF5XXffAwcMw8LwLMWDYhRh0/j9w/hVXC3/AucMwcNgFGDj0Apxz4UW44LIrccElV+D8Sy7HoH/8GwP/dTEGnvcPiHznX4gzL/hXwudG3gP9RNeXbRPtVOWR8Z0tr65bPOfyWd2LbEW5wUNx1pCh+OfVV2Pq7NmiX39YtAhmu0P0eSAYRlAOC4hfrBE0Uesdc4gXhfIzWFFA9Y9YVc9dIv6IY/o81FhmOP5gPhnPemQ5mU+dLp+P+LT4MkxnnbJenjMPhz5l3vh0WSf9bbtKsGLFCiz6YSFefvVNnD1kKM7950UYOHgIBpwzGAOHDMHAIUOFGzB0CAYMHYoBw6I+w1IXR7H5U3RSOzwk6FuJG4EniYEE+lLgsYPy7a6ToHy768jnffB5OGPoBRg07EKcc+ElOPsflwjMn3a2gq8B552Pl99+F0sXL8bCH37AxsLCmFjZ9TGLMGFApxGNmHwOZqAXx74CUQXAWeMvvzEFRx55FHr364+/9+6N43ufgi+/X4i1Oh3SthUjbdt2pBa3ubRtO5G2bYeIZ1o6XdF2cZ4R9Xku42VYptGPpe1veVVdbIu8hrym+joyrd31O1leXXei8uq6hUyKtiOjcBu2Gkz4bNZcnNK3H07q3Qf9zjoXK1IzYbVY0NjEGfvKgxIOcvEj/hSUP4dVFCOtAYFQUCxgI5bmjcbLdPpyfgcVnFR4XHlSLnHNOJ4z3efzxZSkVLT0pbKUClfGSV8qT6ZLZc+H29figa/VK4bcgp6AmLTlafHC5wmKORm+QFCM0vE+stdvxKBh56P3KX3Qu08fvPzuB9isNyKzcDtSNhe2w0+sz6J9k0i2Ik8C3HW2b/ZUPoYbXjvB9WNtU+GWcZnFfCbayrAs43J2lSB3Zwmyd5Ugc9sOpBfvUOqVuNu2h+dGVZf6/mPXl+X39Nx1sry67nbtj5ZPiHvxnBUjvbAIa0pKsTw/H0Mvugh9Tj0Vvfucgrc//Ahc8ZTGDHJc+SKIBEOgI9kQccJXlqIn1ohniUHi1y1+0aK8zBlP/Er8ybwSuxKrMl3mJ/5ZD88ljvnMMcw65HMh01mPTGO6eD5VRJv1qeNZrrmZP9lWyAbT6GR75DvPWFWFS68ZjmOPOw59+/XDrWPuwuri7Vi9YxcyNm9B5tZCZBUVIbOoCOnbipBWXIS0bduQWlyI1GL628Q59bHAZVy/7w33MdywXxP0rcS6rJt51NiQZYTfUflo2h7LJ8Atr5OycSvytu9G3o5S5GxXnplV6zchTzw3xbj6jpH428kno3ffvhgz7kFUmEywV1XDH53vRTlzuE5MLBe9pv072BLoxTk10pL34dQv8Mc//xn9zhyErxYvwbRFi/BtVjbWmEwoqq3BpqoqbKyqxsZqxW2uqsbmqhrhtogwz6uxxUW/Ks5X4pW0+DzyfP/KJ65btkNdt7xeWxrLdr68LCd9pWxH5QurarDJakPuzt1YmJqOj2fMwrtTp+G6ESNx7jnnYN78tjUUOJehpalVkA0qKR78L36x4XfD43Mri3tx7wSVwpWKUU0iqKSp7KgwpQLlOdd7kHUzP5WjPGQ9sly8QpXpjY2NgsQE/H743F6ESVj57vCHEXD7EfLzuhG0uH1o5q+bAKzdvAX/uvYGvP7xp5i1aBmmLfhByKS4qharKw3YZHPE9cPeZavgUPaf7BPp/5zl5TUltqoU3DujvngO9nZ92U766nIyXtat9tvSfhpuZXv3tbwsJ/1om5xVKK6pxa7aOqytqMTinFx8u3Ilvl6wAFffeBNefOVV0ffEsI9rIghLhmLREJYwr1/shcJV2pT9UCJikSYf9wSKEgFil7iTmCSeiUsZzzS1I6HmQk/Mz3hinHjlOctxoi7jeDCd9cj6WJbp8hmR6bIu+RzJ68k28lljHSwn2yXbKcm+pa4eIx9+BL1+dTjuuPc+LMrMxvy0TGw2mLDZZMGO6mpsc1Wj0OnEVpcTm6uc2FxN34WN1Q5srKbvwqYqV0zHKnpH9on0O8KdxEEiTB248m3vAnm9vdct7sXhwjZXDTZY7NjqrEGlL4Ct1J8OJyo8HnyTkY63Zs7A7OXLMWHyFAw6+2xcfcNwuOrrRX8GuRpviOQxfpBWJGv/DoIEenG2P7tj+tcz8Ze//Q2nnH4G5qakYXdTE7bW16G4tRUFdjsyjQZkmYzINJmQaTILl200I9toAv0chk0m4XIYZzJG4+i3xbeFmV/mMcXysI59Ld9Wd+Lrt9XNa/z4+p0vL9stfaXNbeXVdSv3n2s0I620BBttNtgBlNTUY7vVinemTsNvfn8kBgw8Ewt/WCIg0Or2KIvUhIGmhkb4fMrcmRCXL+ZSxT4PWlpbBHmgIqNio4LjIc+pLPn1JpUj4+moHOkzXqbRp2Kkz3JSkUpFLdMkIZHXYP2M85PsiN+9k2D4hFXD2+SJrZ3Q6lXatmHzZlx94y0Y98wLKLLYYQ8CW2wubLI7scHqQFZ5JXINapkqmKJcO5LtnnG3v+V7Gm73hvsf43ZvspXPVL7JjAKDAat1BlS0tKLY6URpTS1mL1qM4XeMxNvvfaDgkxOhOSnSx0UBFYIhNlwTK4iGxYJtwkLm8yPIxdviDoldYlJaOuhLTMrsfB5kvMQ1nxPmY1mGiV0ZJrFgGg+Wk8+UfDaYxueBafLaLC/JBuOYl/l4bVmXrI9+i8+Hu8ePx4gnnsRrH/8XS9asw+7GZhS6qrFGb0R2eQXW220oMFuQa9Ajx2hANp2JzohMsx6ZJqPQw9TFiv6Uz4Z8bqTfkU6SZdrw3aaLFX0l+zXxc9e58rIOxVdjK75tbfqaejnfbMFamxOZlQaklVZird2JHJMZy3fuRL7Nhm3NjdhaX4tyjwerCrfigisuF/Ofxtx7L/RWmxiRC5I80komelT7d7Al0Es+yuf/+xL89eTemLpoEbY3NiJLr0OmyYBUgw5pZiPSLGakm02KY9hiRobZEnOZJkuUgJiQaWaaCVkmxee5ICj0o2GZRj+WJkjMfpRXXSfh9Vl/R9fvZHl13e3an6Bu5lWuaUaOxYxcowG5ej022x3YaDKjxFWNtz/5Ar878kiMHnu3wAMnhoojHEFjfQPcLc0IiY2EuDNCGFwQiUqPTxEVH1/4VG5SAUrFyngqQqbRMcw8POjLMsrFlLpINFieB6+hVqYMS+VMn8qU1w+y7lAEQXcAgVafWGgn5OUutVxGWXnUd+4uwSNPT8DocY9ik86E0oZmbLTYkbx9F3L0Rqx3VCHbYES6gYS2DT8xbHQoW5LfH+Om832TuLzEivATXF9eU/gJrt/p8p3EHa/TkWx4PTU2Y9fvJO7VdbfhNrFsYrI1mZHF9hsMyDUasd5mQ055OVKLi7HRYIIrFMInc77BpdcNx/dLV8DtJW64gqgk08oCIuEgf7LoVfa/Ub0dJE6JNYaJTeKWPs+JUdbFdIY5dCHxSwwzLAkxw8zL54CHrJPpHN6Rh8S4fHZYjo7kgz4P+dyxDczHeIZZJw+2UTwbUfLhcDjw0Wef4/LRo/H9uvXQR4ACkwVJO3cJYrHGZkceca/TxT7qsswkF0Zk0FlMSLcYkW4xiTD7J9ZHcf0e6xv2y8+JW+KqI9x3Endq3GaZLMgwmLCmqgYFDhdW7C7DypJyZFosSDUasLKiHBkmAwocNuSaTSiqr0XGju3415UK2dgcXRzPR10XtQSLDtH+HVQJ9OLekdt1elxx062YPHUajKEQUkp2C5KRY7Mi2ahHssWIVKsZqRbFCdIhiIYVGWa1I/GgstNcIhlk2SgrA1Iry7HaakFupQ4FFZUwNLbg0YnPYMzd90BvMAhAiPHF6ORJRoTCtAqoNHAUNlRsdFR28itNjSiplNVxicJSgarTqDipdBMdUknH0rgwpltZ8TDo4xLrfrS6/QiEwrA7HBh91z04+8KLsNNRjbL6Zmy2OZG2u0xYllY7XEit1GNVRQUyLBqGEmGnq8fxhZNrsaDAZkVaWSnWmM0o4lCQmWTaheenTEH/s85BfYuyW22QL2Wxp42yu2vQ64Hf3crXfwxSDMgXN8PEcvxB3KrzVFVViedAnY84TnSoy8l0xpF47OmIr0uesx2SbMhnsaWlJdaW1atX44/Hn4Bv0tKxpb4B+TY7MnR6ZBuNQm45Zov4Wl+6aydSdJXIEvpVIRMkFCQYatfV8bDv7bMiWWdApsWGXGcVkvVGrCjXIa+qGmsa6pFiMmJFRRmybPxA1WONzQpTMIjlG9bigksvwbeLFqOuoQEeWm331Ila/C8ugV58pC6/eQQefuk/KHTWoKimHjlGIwTJ0OuQRoJhsyDFSmcVLs1iRToJholDKnZkmtRkQwu3J1+KPNJp/bFZkOm0IdNhRTpNnwa9MJcW2R0oNllw32OPY+TosW0gCJM8+OD1uOH3e4VraWmC281NhkJiMaiGhobYl5T8ipJfcFR4/FKrq6sDlR7HqPnFR+XIPPwCpMmYjnFUlDJPbW2tiGNjWKampkbUQTLDcvRZP4mIIDhur5iXQS7E5ahdrlq0uAOCGr3w0iv4/ZFH4ZKbbsV2ZzW2V9cjs6wSaRU65NkcyHdVY2WFDkkGI9Y1NiLDYkM6v2zakVgNV11XHhbxxUkinW40IKmkBNkGA9ZZbcivqIC+uQUfzZiB0848C2ZnlUKMo9YGufcH9/vh/ii03BGzxCdf+hJvxCbxxniJPZ7z4DnxKS0IjKPlgnHEviQofAaIdafTGZuvwThejz5xzrpkeT4LrEc+K7we00lm+Ayor8c0Xof1sK1sO9MZx2crOTkZf+tzKpas34AdPj/ynS6k6vRI0xuQY7VhtatKuBS9HmlGWjH29rHWc5+PTLMDqyqMSNabke2oQqbDqTinQ3zw5tVUIctuQXJFKTIryrHObMRWqxWLMzNxwWVX4PvlK7TlSQSKu86/Xvx+OLHPaXju3Y9Q2uLFquKdSK/UId/lRLbdjnQbyUUbySDZSDPbYiQjy2hHltGGTBPjbOLlIIlHIj9RHBWojFeHZZzaV4fj83aUJpV0R3k6Stvv8iYrMh12LDVW4tudxYLA5dqsyNHrsd5ogtMfwn2PPYnBwy4QJj9ChEMPjz/6OK655hoU5OeiID8Pl156CV566UU0NjbgjjvuUNIKCoQSZpmioiJcdtllGDFihFCIjHvrrbdw8cUX41//+pcIk0SMGjUK//73v3HRRRcJJch82dnZIg+3Oh8zZgxo7uXx7rvv4h//+AeuvPJKXHfddSKNipbH888/j6uvvhrfzvs2tvkex9jdHi+CoYhYjOu6G2/BoKHn4fusPBRU6JFbaUA+MWQ0IZVfwtU1SLXasVRnQIbNiXSz/Uc4+ln7JkpoOrpGR2n7i42fs+79bVtny6dbrEizWpBuMyPPYUe6Xo+Mcr4EzNhoNCF53Xq8+s67GHPPPbGfJPLlHApz6IEWB2qiCFwuh8AuMb9t2zYsXLgQl19+OT7++GNBGm655RZce+212LFjh8Af/xUUFAh8P/LIIzFyPGnSJIFZYn7u3LnQ6/XiueBzwPq2bt0qyn///fcC84x74IEHBKlgwosvviieDbaD7oknnohd78477xSYT09PjxEKkglJ9OmTnEhytGzpUowcNQrT5n2LrLIyZFttSNLphL+2thY5djtIMFJ0eqyrqxPn6WJYQpkLJ+fEtffbiEZH+OkorbN9y3x7qmdf01hfwjpNNqypbkCyzooV5QbkVdUh21WDFToDllSUY4VBhwziy2JCttmINVYLsktLsIF6tLQUJ57SFzPmzBV9pSAq1m1a4CBKoNerb72HB56ahMW5a7GjthEpu0qxcncJClwuFNTUYHllJVaZTEi12YQ1I9XKr03FkkGSkWtwCJdtkNYNGzKNCukgASH54DmJCH1JSmSa+lzkieZjOZlHXV6GZZosL+JV10lYXtWW/SmvrjvR9dV1y7y8t1SbFcusRiw2VyK9yoYspw1pHEYxGFHR0IQR996Pf15yWQwO/Hnr++++h7/85QRcesnFmDL5dVx37TU4+uij8PjjT+DRRx/FkUceialTp4oyVJ5TpkzB6NGjxeQonn/55ZcYP348Jk6ciIcfflgoTCphEoTHHntMxJWUlCAtLQ133303nnzySdx111047LDDsGXLFixbtiyW75xzzsGvf/1rvPHGG+JrbebMmXjllVfwl7/8BaNGjo61W8wdiZIMmi9vuu0O3HLXvbD4w1hrsiCtrBw5ZivSDCYsK69EksWKZLsTy002pFjsAl9quan7Nl62Eg8SX7Kc9BnPMrKf4svLeJlPlpO+rFdeR10+lkZcHSTcivb/FNxHPwiyVG1OdG+8fxmf6N5icovKNsNqQ4rNjBUmPfKqXci2WpGp02Gt2Yzc0jLsqqrCD5mZ+L+/nojstWsFVvhzbS/nZXBjR2H7iqC+rhbPPvssjj76aEFqX3/9dVxxxRU48cQTRTyxedRRRwm8spK8vDyBeZIPxhuNRnz22WcC81xokJjnQk/E/3PPPSfOn376abhcLkFA7r33XpH3hhtuwO9+9zsYDAZ88803IGlh2X79+uH//u//8MknnwgS89VXX4n8zPvmm28q9xGdM0KCQfIkLSByaOa9d9/Fyaecgh0GIzbY7MiyWpGk0yPVYESW1YYsCz/QLFjJ50KkK+eZRguy4p1JxvFFreBOjUk1bhkv+0mdh+VkfKK+jfU7cRXFVnx5GZ+ofHzd8nrqtonyErcqTGYY7chz1CLd5ESKwYYsezXS7S6sMpiRbLEg3W7DKqMeSRUVWOOwY1OVEzmlpVhXVo68wiL0G3Amvlug/IKP9q4fDza3qSkt9MtJoBdXKZyXlAldix+FjlrkGy1IKa9Ars2ONLMFK/QGJJstSBXDJjakWewxa0Y2QaF3Ik/vQI6Blo32junxcfKcaRx22VsemT/el+WkH5/O886kdSZPR3UnKi/j2vkmG5LMJiTXOJHdWo9klxUpNhOSKkqRo9Nhe6rOMEYAACAASURBVHUNXv34E9w8agw2bNwUM/cSCiNuuw1/OOYPWPj9fKxbWyBIxHXXXS/Muueffz7++9//wmaz4dZbb0X//v1BAkAluWvXLkESqGDtdv7WRfn6o2Xihx9+iKFs586duO+++wT5oKl4yZIl4FcbCQjr/+KLL0ReEppzzz1XKNylS5fiN7/5DV599VXxAvjg/Q9FHs4tCQbDaPUF4Is+5bePHosbRo1FaUML1tudyLPasKq8AilGE5KMFiwzmrHUZMUqhwsZziqBrz31XzuZ7gFfHeVhmsQd/fi+7ShN3SZ5jfjy6jwdpXXF8rJN0u98+20g0Ui2mrFYV450hxUcRskhydDrsVqvR3lDI2YuXYq+Z5+DXZWVAisevw8eDgsG+OsPvqTbRtX/+c9/4vjjjxdEYvny5QLz48aNQ3V1NYYOHYqUlBRUVlaC1rchQ4YIIkCrA+OY77333hPDJLzQokWLcP3112NtlOAwbtOmTbjpppvw4YcfiqGTGTNmiGdm9+7d+Otf/4qkpCTRRj47JCG0WMyaNQtHHHEE3n77bUHI+QwxngdJhbRgkGjwVzWSaMyY8RVOHzAAq7dtE7+wyifGLTakkmiXlCFVZ8T62gZkGC1YUVKOdD1/hUEyYEX2Hh3T2/Crxm2i/mOczKMupw4nKifTZZr0Zbzal9dQx8mwLCd9Ga/2ZVqqjsOkLmRaq5BisCLN4kCWoxq5VTXIq64RP07I4NwWkxk5lZXILy/HNosVBYXbcOqAQfju+4XRPtFohhBEF/jXq9dhv8U3SRnYUdOIvHIDsir0yDKakGW2YFlpuTBrc4wsxWxBGsfOadaOWjQIDEk0cg3Ki51xHTkJLOZRA59hOqZ3VL67pvELMt1mw0qbBUvNeqyympBkNiDNZEC+xYx1ZguK7U48/+bbOP/Cf6GhqQkcguY48S0334KXX35JmI7nfjMbl1zybzE/g2PLHLaYP38+Pv/8c/EVeMoppwjCwXFoHhwnfvDBB4XlgePHPGjpoPKk4qWi5DAJrSMM5+Tk4IILLhDEhIpy+PDh+Oijj4SC5xDK7bffjtLSUpx11lk47rjjMHDgQND8rIybA8FACAGuCKpa9HHE6LEYPmostlfXIs9gwjpXlTAVp1mtyK2uQxpnl5uswpF4EF8Hqp8l3qSvxp3Em0yjLzEp0w5UO36Oen5qG/kxoHYHqk3ENj9Kkk0mpFjNyK2uQpKuUgyf8GWw2mTCjto6fPHdfJxy2unYVV4ucMiJwsrcBr+Yh0SyQcxxbgWHOGhFIMaJOw5fcL5FWVmZGPrIz88XVoo//OEP6Nu3r8C4HM4jzkmUadkgceZBYkIsl5eXi2teddVVgowwbd68eWJYhc8K5zyRvPCZ4lwMWj9IYIqLiwXxoXVx2LBhKCjIF8+WnNMhhoGipINhEg1fQFn19+uvv8bpAwdgY0kJNjursLKsQkx4XFNThyz+8qpCjzy7CzlWJ9INZmQZLHskGDkGST72nWj8VNz8FJz81LrVeGSY10quMCPLVoUsazVWVZiQZrIjy+YSczZSDRZhBVpbU4N0nR7Li4uxjr/eq6lFzpZC9DntDPwvatHQ1tEQ0O8S/3r1+s1R+Gr5KhRV1yNPZ0K2jr/dNiHLYkUKV2vk7GgrrRuc/KnMzVATjRyjorwUMCosnGNvWdExOOnLMbmE43LqSX+CyR+oF418KPfPj78HeS599b3JsEyTvog3RxUy5yYI4sZZ5Wbx5ZdnMKKyxY1XP/wYfU4bgGaxRkUQY0aNwTtvv4OqKhe+m/ctRt5xh7A0cB2NkSNHgkqMcy445EHlzOEOjm2rj4qKCmEKfuGFF2LRHF8mSSHZoCWE5Xnw6487jfKrjAcV++OPPy6+GmlO5jnrP+mkk8S1161bJ14MInP0y04syCQjAAiLxh2jsb26GnlGI/I4mdhkQrrVgiybQ+ArnS8row3pBppr7TH8SHmqfSlT6e8xzdhGilmnxG0iP1EcyyRykpB0lJYoD+N+itLuKC/vWY6Px9+//ArmS0m6XIMVeXGOccyrlqMMSz++bp4nSsswsU8tyLBYkUV9wQmNYv0c/qTbiG01tfjif9/jlP5nYEepQjTEligkpFzFMfozUQ5pkPhyTgZf+p9++qkYyiNB4G63TOPS3ZzUyeESztnYvHkzaJVTH7RMENe0bPDgsAYtErRi0NJ34YUXimswjRZBWurkQUseLXyDBw8Wwy2c35GckoRjjz0WK1etwMaNG2Nr2wT9fjnqIwgMSQYPYeGI/tR1xsyZ6D9gANbs2oWNDifSdPwZtxk5NieyOVRIcmG2CaeWd6Kwur/2d46F0pe2LoVJ4jWDzuJAhtmBNIb5HJocSNNbkW6wItNsQ47dgXSjCWmcT2gyo9DhRFZhEfqefga+nb9A9IHsC9mvmn/wJNCr12+PxJfLVqKwtkEMm2Trjcji2GF0AlCaketnRGf8xxGN9oqTgLUKc1+iB4Rx8sFI5PMayi9ZFKbekZLtfNr+EQypsBMp1j3dY0fxrEcZG5e/1In+lFMsUmbEzvpGvPj+hxh49hA0tXoR8Idx/J9PwJefKXMwJowfjwEDBgi0WCwWMV+Ck9hoYeC8ixNOOEEQBippmphp9uWk0Iceeggc6+bYN8kJv/ZowWAcTc2cGEpzMedo8GuNw2kcu+bX4HfffYc//vGPIp4KlgeVOuP4hUiCsn79eqFYqWITLZFzx+ixuP72UdhZU4t8LjhkNAiCxbVY0rmOitGKHKNNfG1zro8yxqtMFutInntLI3k4EC4RodiXuPbPy76TDtaT6BmS8pC43RPJyNdbQUfikRNHNGQdP9UnrrOjY+4ZXFOH+sNMX1kUalttHaZ+/wNO6T8AO0oUoiFmPcctdqDT6cRcCf5Kg8fNN9+MSy+9VIRJKIhNYppDgSQZffr0ERYHTvjk/AwOGRLP9F977TUxn4KYJ7b5HNA6x2FGWu04/+Kee+4RVrnDDz9cTADl8AfzcIiE+CZh4bEqeSUOP+JwPPjwODHnY8uWTbFVTEUGBfyCbPCcp/KHutNnzkS/AQORt2MHNtgcyCapoD40cu0ha6cIhuwPqYsS9f++xCn9tu9YlLq4I0yyzZ3FJMkv53Qo7wMbMs1RK7fKYs5nOl28Tyzig5gfxlzoLGPbNvQZMADzFihEQ/SL9q9LSEAhGssVopHHiUcqosEHod3PDOOIBpWtBBqVDMcU6eRDEe939CAcGkRD+XoQL6kY8eLP2EzIoXm5vgkvfvgxBg05H7VNLUJbTX5tCrJSs8QvOpYtW44pUyYLZdZQ3yCIA8eeOd6ckZER+xUKJ75RmdLkyyES/lKEpmbO1Gd++csR/pyPBye4UaFTsd52220YO3asGCLh3AySE04afeedd8SXHPNzWIYEg2U434NmaX49KMpVNWYShXg80eBKh7TkyEXfiJkcg0I0FPPpnjEUj6mOzg8EyWAd+0IqEpU5UESDdSd6lqQs5HOYHWfRoBKn+/mIRlRWMWyTSEuiUY8vOiIa0Rc1h02IucLCQkFeiU3Oo+DBX0GRGBCjtDIsWLBAEGdi/IMPPhAWD/4Si/hmHElCbm6uCPNcWu1YF+dZ0LpBx+FAWkpIUKZPny6eGz47n3/2ecw6WFpWgrvvuxu3jxqB4TcOx+rVBaJNAb8Pvujy+nwA5Fc0SYZcvWOaIBpnRomGM6FFSPZdZ/1E/b8vcQeKaHQWk2ryK/GoxiTDlIEkGnz++NzIYRW+bzL5AcFfrUUXjOQCZev5S5Ti9kSDkNKOriGBA0Y0lC/1zr8g9vhQdIOhk84qg/h88qEWL6GYMlYRjbpGvPTRJzj7gn+iqr5BQQiHecNA0B8SjmZmfnXJgyZkWh5oqqV5mGGmS8d5F4znOfPQyd/3sw5ZjuPbHC6RipJfjJzvwZ/G8kuSX48kKfJgnSxLssIxcYa7GtFI9LLfl7gDRVgONNEQFkBpbVT5EnckHPFfklT0cgiFSp3p8itZltsXPzG2fyLRUC1QJ3Es8SuxSpwxjocgt9HVbuV6LnIdC+ZhOvNL7EtssyzxS7zTMcyDFjsOj8yZM0dgnhNSx417QKSR9fvCXrR6WsTKvCGu1MvFvbgWTUN0+fJfkGjsSx8lKiP7re2DUf3x2PmwJBp7w2QiPKoxyTDbqRGNKOx6iNeliIYwt4qf1f14Uh6VtNoJZhu1qKjjZZjAJ6gJWvGFFx1blmGZJhWt/Aqk0mWY5WSeRA/ovsTJh1q87BIRDVo0PvgYA88ZCntVbTuIqec9UMGpDyrZ+BU8qVSlQmZeKlQ5GVRdVq181fHMy5+znnzyycLnUAktHfHXlmWEUhecqOtYNPaFVCQqc6CIhto6QvxKrKp9BbcK/tXxMixxT6K+N6VOHBPD0smvyXZ+FyUaxJUav8Sd+jw+XZIJiUfpM159xNfBNBlHK8mf/vQn8cstztngz2Wffe5ZdXGxBQAjfD6PmMDKdtGi4XFHlzaPfkb/3BaNfdE/icsoc6I6i7tEuP0pmJRYlH47LEaJr8R2enS9JmJfs2i0g2G3OzloRCMx6PmCV4AvTWYx5aw2YUfNaTIPTWmxF0Q0LNKiL3NxLTFmrBAIEhoSCgJafM1F56PE8qnTopNa99zeaJ2dyLd3otGIFz74GGcOPg/VddG9F6ixuPEdt433c08RhWRwoSNaE6hIqSil1YJhxtFqQSeJBMPS+iAVK31p3ZD5iGCGmTczMxPffvut+MLjzHx+8QlCEbWMyGvJNvRUiwaxRTzxF1f741iHdFSee8StauKqyCPxrcK98sUnv/za+9JaSMwK4hz1pXJv53cCt53BfmJs77tFg9iiVUNaGyTu6DONFjiZTgyrCYXMQyxLjMpwIkLOa5AwcNiGP+3mfA9aNTgxendpCbiZIS0aIQQRCPnR1NIIt6cVfi9XL1WWUvd6vGKok9fm0d2IhtCX8biTk6FVuGuHW+JSldYZTKrxyHA7LEZJb1s9yo8PNKIhINWt/3U5oiF+2RIFPGcbC8Ws9tVhKm71uTosxvE6noAqFXJHfmeUbGfzJFbGqqGTehKNjzBoyHmob2oUwAp6QmL79XAwjFBAjvpyY9SwmJWvNjFTWcovP6mgWQmVMOPp07IhD/40j04qWtZFSwaVpbq8zC991kMiwjxSkXPvCo1odExEJMn4SZiW5CQO223KuD3JYLzEsxqXQsFH51DFLB0HiGTwOomxvW9Eg/iTGCTGSCToeBDHPIhbGS9JBtOIX2KS5RlPn/GsR8ZxuFHWxzh57AnzJBe+gBehSBD+oA8tbhJ8rpPBPX288HOjOG5J3g2HTtQfdu10qdStcbj7UR6ZTxDxH2NR4rSzmCSWZBnNoiGR2f39g0Y0JLOVylAyW/VPaNspZqlwf4qvUroS6Pviyzbur59YGauJRhNeeO9DDDpnCOoaFaLhaw0IoiE+kbjRZXSOhlSeVLj8SpMvfcZL5SnDTGMenvOgImYcy0plzDIkD1yrQB48l0SE+SSpYFm5h4SMZ3mNaHRMNOQaNPuN631Q6vHY5fPGZzA+fl/PE2N734gGcUoiQJwxTAzSEWOMk/gmHpmP2KZPLHLdDYZZTpJwxjMPyzFM7JKQMA8d66TjwTySrNBq0tpK4hKE29uKQEQhHGFaOKKORMPLYRPOL+mmRONA4JF1tBEENVlQwlLvdoQvYpLpbfVoFg2pi7u7/4sSjdiXlGrcWBIMOVYn50cos4rbvs4kUA+G39HD8VPSEivjxESjtkEhGuFgRCgxWjMY5oZlVIRUmFSKaicVqvyio/KUYaYxTMVKqwZJBON40KeTipc+D9ZNZSuVPsvwXNYllTKVOA+WElNC2z4SRfzB+tWJxNb++HwZS8y1KUC1MvxpYVnX/vqyLaxHhqXfmbp/Cm47kzcxtvedaJAw0PJArKkxriYajCdWiUnm57kkH9KX5ZmPcZKUqCeBkpBwzQ5ZnnkZJu79fhKUsLBmBBEQfiSK9DBXM+XQSTCEUCD4ixKNjnRpZ/HOOrj+SWfw0pk8En+J/M6UJ86Yr628RjSEAu0B/w460ZAEQ/ptROPAPQCdAXlHeTqjaDuTJ7EyVhON6ByNoeejul4hGlzUyO/xI+BVtmCnQlMrTzUGqSDjndpqIZWt/IKT9UilSkXMsPx6ZN1q5cz8dKyHSph5eS7L9WSiIZWfVITxPtPj4+S5uizjDpST15TX6VS9lvbX7wxuO5MnMbb3nWhIcktsEW8SiwwTdzxIEEgcmEfiUZ4zj8xLjDJe4pWr7RLjMl2WZ52ybvoif0iZl0FyEQwH4PV7EAqToPMDgOQiwnHMX3zo5IAQDZVFq1PY6QR2JSb3FfOynOJrREMAvQf8O6BEQ4L1R4pJjA1bkG91IVtvQXq5AWvsVcjUmZFVacJGZy3W2aqQo7dgjaMaOTYHluwqESsMZnPlSItNhHPsTqGkV1XoxD4BeU4uU2tHUqUezEfHNC4yxq3Hueok1wFhnKjHbBXlchxOEZ9psWFleSUKqmrAumW9DIuty8srRblcmzO2uM6P7k31sO4tLbEyTkA0hpwXIxoIAkFfsE2RRZUusScVpVpBSkxKhSmJQHx8fHkqW6nU1V+NzCfT1HXE5+H1Avxi5LLLUYtGMKgERt55N4aPvhO76+rFgl2/1DoaOVzsJ7qcc6bejPRKLkanLO+81lmDHLHIlFX4uVxaX2dCUkkF8q1O5HF/BYMFjE/TmZButgiMEGu5DpdYkIqYSjOYBd64Iibxnyv2arEixcDVdW1iqWkqzdVVNSKd+1uwPPMSe8Qn62E8cUvsyTz06YhTpsnni5gnZhm3bHcZuEAW60zRGUQ719c3iuciWWcQZZmfzwqvs7y0XGCb12F6qp7bDXBzrv0bRkmM7XiisQi9+52BrcW7FChxKJAWO+KEXCKKG4ldZmJY4lwdzzRJRjrCJdOIX+JVHrRmMI5HfJ0yj4znXCgSjDC4rL4yR0MMnUQHChUzBh/G9r+24u34oxO3v5w1C/0HDkL+jp3YYDsw62iQaKRXGAR2qTOlFYN4LbC5BJaJb54T90znOTHOMPPkWrjapkmsTEqMEmfEGH3ig2FijBjlKtHEEXWqiDO34ZbPRJbNLsrkV1UjqUKHVdyl2VklcJlqNP+oTtZBx2sRu0JPV+qV61vlMEzPIxoSd1KnEmfEMR1xLg/GE7PMx3C8Hmc+5mc80+l48Fytm2VZ+oxnGfW15bMliTjrkOmiwui5rJ9xsi7mk4f6mjJO7f8iRIMPBVcg5OqP2TozMitNWG1xosDsQHalCWssTqyOhvlg5FjtSNYbkeeoEiSCCplKm0An+AlKKmAu4csHIoUPC3c15NLHVM56RWnzASBhYJ5sGxU4wW0S9abojEjVG0X9gpSQsFToRV4qZZIOKuJsq0MsE7y/ipjlEyvjOKLx/kc485yh7YhGTAkTS6rJa+qO7ArhYDgEHx+YUBhh7t4aaCMa148cg53VNb8o0SC5IFnI1CvkguSBcanleuFT8Urlm2VQlC/PqYh5zvy5JjtyzQ7kkgzoTUipMCDP4UKOxY5cmwvpBgtSKuUL24pcuwupOoUg5FgcIsx9LPIdVUimQo5iWJKH3CipJdaIV5JsYpvkmkstE5tUxHwGqOyJzXSjWVH6ZhtWlVWKl0UBiQSXuOfS1nxJRDft4nnsJWG1Y8nuUlEn6yXGkyoNB4FoKMuF01oniEZ0YxyBG5Wy7QqYFpYLhBWiQdYv1r7lC0G69gSDit7vDyAYJvFWXhzTZs1Cv4GDkFu8/YARDZKETBJgkgiTQiLUZCNdZ4wRaGKe5JnkgvmJ6xxipdIoCCb3WOFLn8PVxG+yzihIaZbVITBJvUnsE5fUs2lGiyC61M/ELXUydbHQt44qZBjNoH4l7rOJQ6NZYJjYZ/3p3M+Iv/iz2gU2WS8xTif0e2z4pGcSDWKEZFe+3PmSJtGQpIEvcMbRqQ9phZNEQP2il/kkaaHP8swj62UcSYIkGwzLuli3TJdx9NUWQkkwFIy3TdBmvCwr2xHvHxCiofzkSWHDBEr8S1my6TRu2qYzI48/i6owYqOjBqtNDiTtKEWu3op1jhqkluqQVmnApsZm5NmcWLa7VOxoyCXRCV5+vfGLjUqVxIBAJglJKteJr8zVrmqx++GSnbuxqrQS3LhofV2DGIvkLon8euO4JPcboOLnC4MPCAkKScWaqlrQgrGgcBtWu2oEOSDr//m++jpBNJRf1ylffF2UaAjQCrYcVhYXC9LErcDtjjF34brbR2F7VXWUaBh/mZVBdVxx1SpIRb7Vgc11jVjjrEauxY6Ucj3WOGuwub4JtHxQcRc2tmJjTT3SSRzKdVjvqkW2kZY4J/KpSMsqRX3cXTOXuDNaRV0Z0d0211XXIVssmWwR5FTUa7Yjz+pAWoVBfDnSsrG8pEyQ6Ty7E7lWhcRkmMxIpdLm8t0mC1aUVSDf4cKG+kaQjBDfJAwFrmqxCdfy3WXihbGxpgGZJDsVetBKk22yY2HRDkFG8p3VYmdQWjFIThRSbhTPDa9DR6V/ICaFJibR8RaNH3DKaQOxu0xZgjxEIhqd4BwKhsWvN6gciaWuc3CScxvR+P/sfQeYFVW2Ne9/8yY7Mz4n6OiI5NDkjAEVMABmEEWCWQZEMYCimBUVxQwYUBGHnKFzzjnn7ts359uZ1BnW/61d9zSXthtwGlrGR33f6VN1UtXt2rXPOnvvszfPlY1GqxiGWEPitWjA4siRetQ3NaPF+zs+X/c1evcfgMjsHCTZzoxEgzRMqTBB8/7CUiSXVyOJ8apsLlnUaQBZ8yVE/su2pI+AojLE2lwILTMhsESPWIdH+CxpgXFXSDN7ikqFBgl0JeCb0yNAm/wymIsznQFxnkptwWYwItbpkb67C4rlW+N9RApssCCwVC90T7olsCX4IDgn0OYY5L2UXjOibdrBwwJ4SOchjIf0M/WjwUlZ2b6R1jlxM5H2CQKoEuTEz4N2SowtxRhTqky1ZV8CFsbmYdA/9lPfDgEC70GwoA7WKQkGz5lYr+7P/r7fH8fg/dmHB9sqgMR2qi37qzbqXm3zswI0CDZ8AYfoE41WxBBJ0/NbmVnzTqi3IsHiQmSZBVFlFqR7apDo8CCgRIdwMlyjRYBEvMuDWKcLQXoDQoWwXYiw2BCgK5OgOv66MkRRnEyRNld7ZgtiHC6kVtYKg96VVyDETuLnJEGQQXQfaXMiRG+WaIqcFBiaOYiI3+6SD4UfYZTNJSvLtuDp37lunxn/PIBGU3MzDtUdRj114UdJxMdJbfp983D73AdQVM14OiaEd4ELcgLDOKcb0QzAxBUVGSnVGQYTYigapnSrVI8EpwdhZUb4FxQhuLQM+wuKEc9ImlS/WR3Sf19+EULLDEgur0QE++n0CCHT1RlAAMP7xNqdCNebsDe/EEnuCsTYyOQtcr99BUUyXmbtIURQDF2mR6TVjt35hSBthhrNiLY7EG13ItJmRyS/H6MJYUYTAkp1CNLp5R4EHrwv6+lenCva9MoDMonszM4XlWSSuwpBFFvLc5Uj2u6WCKEJ5VVIqTko0pedeYUQoOKVtKiYG/8OTas+7dN2G6CxmbFO+qPIG721pZEOYoCjjUdRX9eAhrrjdhNkXOdG0lQmzcea0IRGUZ9QhcKtrbTRoDEo1SZNDY04UKPZfpCBE2jUN2sM+vOv1qHPQD/EFxYhxU4e9cPFmPo/nm5OcJvgKEe83YPgEoPwVXp6DRQg4ZZFWxzfvd4iZVzcRVsc2JmZJ+pr9k32VIv0bl9hEWKclHhQlWJEsN6gSfCETm3IOnRE6kij8W4PtmXnYC8lY3YGiCPQKUakyYpkTxWiKf2j5Jog3OIQ4EGQHeNwCy8mMKJUkIs+AhsCD36rXEQS1FBCoqlmfr5Ag/ShDk7WbQ2fOeETjPBgHKn+/fvDz8+vNfIw+6uJnUEtGbNnyJAh4paffViv2vjei3UKTPCc9yB4IVAgKOGzEFzwmgfvoa45DusJNjgGE8sU+FDPIx3b+XPGgIZsS21jLKQ+GiXSo+okwe4Rm4wovRX+OUUCMvJqjmDxa+9g2QerkVFZozFoqkYsNiHiKIsNMWTkVItQhFyqk8mCDJjXiRWVSK6oQkBxKXbn5iPKakWiu0I+KCJ8ond+FInuKo1BGyyaKsfsQIKzQlabFC9SbB5UakSEV49P9M8Pg4z4vESjHerxKSKh1TfSx8Bh2RnDqsZGDU3fde8csdHIr9SCqnWVjUao3ojU8krEUqWm0+P9Ldsw4dbbMe6W2zBuyjRcNfMeXH3XDIyYOBljr7sOD730CkJ1BB9u6bM1LUMASlplNcIMRkRbbEgimKUtRKkeMTY7UjyVSKuqwRvfrMfY667HbQ8/itASHRJcHsQ7nIghKKDKw2wT8CE0rNML/fL5CEairXYJeU0QEW1zIImAxkxgbsf+omKh6wSXW8oU4KHqkVJB2jXFmO2IIS3bPYhleZlZ1JT+hTpEstxdKcydjFzZGxFkk9Grb7Sz+WkBjU3b0L1XPxSo6K0kD6/6hCG9qTpRB5nYuZGOSzO464S2GkzHWre48gdAos/qdWUSJdloNMnPUDYaH65ejb6DBiO+qEhTnZwBoEFeFW2yC6D4aE8Axt1xN66dchtGT7sDH+8JQJxNowXawBFsJNjLNQBgsGq53iLgJJSqM6MJKZVVAop3ZOcIXZP+GKyMizwBvgKs9QLWIy1Wodk4hwvhjERdUip9qQYPKixDoqMcKe4qoUneO9xgEZAjNnkGiywAyY935RcJ4EiuqhXAQfrUVDhq58nPT3WipAeKzjlRc7LnhE56Z04AoNp5PB689tprEkxw0qRJEq+KfdXEzijcv/71r7Fy5UrZts3xFCBQ7RSY4LUaW9XxmqBB3Z/XHIPPwmfgfXitytmP10w82I8gNqLb2gAAIABJREFUhW3Zp6OjS4EGCS6s1Ig4swOpzkqEFukRb3HB1AwMGjsBN9w9B4ajEOZMhhxjsYOrwVirHfEOlzB4Mloy+kjWU3ytN+HVL9bhq+BQYdpBJTqZJMKpTy/SCYHH2dyId5QL8BDQQf2mzoQIRrG0uhDtZdQxFqeodWhHwlUCP+SgEq5eNZXL2WHGPw+JxlESppcgRX3tQ3Ez7p2Nm6fPRLbb3WU2GgSH/kUlQgsEGqlV1Xjmg4/Qrdt/YcKMmZgyZx7++89/Rd/xV+Gex+bjosv+gStGj5X2lH6QtvblFwpjTa2oRITBiICCYkQbzEKPCVan5LFmO5Jc5Vi7LwDDx43HRZf3wL6sXKHXOLMNDFSYTImc2YY9OXkgYyf9hpUZkOKpQGZ1LULJYEv1SKuoxLbUDDzz/gfYnZ2LlPJKhOj0InHhbyAoiaIKhM9gsiOGUo1SIyJp82R2ItbsEODBlW1IiQGhBM0GqxhdBxbrRfVDNUm8u1JE5mHUlRstZ0RidyqgkVVRhTXbd6LvkBHIyi8W6jjadBRNdV4/Mcc077dkaCdjWD5k1UWnp6c64cMw2OATi57AI488CpPZ3Pp8n6xdiz5+gxBbUHDGgIYYNdN43u7BmsAw9J0wCd1++TtMnDUPG2KThK+Rh1G6wDY0wKdUI62iVoBHqM4kampKOVIqKjVJGW0wygxC16RRAuy1QSFY9P6Hwm9ZF1JahmRPhYBxtqGEL95GvmlFeKlJJNOMpUO+HkvPoiVGBBfrhQ4JjslbKWmhaoc2IqJetDmFDimFi6W6mpIVqvV+hqoTTtCclIODg7F//36hEUXvrCMo4OTOMl6bzWYJ9PfQQw8JoFB92LG0tFRiUDGiN8dse7RXpu7l25bfXHsHyxWgaVtPMNP2aG9s1eaMAg21Nak91QlVJlx1BRaUik0GgUaKvQIZrmpsCIrE5On34b7Hn8He9BzE0RCOq8ZiHeLtTuQdPILUimpEGSxIcriRffAwkpweYfAZFdXoN3ocFq94F7oWIMHhQlpFNeLtNDZ1YH9esRA3RcwUF5IJc+WX6qlGRtVBqUtyVSL/cKN8kGGlJiQ5ysVYNdVdJTnF1GdPj/3zABotRL5eXV65pxyhIWFiFEdCu+ve2Zgyc5aPjcbZj97K90Vxrn9hsay2ChsasWrHLlw7ey4oIUutqEK/MePw3EefwAZgyaerMfWRxxDrcCGlokokEsJQuYuEUg7acFQdQIzBgniLHckUgVOqYbQizVMNK4BV329C94FDEJCdj1R3JdIpSjZYkGh1ILvmoICNcJ0Bye5yxJhsyDpwCFm1BxGmI6i1oqy5GetCwvHnnr3xXWQMcmoPC/0nOj1IdLglEbwEUydvL0dW5UGkOCqQZPMgwepBtMEmYCOj4gCSXZVI5W4uF9U9NpF0xNrc2FdQImpDirPDubq1OsVm6eyA6OOqk6zySqzduRv9R4xBamae8J+WhhbUH6xHcz1VEAwcqAUFVIyWjOunT6ch0aCq0BsQ7kBtrUSUfemVV2Gz2+V3rvniSwkTH5N/5oBGaJlZQATt2lIravHm91twybDR2JmRi6L6FnnfVKNwkcW0Kysf5HPpVQcRT5pxVyHK5JB2iS6PSPwyqmqQX9cgdBplNKO06Rjmv/4mBl43CWnlVWA7AmNK61gfUlKG8DIjkp0ekUTnVh9BpqcG0XqrAI1UR6UGOKwuJNjcIskm7+VcQFs8AqD06oMiNd6ekaPthnGVa0b9P1OgoSZeRgy+8cYb5ZKAgEmBDEX/rNy0aRMGDx4skoyxY8di165d0kev14sUgyqVSy65RNQvrMjIyAAjFrOeB8cMCgqCv7+/uNSn9KGsrAx79+7F7t27ER8fL+34h1HAWc5I4EajUcppo8H+TJGRkTIO+/O7JLCmRIWhKdoDHq0DA+gSoCHhqik9MDuQ7CwX+4yg/FKkO6uQYHRg1HU3Yck7H2L2k0sxaeZsZFbWIJHGd7mFSLK7sD87Dxtj4hBCCYXeBP/sPIQX6xChNyGsSIe+I0bhgWeWIqfmoDD/zXGJ2J+TLztZaGQaxwBrpUaE5JcgrNiAkKIy7E7PRWhRGZLsHuxKz0FgbqGg7y2J6diVliOGqmyXwN0xNupVaaTXOd1q+6u+nwfQUBMCiSsxIQnXXXs9oiJjhQDvmnkfpt0zCwWVFKfSSv7sAw1a4sfSCLNEJ1IBqj0oodiWnon06lpZgfUddyWeePc95Nc3IqCoBDsysmRi35Odi01JKYikhX1xKUJlYncjRmcUEBGtNyNGb0YCt77mFWFnUhqSbG68+eW36O43FDuT0uGfU4DwghJElhqwNyMHgVl5cs4+uQcOY19WHrYnpWJ7YipCi3VC51F6E1Z89y9ceEVvvPL5OuTVHhZg86/oOOzJIE2WC8CJM9mwMzkT/hl5iDfYEVlkRFBWISKKDAgvMWJnShZC8kslHHxwoQ5MMSa7qFRCdNquA25zpKTuTNA1v4v2afs40MiurMZnW7XtramZub486Gd3Tsd2M+6+G++sfE92Ycn21kGDEcldJ2fAGJQ2bzRQprSKqrLS5mNYvScAf+8/GN9FxiGlvEakF5RgEGRQqsFzLqw2J6Vjd0YuKL2lOiWO21+LddiWnIZtiakIyC1AlM4oC7okhwcz/7kIPYcMx86UDCQ6XELDG6JiEFFqQJqnSkAJaXx7Qgr2pechSmdGYFYh9qflILLEhDiDDf5ZBdifXYhEqxthVK1QxWfRpMoEG7TrCCjSIVRvEhsisdH4mRqDKpXDokWLMG3aNHGcSGBBoOGrvlDSiPXr10tQy/z8fIwePRrbtm0Tg8wXXngBCxYsAOvHjRsnRpt05Dhr1iz87W9/w+uvvy4qEUpOBg4ciF69esk4ERERePXVV9G3b1/06NEDDz/8sEhOCgoKcPvtt6Nfv374y1/+gpdffll4N0ELy3r27Im//vWvuOyyy7B582Z5VsYFYnmfPn3AaN8nO7oGaNAwyGQXERrFu+nlNSJiSzS7EF5Qhu4jxuPZ9z7BnY8swojJU5FVVYtE6qq5HUpvxM1z7hcd5xvrvsFHW7ah/9ChuGXO/diflYsps+bgt7+/AH+5+BKs+tdmfBMcil4DBmLCnXcj1mBD0eEmYbhznliCwSNH4YkV7+OrwHD0HXUlRk+agp2JGbhnwWIMHD4Cb3/zL3y4dTcmz7ofCWYXonUWASNc+Z230TgZGQENjQ04wsBSACoqKrF37z7ccft0JCWn4uH5C3DzXXcjx+3psl0n4bSrMZgQb3cgymBCJO01PBVIr6wWu4292bnoMWwEnn73PWTWHECC3YnCugZsS0zGgHFXov+112N3Vg4efm4Znv/gI3y8fTcGjRiJyXfNRLTOgEx3JbIqqgXg9h4wEE+99S5WfLMB/a+5DlvjknDDg49g6Ogx+HTLdjy3+nMMHDYcMx9bgBRuZzVZce29c9BrgB/6DR6Gxe99gMLD9fguNBKXDxmGX/z2Alza3w+BWbl46ePP0Kv/AMxbthzJDjcSLHaEFJTgmml3wm/4SHyyeTde+/QrDBo+ErMXPYutcakYMXEKhowej01RiVjw8huY/+KrYjRK2w2ugDk5UaxO8Tt3XXEX1tkB0W2ABo1Be/VFfpGmOlF+M1opq2MVb2uT/5QTMu458+bhsy++wJa9e+E3ajRCMzKRSP8snfx/0+aNKg9KBQLyS5B3sA5fB4bhsn6DsDk2CRmVB0QSG0W1mc4kUq608hqRJI+86Rb0GzIUH2/fg9yD9cg/VI91ASHoO3IMeg8ehkFXT8CG0EgUHWnA4pWrcNFfL8GvfvNb3DhrDsKLS3HzvbPRs/8AvL95O3JrDiLvwCFsCAlH74FDMerG24Tm7nl0kdDj61+uxyebdwnt3zj3EWxNSMPN98zF61+tR3bNYZEsi6sDm1uAD0ERafJMGYOei7SigAYlDi+++KLY9NBGggcXa6xn4jkPAosxY8YgNjYW48ePl0CXK1aswOOPP45PPvlE8vT0dAEfVK989NFHuPLKK7FkyRIEBgbi1ltvlZyAIyAgQK5feuklGYfSi8zMTFitVtx0001Yu3YtCEQYuZgghufTp0+XfgyuSaCxePFiARWff/45/vnPf+Ldd9/Fn/70J9kVIw/cwZ8uBRo0TCLxU58co7chyeJGWEEZ+o6/Dss+WIPAjBzMWbwUT7yxApGlZcgqr0CCxYql73+AP170Z8x6/AnsTc/A+Mk34KIePbErJQ3PrHgHF116KcZPnowHn12Kh597Hi+ufA8PP/8SHn72BQRmFyLVWYWV6zfhin4DMPam2+CflY/b5z2KX1xwEb7YE4iPaaTWux/6DhqKOx+aj8Vvr0JEiUmeL0LHnQqWcwdodPAif+ripuYmHGmoB3ef8GhobMKFF/4FAcEhWPLcMkydPlNz2CW7Ts7+9lYCDe4ySXRoQIOANc1djnjuOKFxpsGE/qPG4Om3VyKLW0gNJgEigXkFmLXoCXT73QW45uYpmLP4adx831zc9ch8vPTe+3jwmaV47LkXEJSVK5F277j/ITz10nLct/AJjLj6GvQZfzV2J6Vi4Vtv479//3s8+/ZKbIqNR/+RIzHg6gnwz8jG/c8uxZ0LFmH+0mX4zR//F9fPnIWCQ3XYm5aJKbPn4U9/vQR3PPgw5i9bjsdeWI6XPvgQdz/5DBa99Q5iuLW21IAFL76KX/3+j3h2xQfYFhGHfsNH4YoR47E7OROPPP8K/vtXv8eYa6/H9EcWYtXGbSKmppGzqA9NdrHfoG0S9eJdBTQ+3bQN/QcPg9nuxIcfrMase+7D/fffjwfvfxD3z70f982aJdfz5s3DuZPmYu48b7p/Tuv5vHlz0ZrmzsP9TPffj3lz52HOnHl4cvFiXH5FD1zWoweumzwZQ8aNF4ddSTanbIvuDLCTHR0mu9jmhBbrZeG2do8/Lh0wFBsiYpBdfVgksbThidCZRIq8Oy0bMxcuxiPLX8PSt97B9AVP4rPd/lgfFokZ8xdi7uKncdcDD6Pbf/033vzqGwEan+zcjaHjrsKlPXth9hNP4YFnluCR51/EsndXYsaCRXjn2++QU10rdHv7vXPw6wsvxvdBkXjvq+/xpz9fjFkLn0ZAWiaum3ILuv3qDxg77Xbc+/jT2BAZK6q9aFmAaqCJO6hoR0ebDfrqOJVn0DACZItV2kZYrEhyOhCSk40eAwZgw+bNPzU7PK37v/HGG7j88stPaEuQQWmGso2gyoMSg7i4OAEQBAa33XYbnn32WWzduhVXX321SBeee+65VoNRjkt1RlZWloABGoqq48svv8TcuXMRExMjRZREPPXUU3jllVdAj7lbtmzBsmXLBNi88847uPTSS1VXkYIQnCQnJ6N79+743e9+J4CGY1ZWVra2a++ka4CG0SZ6OapOKNGggVBIvg5pjkpkuqrRa+gYTLjpFqzdsh3jr5+MywYOQgot+i1WpNhsKKipxdVTp+LOBx6EC8AHmzbjMj8/7EvPQH51DQZffTXe+OILLFz+Ei7v2xefbtuGR5c+j26//A0+3+uPgsMNMB4D5jzxDEZfewP09S0IzijAP/oNwpe7/OEGcMf9j+Giiy/B4y+9jhRHuejWqTahyFmcPnVyFdKxePlE1clzK1dhyMhx4M6///Tj9dffwqer1+Kmm6fg7gcfQXFNbZdtb40w2RFr584MPUJL9Ig2WhBrtoLGm5Re8Jo2GovfXqntdCozItpoRc6BQwgrKcMl/Qei10A/fBcRjXe+2YC7H/0n1mzeiocWP4WLLv0HNoaEYeDI0Vi64h0cBLBmy1Z0790blw8djtDsXCQbTGJo+tRbK1AOYOEbb2L89On4LjAEf7m8B74NDEEFgEWvv4Un33hbJCT5NYfwfXgUegwbiR0JyRh7/Q24dso0rN6xB+NuuAl/6+enSVPo/8PixKDx1+Lx5a+Dnzglgj3HTUCMzoQ0ZwV6Dx+NHn374bMde8XGKcqoGZKG0ZGTGJXSKZmlS1UnX+zcjYsv74lly1/Fww/Nx6TJkzDx2om4YeINuOmGm3DD5Btw8803Y/LkyaCF/bmRJmLiJG+afPx80qSJaE0TJ2HypMmSJk6ciBtuuBGTJ9+Av15yKa7o3RuDBg/GwOEjkXCGdp1QdUJD9QSzHYkWJ3KqDuKTbbtEdfJtSASyKg6A6j367KCajernL/YG4Hd/uRiLXn4DqzZtx4WXdcfsxc9i4atvoO/ocSg4cBixBjOmP7YQn+3cg3RXOQxNx/DEa2/i6mm3YWNEDP54WXc8smQZPty4FX+5rDtumfsAMtwV4JbdnfHJ+EffQdgYEA5XC3DdtOm4a95jQvtrtu3Br37zR4y6cQqC80tQUt8kjhqDinWIsTvElQG3cdMnUpjFimACCHHa1fGuEzoRC7fZEWF3IMRgRIrbheDsLPQYOBD/2roVcYlJiEtIEBaqpAOUHOzZswdfffUVqIrwPRhoj5MsJ02mvDzNjkj1pf8I1rMv6+nbwvegumz79u1S7zu+kmDw3gQGrGMiCKC9xSOPPCJSi40bN8quEd5PqU0oaXj77bfx1ltvic0Et7BSovDkk0+2ShkosaA9xUUXXYSpU6fivvvuO8HugkBi9uzZIq1QkhM+/wMPPIDo6GgxSPUFO5RmrFmzRn4aJSK8H3/X119/LUCadhxU+xBocAyqWE7n6FKgwa14BBqUaIQXGxFTZsWepExcd8t0XNG7D67oNxSX9+yFa26/A7sSEhBTUoI4vQ7cFnnttKmY8dCDoHnViq++xOX9+yMoMwM5Hg8Gjx+Hlz76CEtWvIVf/ebXuMJvIHr07we/8Vdie1oaMqprxRhvxvzHMe7GadAdasDOqERc1nsg1u30h+FwI66/bQZumfMgssurEWuyIlq2Hdpk+xY93Uk45U6Cjfb12CcCjeUffIyeA4cgOj4FeXn5yM/KR152HnJzc5GdmY3M9Aw5p4OWcyrl5iArJxvZOTnIz8uXD7W4qBTjxl4lSPuBJ59GQRdub6VPFOqhCTKiaOlOj7N6kxil0UaCdjndh47A0ys/QHbNITE0pndaGm1ujE3CpYOHYcX6jciqOoCokjI88cpr6DtgAP5xxRX4W/fu2BEZJRKM5Svfg7muHlk2G15c9QGuGDoMEbl5SDEY0W/0GDz9+htwtBzF/GUvYOzUqfhmfyD+0d8P6/YGwlDfjCSzHWEFJUg226GjGHt/ELoPGYGv/YMx4dY78ceLLkIPv6Ho0acvbpo1F2H5xcj2VCFZb8GgMVfhsSUvCvhe8s4q9B1zFRLp1bSoFFcMHoqXP10jakgCrHibA5EmM0LpI8FqBbcohpnMmmOmTtJ1xyD6RNXJN/v88T+/uQDde/RBelqGbJk7UnsE9Yfr0NjQKA67aLxGa/dzJzWgobFeYpzUNR6Rc143tqYG7dkbGlFfV+/dKqhZ8d8xfQYef+ppfL9lC/oNGoK4gsIz4hmUQIOAOYb+gPQm5Ncexpqde3BpPz9siY5HZnk1onQGxJtsSDDbkOGpwjeBofjtRX/FZd17oeewUcJvV3z1DZ58YwWGXHUtUm1OJBitSLY4EEeQYrKh9HAD5r/wMsbfNBXfh0biwh698ffuvdBr8HChx+c++AQ55dVIs7nwbUAo/t5/CL7evg/6qiOYMO0u3HX/Y3A0ASu//FYWdTuTUpHuqRTVIcFuuNmMUAuTxgNDrBYwBVkJNuiLqSOgQY+lRkS5XIhyOrG3sAgZlRUIyspCTz8/bNqxA6+89RZefOklUUFQOsBUUVEBGmHSXuHbb7+V+ZHlnNzpEIvAlrYLTLR94KEkC9xmOmHCBJEusJ6TtTrY32azifqB0gcm1V/t6CCQIQilzwv2p5qCR1hYmPBHqkdMJlOrysTtdsuETvsIPht9bXByv/jii8WIU3Y4PfGEqFVoMMrydevWiTEo71VeXi48mICJQIH3pk0FVXoESQsXLsTSpUsRHh4uxqSUcBB80WcH1SY0AqXNCP9P3bp1w8iRI8UxGH8r/4dUtVC6UlhYqP4NJ827FGhwxwclBNz6ROdcu5OzMHbSVKz4Yj2C0nPxzZ4Q7IyOx5J338VVU29GeH4+UqwmZLtduGbKTZjx8INwAnj7qy9wef9+CMrKQKbTgUFXX4nn3n8Pjyx9FgNHjcR3QUHYGBGO72Nj4V9SggizGSnucty+YBFGTrkVOZ4qbA6NwqX9BuPr3QGwNhzFpNun49a5D6G0rgnxFht25+YiWK9HnMstzmvOnlMjX6BxACvWfolf/vYPGDhkJPz8hmLEkFEY6jdEDHL8Bvhh0EA/OSdBnCuJHwNXbX6DB4nh0YjhIzFo0BCMHDEWv/7dH4RQH1y0GEXVXRfrhFIobuHjDiLuCqHKLpRbPksMstMotNiAPiMp0XhfdhxxS15wURnSK2qwKy0b//Abhvc37YAFwD9feBlTZ85EeFYmPvr6a1wxoB++2rkTQ6+5GktWrIDh8GFY6uux6ptv0X1Af4RkZiLdYka/kSPx5Msvi8Rs0YvLMer6ifh89378Y8hwfOMfIoaBaXY3Mhjfp7gMaQ4P1geFyc4Vtht3xwzc9vBj2BIVh62RMdgUHYd9aVnIdlcizWTDwJHj8MxrK+DhM774CgaMGgeOF5RbgMsHDQFtmmj7EcGYJiWlCDPScZID4RbGtzAgxuVCtPNsxvE5EWis2bYTl3Tvhe279ooe+qSc6WdQec+s+/DssmXYuns3BgweimRdGVIY46mThuUEGjTUjC4zIbSgGNkVNfhsxx78vd9ArA8OF+lYit2F6FIDIot1oKTs81178dcremHl199hW3wSvtkfhHi9Gf986VX0G3MVIkv1yHRVILeyFukON5LMNuRU1eLhJcsw7oYp+JKqmX4D8dbn67AnOQ3fB4diV3I6Ei12lB6sw6awaFzSayDWbdsLXeUhXDPlDtz90AJUAfjou424YuAQBOcWyE4s+pUhTyYdakDDjBCrloIEaNhODjRMDtA9OoFGgN6AfUVFyKqqQmhurqhO/rVlCyyUhBcVo6lRC/pIAMudEZy0ae9gsVhkUlfAlhILTrScPGnzwImcBydWHpx0qY5I48I1I6PV+JFAhBIIjsN+rKdqgcDDtz/vzbETEhKkHYELD0o1CBI40fMeSgJC+wvaPvziF78QiQR3eowaNUpsMGj0SRuJP//5z7jgggsEvNCXBvnwiBEjRM1Cg01ec1cKpR7cFkt7C5YNHToUNCYlsOHzXHjhhTIG29KQlONSgkHpBeeY//3f/8W+ffta/xePPvqoSFB4L6phCEp8f6tctPnTpUCDlsZk+CHFetmaF5JXiosu74PPtu0TZplfeUgkFqs2fIe/9eyBuLIyZLicyHK5MHrKzZhy/zwh3M93bEfPIYORbreLtGPAmNF468sv8OjSJRg+4RoZK83jwX1PPYXv4hMQ7/HI1qzJs+dh7M23yD22RSXgsoHDsTMmSUTPk+6YibseXShiPa4Aoxkki/YEVhvo/rwzOlXV99QSjQN45cNP8PfLumPVx59gzZrP8fmnX2DtZ2vx2Wef4dOPP8UnH3+M1atXn1OJz7Z6zWp8uuYzec51677G6tVr8P/+63/w8D8fxw3TbsWd8x5Ejkv50Tj7Nhrc6USDRxo+UrIhFvoWp/iZoKU7twQOmDAJy9euQ3ETWmPv0GI/qKgMlw8bjQ+27Zatr2Mm34yJt94qn87GkFD0HDoUu6JjMHjcOCx66WXYWo4KzX24/jv0GjQIGRYr0iwW/L1XHyx56y1xK7J0xbu4cuot2BgRjb/1GYBt8cniM+axZS/hxQ8+QVZFjRgKfrkvEFf4DcV3YVEYOvFGPPbKG2IzuSM+GXOeeAoh+cXI8lQhw+ZGL7/hWPj8yzgCYNkHn2LAlRNQfKgeOZW1ojp57cuvUdLUovk4MNL5EgNpaR51I2w2RDudQt+KPjuTt0/bJwKNTzdtRa9+frC7NSbbXHcU4HZ8r5qQW0TJtBVzb8OrfqLL0/CjwZ/QclQ8m6qHXPbCC5i/YCHSMzOxbsP36DtkGKJy887IrhPaaMSYbYiis60iHXJrDuGrgBBcNng4dianQ990DBnl1ShrPIZV323E/GUv4aPN23FRr34IzCsC9wcsfPl1fLRxKx5/7U30oG+TqgOiApnx8Hx8unWnGB2XHGnEk6++iWtuuQObo+Jwcd8BCMzORw2AxW++g6UrP0ASgbKrAt/sD8aFF3dHYEK6qBIn3joDMx9eKLS5Ztsu2Y0VlFso22TpA0m85popKeZCS5NkUJoRfJoSjWCTDUEmE4JNJkRYLMioqEBkYSF6DhiAdd99p15Dq0SiLV2Rxjj5s1xJLVo7eU9Un47qCQxO1p+qCt6H4IHgoO1BNc6dd94pxpqqju05JgEAJ3saYdIglBINqjJqavjfh9RTBUPJCfkvJQ+ffvopVq1aJR5CKbmQOePTT0XlwzG5nZUAhuUEPTwIeKjSobqEdTznfQlEnnnmGbk370/DVYIdHrQXYRuOQ2mJktpIZQd/ug5oeAOq0Xtcgs2DgJwi2c76X7/8HUZfOxnbYpJRUHNIRHzjb7oZ/33BBXjg6WcRnJuHVIcDz6/+DDc99DAWLX8JE2+/Hb/47e+w4MXl2Juajn5XXomrJk3CwheX456Fj+OxJUsxc8FCTJx1H3ZkZSOlulY8h674dgNunfMAFi9/FVNmzEa3316I22Y/iMeffwV/+vsVuLzfQLyz/nsxIoyy2WW1F2Gn3pCgo/Ngo31mfKJE47l33sOw0eM6eF3/GcUk6rVr1uKpxU+jzGDCP598BlPvmYU8BlXrKmNQqgPKzOB2TuWIjefiV0JvwfxX3sQv/nQRRk+6Gav9QwSI0Evs7qx83L3gSXT79e9xzZ0zsT0tG6u+34hZCxaCUomRE2+mGqGHAAAgAElEQVTA//vt73DPwkV44KmncfdDj+Kxp5/Bwpdfw1U33oxf/Oo3WLjsRYTm5OKFlaswa9GTeOGVVzBk/DX40yV/x/1PL8Xd8x/HvKeW4ImXXsGUWXPx2povkequQP6BI/gqIBj/88eLcONdMzHniadBdd/SV1/FXQ89hgeefR5JVqf49EjQW/H8Ox/g9gfn4+lXXsWYG6fif/76dzy0ZJnsMvnlHy7EqImTsS48Ehk1B8TJUnCZQdz7B+oNiPeUC5Pm+dnbUXUcaNBh1+qtO9Cjvx9SMjT9dkvTUdAYif40jnkDq517FH56QONYy1G0eFe2a9d+jrtm3I3QsHD5OZ9/8w16DvBDSHqGvL8zsuvEZEWizSlbnjdGxWHinXej2wUX4vYHH8H85a/i3sefxKLlL+POBx/FgpdfFwAy+5nncNejC3D/M0tx05wH8OGmbVgfGoGZjy3EQ08/i1lPPoMb75mNr/yDkeL0oPhIowCSC/92CR549jncvfBJ3LfoKTzyzBLZ7UfbpTR3ldiCbI1JxLxFz2DBkuV47rXX8Od/9MJlffzw5KtvYcK02/Ff//MbzFy0GP55hYh3ujWgISrpE4HG6apO9uuMCGQ4Co8HMQ4uYPUi0eg9fDi+3PB9Kxlxkicg4EHAQMkF+ZNKLGcbBW7ZhtesV+cEJAoA8Jz1TBxL2T2o/px02Y/9eV+Wsy2BBsvUsWPHDlFB0OCShxqffXmPtocan+W+47Rt92OuTwYQaBD6hz/8QcAEVSxUnygD0rb3UL+zbbnvddcADZNNnLHQRoN6cDoU+i4iDoMnTIbf8FHoPWAoPtiwFfqGFiz/eC16DR+JgVddjSFXX4edicmyzTXZ7sQTK99Hz4GDMWjcePQfPgpDr5mAL/YHYtbzL4hDnNdWf46vQ8LEC9+oG2/G5vQMxFVWItLuECczGVW1eHPdevQeOAS9B43AgDFXo//IcegzbDT8xlyFgUOH4d5Fi8XVs8RPcToR6XAI0OjMak/1PTXQqMXz73+IgSNGw11BoSNDxLeg6XAj6EWRB1d96sWS+M6VJM/G58MxlOnKMG3ardCXaU5jZtwzC7fdOxulBw52mTEo/+fclhxjdsqOC7pCDijUict5OjUac+M0DBoxCv2GjsLi9z4SUEJ/Kd/HJKLf6CsxaMQY9Bt3Dd7ZtA1lzS14a9036O03BH3HjEe/YSPQ58prsDU+EY+/9KpsP+05aiz6DB+FIaPGYuR1k2Tnib6uCQ+/+Ap6DxyI/iPHYsDQYZg4/R7syczGpOkz0WfQIFlpppdXI7SkDDk1h7AzJR0jr5+MAcNG4rvwKDz59nuytXvuU0uQQJE2IxZTP11qRJa7Co++8ib6DByMAWOvgt/V16HvyLHoMXw0BvA5R47GktVrkFLJYFt27C4oRECZHiEWM+IqyhFkNMp1VwENegalCD0uKU1omaKaY17voE31TULbZMq+TFVr+FP+PQ2gQem6V8TOleeMGTMRFhHZ+tCff/st+g4acsaCqlF1EmW0Is7qQEZlLVZt2iq+hPzGX4P+Y8ajz6ix6MvkNwiPvfiKqAMzK2oQkFeAsTdORY/Bw/DBzr3iVC6r+gDWh4SJS4Ah19+AnWmZyK09rG2ltjvx8tovZVv3pBn3YFN8Eq6/6270HTwYH2/dAfLTZIcHOVUHEEtvoAYrJky7U7a/9h9zJfqPvhJ9RowRmuw/dCQGT5yMf8UnIslTKfGoKM1QEg3NTuN0bTQcEkGWu05i3R4ZK6S4CP7p6eg9ahS+2bxF/vfkmJxMaajJCZx0xZ0VVHPw4DUndQUOWKYmepaRFtU1J3eCCqVqYV/yYYINtmHiwTYKmPCaY6gJXY3HvsuXLwd3ivBgX/UsvA/PVRnr2Z+JdRxb1bGdOnzPWc978WBOkKPq1VjqmjnHZPI9NmzYIH476LuD9hnXXXedeCJlG9++/B9QdXIq8HNGgYbyCKry1glWwm5bJRpmoqMCAXnF2JuZj30ZeQjKKcLm6CT4ZxbILpSg3GJsjInHvswcbIlLQozBJERPHwLbk9NAZ1zc+ro7JQO7UtKF6e7PzceW2Hhx/RyhM2BPWia2p2cg2u1GqI1boMwINZgQZbJKe/bdHpeMXYlp2JucgYDMXBFJ70vPws70LC3eRFWVGCbtKS1BkLHrXJC/sOojcdNcYtBcGFMk21LfjMa6JjDCJYlIETJf+DmTcAyNzU2oa6iXAFkGg0mLNgtgxsxZmDZzlhZUrYscdimgQZfL9JC4L68YqeU14sAoQm/FtuQMhBTqsDs9B/75JUh2VyGFQaYMVmyITkBQQSl2ZeSKZ1m6+6ZDt23xidiTmomdiSn4V1QcEmgZn1+E7fFJ2BqfJOqQkLxCBGTlIYIO5RhAKrcAe1LTsT8jB/vSs4WR0ytpcGEx9mXlILCwWLzYxjEeS7FOXD0HFRRjX3aueF3cl5uPvVk5CNcxcJZZcz9utoGOv6LKTNiVmok9KRmgWDogpwC70jKxISoWuzKysC01Hf7FJRJ8cG9xMeIrKhBXUQF/gx6RLidCaXRn0EKFq2/1383bB9HHJRrisIt+NHr3b/Wj0VzXLAHVmhqa0FDXiJbmlh9EnPRlfj/N+WkCDZkwjsmkxlgn9T5unb/a8D0GjR6L6Lz8M6M6MdsQUFQqTuZINzRy3pmWITSzP68A25JS5f3vz84VZ1z06JlgdyFcbxQeuTE+EZuT0ySwYLK7AkFFJdiUkCS8j+OlME6U3iTO7kJLyxBcWCIgJaCwGAH5RdiXk4v9+YUIKioVFQ6lH3RDTvUfVTf8FnanZmJ3erbQI59N0aMEBaS7ci/IaAs2Tkui4bXRCLPaEMzggyYTkl1OBGdny64Ttb2VYRHIH9Vkz3PyTzVRk49yovTlqQQSbE8AwcQ+nERVueK3LOOkzTF8wYcaW9UxJ7hR/Xg/jk+DTSY1cXMclqt2BCzq/qpMBT7jNe/JxIP92F7dm/U8Z+L9qW5RdczZj8+h7s3+ak5hmXpmGqTSlsVut4shrWqj2nMMPqP6X3Dsjo4zBjS4K0MBDJUrpqWCqtEfRRA9cxbrxfo//0A9ig41Ic1djYhSE2INdmRXHRLL/7SKKkHcdLqUYNOCU9FynjtI0itrkFl9AAV1DRJHgrEfpJyux230518tRpwRDjuCzCYBGlHcBlVmkABXObWHREydSiM8nRFFh+vFaI4fWazDKREKqTIJMBoQ4XQg3M7gU13hGfQAlq1chYFDhsPp4eZH4FDNYTQeoTiObo61lRNf6LmWmlua0djSJJ4QGxtORMd333sfpt59b5fuOiHt0c024yrQ5THjftA2gzYbBBOMtZB9sF4C7dE1MwEJJR50glRY34Ks2jqJbkkpB13Zxxi5c8WO3NpDsl2UXmi5OynFVY70imqkl1dJirXY5Zo0SzEx+3DVSG+32bWHxL15GH12VFZJVExGeWX8HsY0oatzRohNr6oRsMv4PnF2p5SxnBNFrNUhqj1OLnRHzsSJgc+T5qmU9knucmTUHkS4xYrk6hokVVXBv6wMceXlSDt8SL6JfWU6yQk2usqPxmebtqFH734o1mlh4g9VH/G6Hz8mNg4E1WRyJ2NYHTGys1d+ekCDzJ0LAYIldRzxgo0vv12PvoOHnjmJhpkSYisY1IxxoOgvhq7zk8srRHrFOFGMKJxX14DUymoEFpciqLhUgqXR5T3LGc+H8XZIY1RlJHgqkOjRog4T0LJei2BsR1r1AeGvDAvBcVMqa5BeXSN99+QVCOChW31GQGY/BhnMOXhY6JjPSIlabl298NZwk+UE+wwFNHwlGyGnsb013OZCiMWC/Tqd2GgUHD6EiPx89OjfH997/WgcqaPqQnsbnAw5QfLgRKsmSNIa3x0nTXmH3jacVJlYT5pUfdmfZezPcXwndZbzPixTQIFlHJtJPQPr1cF6NR7vwXsxsS378Fwdamzel+OrZ1LjMqf0Rj0363kvBRBYxzFZznuyjuMr4KGei9cdHepe6rl53bZ/e33PCtBQAEPlBBqMNri/oBRhDAdfUdtq+c8Aa/E00mPoeIMNkRJV0Crhu0NLDeIBL4LB2MpMSHLRq6EDe/MKJdBUtNUhIsQoRjLktiwSX6kBAQUliHN5EGg0IaaiAgEGI0IZKMvpFh0129D1OF2Mh5caNec23lUCw89THLejoBCRLhcinE6Q8NVv6Uze/qrvRBuN5999H4OGjkD1QXpnAOoP16O5sQWcvBlKm7pgHupFn1M5iKSPybM2NVHHKY+K2Q89KrFO0qzclmdGhPnsG4NSHRBNF+Q6BjEzi5tj5sGl2nWCsxxBJQb4F5ZKmHUCiv0FJaJuYRwIRj5lRN9Yu1vCxccxiJqEwNZc6VN0zWBRzOPpr8DqlDxMZ8S+3CK5TnZVIJwB+Rg92Mxw9YyIaYV/sU5CaAeXGRHP1SCfhcHTaI1vsSHO4UYwQYXdBbpS31dYgjCjRSIQ000z/V+E08GRzYVI7q7hd2KwItJgkSBX7B9msoi0IsblBld+e0tKxblRpNOFAKMJ/kYjQm12hNm4hfBs2R8dl2iIjca2HegzeDhyCjXPoA0MqEaHMV6+q2hbo5pz5e9pAA2uKptbUHfkiPyWFkohOUF5QceHa1ajz+AhSCwu0WLkdHLXCXlQNHeV0B8MvSfTFX6ZQVx4hxnNEvCM10E6g6iBSTuRZptck34YOTXMYEYIaczplsjYbMuyeMYaoX8Vo1muBRjQGN5A8OIR+g0lkKEaz1OJwJIy7MkrRKzDjRCDSXxikIYZbTvSapdAfixnX9Ikn0WzUSFP/WESJ1ziQ+MkYeJFouFCJHmz2YwQgwGpHjdCcnLQY/Bg/GvbViGeI/WUOGjqBk6IvpMrJ1xOrGoiVpM2ryk5UJMtr1UdJ2XfPgqMMOfBOgVgeD+CATXJ+07wCkio52GuxmA7nvOeBAaUhrDeV5rBeibeQz0T21BFwsS+fBb+Bj6POnjuex8+nxqDOQ/Wc0z1bL734rOxHcdX91DPzuuTHV0GNAg2GCaYLpAppt6fX4LAQp1sN2TAHW57paEoV5UMzx7n8CC41ABOCIzJwNgM8Q6PBIji5MCoqpw4/AtKhVFzlwEnDoZ1Z6TKOHeFRACMLq+Ev8EEf0Yl9FSI4Zt/kU68fTLCJV3zchXLe0TZXAhjRFi7E3t1ZWDfQJMZgRQvn4GdJ6cLNPyGjkBlba28t5bGo5pdRl0Djhyuw9Hmc02HrZEXCZuiSh6UvDT4SDXmPPwYbrlvLjIdjDDaNUBDmDG9XurNCCzRi40Qt7zuLywVxpxWdQABxWXy3gmCCSoYP4LAgufsw77RjPTL2CZWF1JoS1FmBiMAk0ZpXEqQyzrSXwzBhrMc+/JL5H5plQdAb5zswzaMVslEwBvnLMd+OixyeCSaKrdPh5ut8GegNm5ddFL3bBemHKQ3ItRolRDvgaWcPOziOpz3jGQcC/oIMWq/Idrm0sLClxkR4/QIwN5ZUIQAvUmcIO0vM8KfYnGCDLtT6L2rgAZtNPoMGYHMvCKNaIgxmo7hWDOlAS1C22Rc59bx44AGgXZdXYOAjBbv97Bq9Rr0HToMCUXFXqDReWAXTKBAqQO3eTLuCSVdtIWz2JFaVSP53qJSkK7iXBUSPG9fcRkCGSnYYBbQEaw3SdTUUINZIviyPz3Fku7YL5C7Wix2obsgnRGxrnIBOCzzL+FYBCrl0ifYaEFiVQ2iXB4Zi/1DSNMWO0JMFjAEfJTDfUrDY0rDVXDODqO3mmijYRNnXfSjQYddUUYDArOy0GPIEHy7SfMMyjWZmjhbWrSJlHxKHcKzvBILnjNxwuQEz0mYB+mRkyvrONEyqUmYbVWZGpOTuWrDe/Nc3UeNxTI1sXMMNUmzjEm1o+0Dn4UTv5JGqOdkGwUk1LMpg1PVhvfhGBxflanfxOckeFF1LGcb3ks9E8/VczJXv4v1vPYdk+cnO84I0IggwvRRnbRd9dN4iUyeLma5A4A6cxrqUZRNkTY9cIqfg1KjxrQZF4VM3KK562VfnhO582PQrh1IdFdiT36xTAzRVqJ0bbLg5BDAj8TuxH6DCSFctVk11U4kw82bbQjxTiIUpe/JLUIYjas8lQgyWYTQ+cEEWawIdzglmiAlIm1/14+9Pl2gQYlGZU2trI7qDzZohqB8j8c0wlfEoV70uZC3HG2RMPFCbPKcx8luxr334Y775kJ38FCXGYOS0RF0EjwQSBA0MCftkD7UNYEFQQXLBdySedrdmpSh1BsPxGwXgED/B5FmhzBWTvYRVKnY3QICghj+nSoakxYRlW1DKYmjFIPh27nq5ORgtCCJDJlSC6NZgIC/zoAggwmx7nJhzkEEAiYLgmQCsCHS7pR+LIuya34vyMD5DIy+yufm+GT+AWUGRDvd8hxk8OwTYXcilqoXjkPat9jgbzIjiM9IAH3WQPRxiYbYaGzZhu59BiCnoESI42jDUZFoEGQ0NzaLtE4xsOPU81OfnQbQ8H6bYtx6jDruJjS1HEW9d5X4+dffoGf/gQhJS/fGOrF3mpcQkHLhFGl3YXdBsfAogg2+810FRUJX4VSr2JzSZk9hidBBBCUgDreABvK0fSU6eZa48krJ9xbrhHZi3OVgfwIIxfsIHAIJWMkjTRawbRRVKTUHEMDFmM2BQEpC7LT/scsCjfw23ObA7uJSbRFnOflvPy2gYXaCu078y/RirB9pZURuG0LzctFz4EB88e3x7a2+1EM+yQmaB3PyUR4sV5Mry3mtDoIFX6mAkiyoyVa1U7kCF5yU1fis47ikbXV/lvE+LFPlvA/7sI16Dl5zLN9nUvXsp6QPKmcdy9W9ea3Ag7on69S9CVbYnteqnO14TyXV4bU61HOpa+ZqLN9n9K3n+RkFGqeaeMkMCRSEyRM985r6cvrtp19+0Z07hTGHGhgR0okwrtQEyDgll3PvdaTVhRC9FaFGrvy0+gj6TDA7EUymb7UjwExLZu2cDFYkFvQ450XbfJ4QMnTqPfmhev3sy0djscoY7HOq33Y69acGGrV4fuUq+A0difJqTaJB0TJXfK2HF3m3Xp8jJ0Ko/JCF2574UNx1csvd92qxTrrQGJTAk+BCAQy+ayZeqzrSIM/blhOMEHxofewIMdoQQnf0dKFPAEx6sxBgOxFq4qrNhjDJCUAYP8SOUNKgmW0cQruUHJCRcsInTZEeKSomGAimgZzNoa3mvNettOgFydLGe67oTQCHRZN8EMRwLI4tDNtLyxyX9+T3oFaLHIupy4FG7/7IK9JsNISum7WdVBJmnXZIPkz+RCr6qa5+BNDwMl3+Bk5nzd7f8vnXX6NX/4Fio5FMo8wzoKqS90z7Hu+ELrxNpAFeMODldYoWgggAKMUiL6P0w0trXFgpmmROoCA0YXNoNOqlIZaRXgg2qErmtfRl7CCHS+rozTOQ9GzT6Ezoi7Rotbcu4NhPxm/nf8BvjXStaLRDiYZZ23USTM+2VisivLFOQnNzxGHX+o0bhVh8uOYPiIfvyJfW2l6rDixXkzbL1GR8svas44Tc9mB528N3HDV2e218y3zHUecqZzvfMTu6VuP5AgffMVje3m9Q/drmvn3b1vG6S4EGpQaKoTMnI48k8/fGQqHn0AgvsAgzHQcWBBftpeMA43jbUG/bUItTI1haJvuI48jYTyB0PgeBBz8AL+MloQsjllDFHX8Yitmfbv7vAA0QdDORRiX9kFjbe7E/RRk/rfaABo1Bp0yfqfnR6EKgQbWCBhQ0gOF7LnSnaI/SCTknPdK4TtEmpQYagAgloDA7QPpqN1f1Pm3CVBn7SL/jDPi4wRtBsJe5+jB10iBp8jjTVedaHAhfGlYrzjDSsYyl0bjQtAIz3rF9x/Md43RpuKN27dM2n4OqMjOUROOKPgNagcYPaPvouUjbPwJocLuudzLht6C01mvXrUPvAX6Iyc8/Iy7I5b1R2iDvVFsMnfBefQClKj8BZHqDkbFOlWtjtXPdhgZ57xPH1AAry4KtNgRZbQj05lzgqbgl6j6KJtujI36DLFfjnwxoECzR9oj8nDtYfIOq0eU7j3ORmn4Kvnwu3LNLgYaoUDixt5PI3Jm4KjwTiStKIVTqCH2S+M8X8R2lFMeTKmfu214bo/M6VX5A7TNjX2PQH0o0QNXizwBoTJ1xD/IrKr1h4o2t3gCFUVDKYKRUi7YGmtSrPUb0Y8vao7MfXUYpBKUTZyi1pa1/95p06ku/2q4vAub2U3v30cY4m7R9HmiQySugEZ2Xd8aAhjbh/5BXtfeeu6osmOCnTWp7b/UdtaVdXoeT9wvfVmCjo1gnjNxKOid9/RBoqO2t54HGuQAxtGfoUqBxsolCTQAna/Nj62TlyRVmO6mthKS9NqpM+yg6z5DPA42uBRo/ll46aq9WYZ3POTFQPdL5pGizs/nZpe3zQOOsAQ1OyObO09GZoMWTjdGWPtvy3bbXbK+BE4KN80Dj3IEKnXuScwZodMTkO1XuFXOTmE9F8G3red36EYjk4zzQOBWpnUx18lNINDpFOz465M4DDE0NwlXYyZjyj6lrj147KlN0rGha5VJ+Vmn7PNA4G0CDdK1JbM8toNER/Z1Abx2owX1p9DzQOBWn/c+r/8mARsfM+4d7q9vbb33qMqphNLDAXTHq/Mfkrf3OKjM+rzqhNOtsqE7OHNDQRLRKVPvv59oK7WQM+XTrfgwdh9N4us23IDvFWHZWafs80DibQON0aaWr2p2MJlt56Sl4MZ/1PND4zwMSp3ricxRoaD7wfb3G/fhzq+j8yGBJ5IqxKobb0UehmLLqJ9dnlRmfBxr/GUCD76mziRPvmQEbHdFv23JFx+obUN+BuqY670wAsvbVgueBxv8VoEG6a+WdRp/zH8l/zwONU03Z/5n1ZxRo/JhtWyeXaNB7XOeTtsvgONBQTJYfRFuG7PuhKCas8rPLjM8Djf87QIPvWtvy2tlV5snoVzF8Rb8ny88ubZ8HGv+XgIaisygadfsADFWu8o74L2n6PND4zwQSp3rqMwY0IrxbCTlpdLRC6hhcKCvj49uVuCWuU8lkEd8cx3cynAg42jJqEr/6EFQfbQeE5oyso9/0Y8rbX/W1BRrvn+BH4/yuk47p6VT/+5PR24+r0yZMbtXsXKKk7rhKry0Ndubal37bo2NfmlbnbHf2gAb/Z+eBxtkCGtrOvPYXTJ2ho870VXQVbWBoCG0HmSpjruhS6K6DxV5ngEZoTrb40Ti/6+RU037X13fr9qvf4cs9/siurEUMvRjSX73RhEjul/Y69dF0ZtSd0TeFC6FmLYWZXGCKMLoQYXKiLdhQ+6IJPk4l7VCMP1ziQVg0kEGvhgQcvrnv+cnq2gANRfC+xM6Pyvdanau2Kufv4vNL8gIp9duYq3L1O33rOLFIOR2Veb0wtu4Tt2qi+HCzGVFGEwqra/HiyvcxYPBwVFRpDrt+4GugHacvXU82Hd9R/AhwX5nP3rK7752FqTNmIr+8ErEmEyLMx7e3Kuc/nPDUSlwBiNP+33bwbtQ4nc9pN0Q3zXTsZmk/P506iVipAQ3FbNVvVrmiSeaqzDdnP9VGlSu6bZsr+j1p7kPb7dJtB//btu9G/sc+PhYYhZNBr8IsFkSaTMiuqMTqzVtxSj8aPnTTMZV1dY3mS0NzR6eZPNNjjJboPEP5uDnuR4NFbMHji3Xr0GfAAMT6bm/lexS1lXc7vwKg3ly2gYqazbtdmTvnvNIwvn+VFA0omlC5Kld5e3Sj6pirfsx9y9X5yforuiOdEWSoFGU4NdhQ4/ve33c3jZL8qWcMk/8Djaq5OLVq9GU2I8XhQFh2NnoOGAAFNPj/PyfJyUsX/5eybt1+dQG+DwpHSe0RRNPlss6AaLNVAlJFuxhS2oIAEz2+ORFkZnIj2OxGiImul8slhRs8CDc6xQ8GYzswCWBok7Oso0RXzUzijdFIT41mGUfL1bUWNOrEOjoBY9s2dXwOAxM9jvokr78OzSmT5rtD+fBozX3b85wOnLzP3tFvO9nvZl2YwYowpwuhHjf2WUzw58Tk4gfD4EZlCC8ugbmuAe+s+RyX9+4Pm8sjdHis+SiOtRxDk0T1a8CxowwSpAX3OWcIVRitl9vy626hD3K63dWekEDjlpn3oqiqRoBGpNmEcEYNtVkRYrcjxOFEAB39EIjRg2U7/+uT/d87ejeq/MzkZoSbmEjDvrnFe80yda7aqGvVXtG4l6baocVwb5lv7nvuS7eqvJVufcaTsrZ03N71adA2f/NJ//9GzYlYkM2G/RYz9hj1iCx3IcxuRYTVggSbDVluDz5cvwHde/VFYYlOCKOxvhEtTZpbq6PNzWiqq8MxRTTnDHGrB/HSty+q8JnGCLDFu6m3eTNjWHh/y1cEGv36IT43D5meKpEiBZZZEWl1I8RoR4DOjEi6sjc5EWX3IMzsEi+0MuHSOFKSEyGypZXfh0M8JocbNedy7dGEL22o8/by9sp8x/M9b6+tKlP0FsnAmD7pBN7r5aXSVpzi0THeid8Cf1OIyYlgendmMmnzjnZtR5CFySbenv31RgTrDYi32ZFqd2B/cjK6+/nh+23b5C00+ETSVW/xfP7T/Ae6devWDfc8MB/hmfnIclYgisGYTDbEOjwIZxwIiwMBFif8LS4EmpkYA6QcwaYKhBgrEWqoRLih4gSgEckJXk309P5pUADCW+4FI9KmzTkJT+tv0QACIw96x2OuzoWACS6EeLVyVUdC1wj/xOfg/VQbASFtnvFkdQRA4sm0zW/jOKqc/QUotWkj5SYrAqwW7HVasddlwR6rESEuBgayItygR6rNjl1R0fjn00uw/I0VqKo9ICGOGTqbTOzI4UM4fJhl9I1/DgINARcawBApzFGg0esa8e77ZuPm6TOQ5ylHopUu5xnl0Yw9JSWI8HgQ7HJhW1kZ9lgsCCBoSiEAACAASURBVHHSA+fx93Za/9uO3k0b2mqP3k6vjPSkaJfnBLW+ZaqOuapj7lvupUlV1g7dtKU/RU/qf9CWtlS56qfytrQtz9GGJtu2aTs2+7S9f9tx1P0JRALNFuwlgHbZEFLuRJjbgSCTAdFWC6LLysQr7MagYPzt8u5IycoWbtfU2ITmpiYcY3jsusM4UluNY0eVP82fhiH+u3flN+rrtpnupAk2eHz88ce47PLLUWCxIdnmQqjBjlCDAzG2CkTZKhBssCPMKykOt7pFYkxw0TrZyqRLN98sIwjRQjOQBvmO2nvv6t2od+j7vlUdc3Xu+25VHzU22/yY/q1t2/Rrew9e//D+lPDwN2qL2SCTW+adAM4/DCnBRM+mXJgYjCJ9T7I5kGyxwD8pBVcMHoIN27fL/71OMaB/96We73fG/gPdhgwbi//55e/x3pfrYW8CkijOK2HIYbPETQh3uhFscyPQ6kKQxY0giwfBlgqEmCsQZqpEuLESEcYKRFCF4rXTkLglsmXRG1uCTNl7fbI6tlHtOspP1v9kdZ0du7P9qYraU6bDdnMZgqpc2GszIsRhRbTDKqt8a2Mz5j+7BOOvnoBGiflAv/r0x6+964b6I6ivO4RjxxgQRwllzxgddH4guo9uZpCsZi0iJyMneh9z2l0zMOn221FUWYkkswVxtHUwGLC3uBhRHg8CbFZsLyvDfpsNATZNxdT2/Z/L77bTtOHzfbT93Z0duyv60017oNmEvVYTggkyKlwIsBgRqNch1mJBVGkpwnNy8NmGDZh6zz3ILCiQSL+k7WMMANVQL0Cj4dABufYRFHSeLrtwBIINBqhSQap4zWP79u244aabsD0gCGEFJYg0OxFpciPWXoF4NyOtukV1EWnzIMjAmDpUk1BN7ZtcXh8sVFsz2KTmNp/fxcm+jZPVnW3aaI+WfZ/H9/x4W6puGDiQEh43QihBt7gQZCXQcIBSs2CrBYEmE6LtdiQ4HIgoKUWGzYbUMj36DB2G9Zs1F+SK/3QhCZy/VQf/gW5FJju69xuMfz6/HPmuCmTaPYgo0mFPTj7iXW6J7BjM6JUWl6QQ2meY+GG4EWEsR6SBieHbGWiK9goUF2vbU2lbQZ22iJRVTvGymaqQ421Un9adJj51P6q/d+wO76+eoaP7n2Z/PlO7z9/Ob/N9/iB+IG47gj12BNhMiHI5EWU2IVZvQK7DjRlz78dVE66VV9XMSdsreiWwoMqEIKOlpUlUJ+eU9lFpTZqa0XioDs11TfJ4UnzsGO6b9wBumTkT6SYzEvUmpDpdiDQYkVRZiRCzCfsNekSUlyPM7ZYgeNxGqv7HrbRxiv+taqf6qVyVKxr0fW++70a1U/1OqOO927m/6iN5Z+jeO/bZpls+p+/vb33+dn7bCb+/nd/GcXz7Uw0W6nYg0G7Bxtws0EaD0oxYowlFtQfw9trPMWzsWCRkZ6OBasCmZrQcPYajTU1oaawX8HyspRlHmxqBczLmSQcc1FtMUEEpBr9ZRuFkFE+uEljOiJ9bt2zBkJFjEJKdjxR3FUJ0ZsQ7KySAZFCpUaIFxzrKJey7FoTPG46Bru/Vlmhlo9G6JZkquh/y27bvpsP3zvfazrtVtK7G/rf7e8fusL8PDR3/7qimZkBDzf6PMa9opxFscUgcFdJVqNWCgDId4pwOUcsF5eQi2+5AdFYWuvfpg2//pQVVo5DVu047+cs7X3vW/wPdeIcBI8fikn9cjve+/BqF5dVId7iRYOUWJTOCdHoJbx1ssoGJOkWK/cIMDoTrnYgscyGyzIlwvQ2hDClsNCGUodmNJoR5c16rcnWu6pi31rFvZ/r7jNXu/b1j8x7t3v80+/uOfcLze/v7js228v8wGBFqtyHIYYW/xYhwhw0BpSWIs1iQ5XThhZXv4c9//RsmTb0FDNba1NQiOl/qfQ8dPICGhiNCDEePaqqTs04ZP/IGFH+3NDbhaFMLjjZrogwu6GoOHkZ2dg4eXrAAcxcsRLbDhWSzFQkWOxLsDuzKzUOE1Ya4ikoE0taGNhum4/Sj6KE9ulH/W2mj/s+neLftvZuO+qt7St7Ou219Nt67nfufdv/TpDvew/f51T197+NLm63l3mc7VX/fsX/M/zbMZEKAoQz79DqEO+yIcjkQTPBYVoZEkxnWpiYsf+99/OWyf6Cqrk4oq4mTMidigouWJi+10c6B4Vx/JPGdI83VwoASDYIN5gQfPGKiY/Cb3/8J+xJTkezwIELPQGDlCNebEFSsE0P88DITYu00qrciTM93bUYYo6m2SSw7Xv5Dfsv32JY2fN9ta11n6fZU/U+T7kinim75u8INFoTrGWHZJrZtobQBMjHKsVkWJqFUydmoNtcj1qAXtdze+Dhce9ONoCnAlh075X/e0Kjo6hwhkP/Dj9GtkUF/vtuAX/36N3jw8SdhOVKPqKJiJFJPXqZHvM2BKCt3XVgRYbYjyuRAlMmJaKML0SYX4vRuxBl4zXDcDNnL0NwWCd17Yq6Va2Vt26hr9lPn1jbjnLp/+2OrcXzHbnuPk43dXn9VpvLT6M8dBzaicX4sBgSXlSK0tBTpDhdsDU245uYpuPiSv2PH7r2aPTvVJ1zxNbeg7sghNDTWaau+Y804euzc02MfbeJqlBHgtINMl1KZ2iPaxBIZHY0Z8+Zh+UefINddjiRKv4pLEFRYjHi7E3EMnW40IZaiUMsP39Xpv1v1TlR+Gu/mhPupfio/WX+t7sTnVf1Ufur+p//b1P1OZ+zjbY5/U53tr8ZUuc97sloQabUgxm5DotuFMJ0OcQYjSmoOYP2+/Zg7fz4+/Wodao7U40h9A5pbjT5p29CM5sYGNDc1MGa8IqH/uJw0L5IMAI2Nja0hxQk49Ho9Xnj5FTz07FL4Z+fJLr8onRFRpQbEm22IMZgRXlKGKIMZMSYLos0WRDP3piiTBVEm2jcxtyBKeKzP/9+i3onKT013naXbU/X/d+iO30K0ySrzSbTRBib+bs4tUWYzIi1mRJmNSKYNUEEewgryUAlgf3ycgIz75syBrkwvtNPkw4/+44jpZ/bAAjS4gOBHMOuhR7ElJBRJej2ynE7kVVWDhjbRJrMQPLe/xtJQ1GRHnNEhKVHvQIKB1zb5OKIs2kfSUc4PqKM6lp+sTj6+k/Q/m2N3+tksFHFy27AZCQ47kux2FNTUQkdGvHsfptw5HR9+/ImQVzOtpY8eQ2NDowANFh6DJslooQqldePcuUONx1qOCtAQ49Wjx1BXV4em5hZZnB5p1gDIZ998i19deBHWbNqMbKcbueWVSLbYkWx1IMliR2SZQcBte++xvTJfWvE9b69te2W+fXzP22vbXplvH9/z9tq2V6b6nKyObVS7jvKfsr88n9mCWJsNSS4XEm02JNvtyK2sgqWuAaEZ2Rg2bjxGjh0rxNrYcgwHDteBEg1Oyi0tmkqwUWyQDp+b9ken+ZlRTdLQ0CCSDHZRwIPfAg+jzYpf/u9FmP7IY4jVGZDtqkCupxKF1QcRp6cK1Yh4oxnxJjPi2qRYkxnHkwUxXj7YEU2o8p+aNk52//bqWBZrsiDOeDzxWhLVzCYTYkwGpLkdyHA7UVDpQbqhDMvfWYEZ8+bCZLWe5ts636wr/wPdmqhTbGwRBP7Miy/ittmzEZSUiP3JSdifmoKIokIkmi1IttmRZGVyyMSQYnEi1exEusmJNLMTyRYHEm12n2RDoo1lzH3L1bmqa9tP1Z/L/X2frb3n9/1tx39/ssMh9gkxOj32JCRhZ1QMdoRF4Jqbp2HF+++jiVv8WoAjR7jN7xjqjhxBSxMZ8TE0H21CY3MDWo42nZNAg0RL1UljfQO4m+DAgQOii6d4vOrQYQEc2/buwx8vvBB/ufRy/Gt/AAKT0hBTWIKSqlpk2lyIKipFgtEsNKbRzOn/b4/T2L/3btrvr2jRN/d9t77l6tz3/qrMNz+X+/s+23G6bf9/4/Nu7A7EWyz4/+xdB3xVRdZ3v9Vd17Ju0dW1gYXeFMFGlU6AhBIExArSEVR6R5COi21tqAiCAiIlvb330nsgvb16X2/pvf6/35n3JnkJAeJKCcm9+U3m3unnzNw7/zdz5pxorY6dnvJNSMK5yCiEJJzHlNffxJ//fDteefV19l2jyZfGBG0plJSUoKLCMQnTqkZ1VYWL9onr+Rm8OnXRe0r00WoG+QQ6iouL2TPVoNEb0KNvXzzaqRM2f/IpfGPjGJ+kqWmIU6mRpNMj1WpFgl6PGEGDWK3QxEXrBDCnpb7hjo8t13Hn0jcN317XvuV5XH3X/K7h/P765KcxFCvoEOfiYilMq2O0E0/i9ALOxcfAKyYSspTzWPPhBxj00jCk5eY0dCT1BTnxahscuKW4pAyVziUmQafDstWr0LVHDzz5VD8MHDYUgYnxSLNYEatSI1YtIFatRZxai3iVFvFKLRKUjnsKjyFAohHYyYIYjQbRGgojvzG88Z7HOfLx8N+Tn5fh8C+uv7FsauPF9bc+v2vZje1vzO9atpN+tYBEnR4pFiu++fUMuj89AI916YLHunbH5p17YbFa2YiorKxlWw40M9PqAAEN+mBVVFWgurYadaBVgra3vMwEVmvrUF1ZhdKSErYak19QgJLyClSQ/AaAvIICfHnwIFvi7PT443iyWy98e+IU5NZ8hF5IQ2RmLjIsNsRpdIhRcx47xtNleesyvpqOu1b2zSXzXzxuSb6E10FtamwXv+ft1jS8C7GCFnHsA6pl4y664d1oThvV15ifl331xi3V19h+Xi6vp2mcc9xekjcO3lIZ1FcJWh3SrTacjYjCwGEj8ES3HujSpx/+/Jc74D55CpQqFRP+LC4pZZMwjRfaUqAJmS56dshqtL2x3ZpPNQcWXCCUwAY5opFPesUVFbiQmorImGh4zJyJLt2744lu3TBz7lwkKJU4LwiIyc1FnEKBeJUK8eqmLlajAncxGjUbK7wPm46bK417PlYbx3fT/I3hLY+N1uVvbNuVxl3juI9VaxCv0iChwakb+BCrUSJBo0a61Yh5q97Dk927oVuvnhjmNgZRCfGsm+gbyX6M1ZHsT+NWbmv6UExz7ThwS2Ul6WRo1GKXlJaKD3ftwp6P9mPLjg/h5jkNoyZMxJCx45gcAckSkBs6djyGjG30h4x1Y+GDx43H4LHjMXjcOAwe6+b06dkZzuLonseRz/O4pPtf8jeUfYn6Xetpqf5W53elzaX9DfldaaO0DvqGjR2Pl8a7wePV17Fl1x7s2L0HO/fshUpncLwk1fWoq3U4UmZEqxqkwIh9tKqr2S/B6rpqVFSTlH4bQ+vUntp61NbUOoBRRQVKSwnEVqO8qgrllSQNBBSVV+CLbw5i15692LV7D6bPfg0jx7th8KhxGO0+FaMnTcaQca78u9y4cfKW+rWhb/+Hvrlkfpdyed+Om4Ah4ync2e88b4PfWD+9J9SuMVOmwWP2a5gwY6Yz37jG/A3lOutqadxTOTzd7xq3VM614e1wtwkY7TEVfZ4ZwIDkW2/Pw559+/DRgY8Rk5DoGN819SincV1fz7ZNOMigSIfuTZI/osmhjY1t1vrL/yOaOHAisEHbQq7bKBTvKln1i5cX9u7ejRcGDWb8GjrBDcPGj8MLI1/C4NGjMXTcWAwdN8bFjcWQcaMxZPxYh6NxwsYKHxuN487Rx5d7b3gel/Hd0rhzfrcc71YL44aPeTY2XevnY9mlnsuOO0rvyE/zzNAx4zB07FinG4chY8c63LjRGDp2FEa6jce8d5cw/m3fuRNHfjne0DkVleXsZB7aqhqAhpZ2rBt26sTxmpPeg6a/Jirq6/H2okVw9/CAh6cnPDynNTh3z2kg5zGNO09M9nS6adyf7ghrePbE5IZ7Hsf9q5C/oexL1E/ta0jD6+W+a9zvzc/L5L6zbJpwPDywbe++i0ZZjRNgUASBDQ406LmWlmRpKZCEzOpqUF5d2faABk0PdXQM1zGG6CPLwVBFRSUqSN7kIqqB3Xv3YbKHB2bNfg2zXnsDHlOmttBHrn3Decr9y40blzSX6/dWjtspnp6YNGUaxk/ygMdUT0zxnM58j2l072gj3U+e5qj31TfmYP6ChejRqw+bTP76t3/ijTnzMG36dLhPmQ6Wb5on8z2mTWflsXfImb9hrN7IcXtJ3jTlLX0H3KdNx9Rp0zBn/gKY7CSi13gxHErHqZwYwiGf0Tj1UjCt1DkEnW8+oNFIKem/IV03DuDBhUMZ0KivQ1V9PYroCK/zkkRE4pXZs+Ex42X2LZ3sOdXxTfWcCvcmjr69U9n3l313XfvlcmP7cnGuZbAx5tKn7Pl/fe9+6zvp8r2l92EqvRON80rDPdE/dTKbjwLDZZyFzK+srW44/k9qABrUwzdJJT7cKA7c4ugQmgIaX266o64iRweE6LW4lKN4cq5d6/hoOEoU75vygXO6kdvNut6VYc4oHkR5OZ+b5WoDj9RKaiG5lq9L0uySnNPa1nzO+6o6oKissqEfqmociskonuZR6h9+XUjLRHR0NN6YM5cBjX5PPYOk5DQezXyWj94hpknVASbbGu1Xag/nDa1FuNLfhFB6cC3IGekaxO8vytdOAog+4g9/h+mZeMfHAPGPHP+mXuqbS+GUjvJxnrUn33U8NecJ583F9HNOuvrEFfFqCxxoEWjwjr7sR6MttP4mbsNFr0BLXwonfTyK98tFedsEH6hV/CVvEw26YY0gGxeVFTV4/fU56NOnD/7970fwx//7E+66625MmTIddmsB2MmiZi2sIhTTXi/XQczvnbTycc0n4bY5vq9Ox3DSyW/HvX11mHWFUmppBQx1Tpk1/u2pcx6Rpuf2PJKuwJw2Fn0LE9Cgdc1mfcJfBHr5L4UqObpkgIRncOnvhnlHDGucg135TPctuWaDxDVJ2319qJW8o11bfIl7Cibi+dhzTcaLaSs+NbMGqCknddk1jMyaimrUVNayba7aSvq4OTpNp9bDjfasBw3B3l37cOTIEUyb7Ik//OGPeHbAQHx64DOMemk0hg4ZgpyMbJaptqoW1eVVqKayqZy2QvdvaYfzE8K7kRHGHy7lO1jGyOUgg3xK3hEuopNY7Moezgf+zSWff2e5T2H02tyU4+RKY4ozoxlfmmdzkE8rgDwD/5a4+h1hFN0cNN7i2k8tNZm/CLyj6UVwfQnYoKeM7XXgc8Kvlu/yXjThvWt4s45wjeL3zZK0gUdq2W9gEv9SMqDh+nFwSib/hqJ+S7X/S9q66jpmv6W2ohplBSWoryabLrWoKqtAdXkl4316ShrefXc53l+6HAvemo/58+fDanRY4N2zczfbOvGcPBUVpeVY8d77mDt3LhbOnYekRIegJBVClnopnqz13nTvE3W/y+TQ5IEP2ua+IwvrEj7BdiSg4SS/idfSsG/+vaU0N934aImwlsL4GGnClVY+8LyufiuzismuLQeaAg3eQS51UhBdPIr85uODpWmegCYQStjgu2TkhTSP42U0ycfLaUV+ls+ZrqFsl/wN9TZPc7myW8rPw7jfivycJmpXi87JZCe/XT3OFlffNb5t3HPmEqGXc84phQS2LnLOZU/OH9f+dL2/bN/yPuG+S3N4E39j/pqKKjBXXYOKkjLU19SiprIa5aQHoqSMgYUN69bj+eefx/y5b6Ougn57Nl6bN21iQGP0iJGNgQAWzHsb7y9/lxndSklJYXGlxSXsWDN74zjNDe120tLQ/t9K2+/Nz3nKfdf6HaOz5V+YzT4gjqQN3xQik/+AafdAw0k7I77JaHA8uEbze+KPq6PwBubRAxsnvE+475LpojQ8j7Oca5W/oV5eXyvbRvlacpxu7lMa1+tSeVzTiPc3hAMtAw3XDqNmNetQ12h+70jjfKIPIY1+8pjvEs7inL/YGtI4J18+uv7X/A1lX6J+Kr8hDW+bk0AKb4i7Un5X2lrK71o2peVlu34umt8zZnEOXNGnGtrW5eQZ++o1p40/8+mEtghacgQ+nGCj+dho6Bui2pX/VK/TsTSucZTWyfvfkZ+px6ZTNHUOo1mkXKqksBC1NSTpXo+N69dhyaKFyMvLQ3FRocMCKdXM6gQ2b9rgABojR6LWaRadWkYKq95d9g6eeOIJLFiwAEaj0XFqhw0F57hpQhvR4kp/c9oo0pV+J184D5h/ufyucS3V71o2pXWt39HHDh0vvL+572y3S3N4U5wt7phAoxk/iCctXS0mY2mdMb953Dv7jVXI71371qXcFt8bnscl3e8ad1SOs35nkbxpl/RdhlZDmpaYJ4a1CQ5cGWi01PHOprtGOb6AvPdFn7049PK0wtHHudluY8O748pj1/s2MXqaNIJadyV6rwQ0+CLxlcq5vvF0XI5ABlnOraggY1lVqGFHFKkdQFpqMtLSHCsS9MyP1xUU5rP4zZs3MqAxYcJ4pkSoro6OPzryKhS5kEgkWLt2NV555RVm94NluiIvry8Prty3DqG8VgMNB0xh45wo4SOjXa9ouL7Al7t3DIAm/5snb9ffWwI3zQlu/uw6/HlcE46JD22JA5cHGrwzeUdy34UCHuSYKJt+bPhHxzGRNsbxZ/p48fvmPo/jfvN4em5NXGvSXK7slvLzMO63Pj99RrnjzG3kQeMdldzyu+bC+jZ2SyOhkaam95xmDiTI56JtzX1uy6WRG835y/nOfdd4HsZ91zh+z+O4z8PJ52HcpzDS7UDAgAGNyjKQvRnHVedyD1RVV6K8opT1HCmeKiune2Dbtq0MaIwdO4aBEFYmrYqUFoGrcUpNS8a33x5kQKP5u+TaPtc2Ng93jXNtf/N0rYlrKQ0P437TcukMgMPxcErX6JxfCv7BcBnflIpGCHGVfErSLq/LvSLEBM4b7l+CCY5oGiWN7wjvE+67xvH71sS1Jg0vz9Xn+bjvGsfvWxNHadgKsOvQudI955fTd328BAvF4OvMgasKNByHjRr/0wC71B+P435L6VoT15o0lyv7WuTnZXKf6qd7x6TCJ9vGt8cR52glVzDe0neHXqC2e1HrGmlqes+nET6VkN8cYPBnB9DgPGved5yn3G8e75qvpTQ8jPuXy8/jautrQI4m0tp6UqdeixpSccz8ahZWV1+H6toqVFZXMps0pMGV6qBr81aHjMbI0SNB6SicyisqLUJhcQGKywhwONKSTRvHhM1rb+rzdnO/aazjqTVxLaXhYdy/XNkXpyGQQTxx9B/FNx0Dzmc+C7jMqxTDR4gINFwYc4mX3cHCi3uAh3Dftf94GPdd4/h9a+Jak4aX5+rzfNx3jeP3FCcCjUt0+k0e7AAaRAT/ALTWdxLemLzpEKLPDoWQ39Ifj2uaqzFlW87v2raW2u9KG6efwsg1//jycPLpj4BGI08v7pa2O96o1RfT1xhGUwg5SsPBVss+8YLzuHFEOO5c4zhvXdPwfNx3jaP735K/eV5eX019Lapqq0A+lUc9Vk1GwWqrUF1Xi/LKcvbs0HIJrFm3xiGjMX60s3eJCwRXiBf1KKsoQ2lFGbuvqKlgKyjN6+bPru3nYa4+p5u31TWO7i+X3zWupfyuZVPa5n8U5uoa+95lXPDB7TKQKZaPjg4FNDgvHMPgN73sjretsRda0zc8TfN+o2ceR35Lf1QTT9NSPI/7vfmpHodM2yXmJJeh5Hx9mvKtWTaXYSbe3kAOOFWQX6EFNKpbcfH3hpLyLM39y8X93vzXsuyr0bYrsdC1jiulvfniXalr/rVo/nzx+GlLfcugBVMJTzTx7xypiXdaJq2vRU1t45S5YYNDGHTk6FFNus2RGw5rpkx1u0PVPC+T+zzdpXye7lL+pfLx8Evl4+E83aV8no78//Wisrn7X8u4KfJxIjkzqdGu97+BCF6UaxG8KO5fLu5a5+dtuJTfUtsayOeNu5LfkEG8acscaB3QaMsUiG0TOdBGOMBkK5wnTcjeBb82bnQIg44Y2fR4K48XfZEDIgdEDrRnDohAoz33rkjbdeUAHWflriWgMVIEGte1P8TKRA6IHGgbHBCBRtvoB7EV7YADHGSQLwKNdtChIgkiB0QOXBUOiEDjqrBRLETkgENBFwcbItAQR4TIAZEDIgccHBCBhjgSRA5cJQ5wkCGuaFwlhorFiBwQOdAuOCACjXbRjSIRbYEDItBoC70gtkHkgMiBtsYBEWi0tR4R23PTckAEGjdt14kNFzkgcuAackAEGteQuWLRHYsDItDoWP0tUityQORA6zggAo3W8UlMJXLgihwQgcYVWSQmEDkgcqADckAEGh2w028UyTQRu57GqK6uRl1dHaqqqpi7Ue262vUSjTU1NQ1m4jdtctg6GTWqqWbQq13vjS6P+rKysrJBlwj1N/GB+NG87290W8X6RQ6IHLh+HBCBxvXjdYeviSYcAhX84kCDfAqnSYnub8aLJlkOomhSpWdydHHNoO0ZaBDNvB/pni6in8I46OL8YJHiP5EDIgc6DAdEoNFhuvrGE8onHpqIyNEExCcf8isqKi76RczTtnWfgyjXX/CcNr6iQZpBiQ662jo9v7V9RCsHWvyenvk9AUnOjxs/EsUWiBwQOXA9OSACjevJbbGuJr9yaZmdT040QdNkRBMcTUg3m+PtJpoIMPFJlrr8gw8+YNZbX3rppYbJ9maj70rtdQUmxIOysrKGlQxa1aBn19Us8VUQOSByoONwQAQaHaev2wSlNAHzlQy6pwmKJiCaiPi2ieukdbPcc+bShMzp4mFbtmxpABpED103C12tbSfRTP3IV3Q4iKQ+bQ68OF9EX+SAyIGOwQERaHSMfm4TVNKkU1payiZZahA908TMVzPIJ3czXtRumlxpYiaaiLby8nJGCpfRcHd3vxlJa1WbiW6imRxdfAWEwAdfySAwIl4iB0QOdDwOiECj4/X5DaPYdfLlEzNNSPyiiYjCW/srui2lI9rolzvRQ3Tw7QOijQONyZMnc1JvShovx29OIzNpBwAAIABJREFUGPHBFVjQM+UjvvBwnlb0RQ6IHOgYHBCBRsfo57ZBpXPCITDBf+23jYZd21Zsc8pojB49+tpW1EZKJ2BBV50LcOQgso00UWyGyAGRA9eRAyLQuI7M7uhV0QREshjk6BduSUlJw/59RXk5C6cJqZZ0L1xNV3uVy2uhbY7VmjKUlZaiuqrKKQxay/xNGzcyGY2hQ4aw51bTeLXbTeW1tszf2A8EHokHzK+qQnFxccM2GF/l4ACko78HIv0iBzoaB0Sg0dF6/AbSSxNNlYsMxpLl72Ls6FFwc3PD2HHjmXNzm4DWuvHj3RrTjm+Wjz074idM4HEu6SmMhbuEUd1NwprFUX1U7vgJGN+svvETJmLMeDeMGTsO49wmsnZNcJuAiR6T0fnxJxnQ+Msddza215nGQasjPSub0e98dpsIorGBziZ1uqah9jRrK5VzifRN6uT8bpJ2Ahp5xnl3BX/CRBAPJkxwtGv02HGISTzfMNqq6ahrw5N4I3JA5EBH4oAINDpSb19DWmtomdx5iqS6+mKBTj7JWAuLsHnrVqxctx5T35qDcZ7TMWzCJIycPI25YW6TMHySB4ZN8mA+3Td3wyZOwpBxEzBmiieGjp+IoW6TMNJ9CobQ/fiJeGmiB0a4T8EIjyks72C3icwfOWWaoyz3yaCwIVTvlGmsrqETHPWSP4qlm+z0PVi5IyZNxiiPqRjhPpX5ozw8WRtemjgFL02cjBEe0zB62kwMm+CBMdNmYKTHVLwwajyGTZqCSbPfwMtz5mPKG3MwfMJk1t7hEyezdg5z82BhI92nYsSkqSD6h7q5szSDx07E6CmeGO85k8W9NInyUH2OPMPGT8LQcZMwZvJ0uHnOYmmGu7mzNMMnuGOUxzSMmDQFw9zcMWy8OwaPccOQcZPw0gRHfmo3pR9Bad2ngPKQozYMGueGYe4eGO4xGUMnujMeUZ9w59onrK/cJ2PYRA8MHj8BI6dMxahpnpj3/gps2bgRQaGhbORV1AHVtQ4dKnXVtaivcYwKh1xLDepRD4Ijjo2XazhYxaJFDogcuK4cEIHGdWV3+62sioQhqytRXUvyFxWoqXIIddZW0/aBY0Kx5eXhoy++xGPde6D3oME4E5+ARHsBogwmxBgsiBFMSDDZEaU3IUJvRKSuqYtyPpMfozMh3mhDhFqHaMGAeIMV8UYr4nQmhCk0iNWbkWDJQ7TBColCQITWhERbISJ1ZoRpDIg12RCm0bPwKL0ZUXoLog0WhAtGxJrszKdwSh+lNSFeb0OCKQ8xOisiNUYkWQoRoTYgSrCwsFidFbF6O0IVOsQb85BozkeYUg+ZXIsYrQUJpnzEGeyI1loQJZgQqTEhTm9FjM7G8tBzoqmgIY7yRGrMrCzKF6k2IcFoR5whz5FGZUKsYEG8zoZ4vZ25GMGCaA21NQ8xgpndU1iczoZYrRWRKiOi1GZEqU2IUBoQp7UgVmNEnMaABJ0JUWo94vRmxGhNkCrUCNcZEGU0M5/6w9XxvqG+YE5rQKRGz+7jrTbEGE2YvvQd9OrfH68tWICUlFQ2+Ktq64G6etRW1qCuohp1NbWooS2X6irUoRZVddUi1Gi/nwmRsg7KARFodNCOv5pk0y9Qx7ZINSqrHboUSovLUFddh7KSclRW1YGAyKdffYuBw0bgqFSGcJ0e4SYzfOUqRFjzINOZEaLQIaW0CmEmK6RGM0KNliYuzGhBGIECsx3ni8oQIFcjymRDjDkPoYIRFwrLcD6/BEE5KoRpTYgy5yPclAep3gKpzoIIcz5C9Vb4K7RIKa9GmNEG31wNSxNjL0akpYClCVIbEKwxwl8hINRoQ5y9FFHGAoTp7JBqLPDN0iDSmI8YSzFCtTaE6/NYXIjKCInajCCFHjGWIpwvrEKIyoRQrRWx1hLIBAvLF2stZuVEGPIQby+Ff44WftkCu48w5iPaXIg4WykS8soRpDDgdHIOKyfeXsbqpDpCBSsS88qRWlKDYIUBv57PhExtRoy5kLU1Qp8H/2wBMo0F8bZSxFlLWPp4WwmkagskKhMitFZE6wjsWBhoClMbEG8rRLTJjjCDBRKdEVKDCTKT5SLH+4bSRRgsCNUZEW6wILGgBBKdHsGCFmdSUhEuCFi8aTPcPWfAXlyMurp61NcB9bX1qKusRnVZOWqZorY61NTXorK2CnVOYdKrOUbFskQOiBy4cRwQgcaN4327qpnARlVNNcorKlBdTb9Sa1FfVY+aKofuhG+/O4TRk6bi61NnEaHVIT6/EOEWK06lZcBPJSDcZEewQo8gtR6BGh0CBB2CNE1dsEaHYLUOEo0BUq0RfjlKhKh0kKoN8ErPYY4ARpwlHzKNAQEKAQFKAZEERPQW+GQr4C/XIFith0SgMkwIN1ohEYwIVGoRarCwCZbyhQgGhBmtCFTrEKDSI0RjQoBCD4mWAEsBvLPVCDXYIdNZEaQysniZ3oZwUz58czQsjuIDlHpEWQpZ+LlMJYI1JkRaChGkMoCepZRfbUSgyoBQPQEfgeWlMIlghl+uAL9cLaKsRcz5y7XwV+gQSisexjxEGPMg01oQINdCQmWb8nEuXY5AhQ5hehuL88vRwDdbDalgRrDKwNKGG+zwz9EgIEuFKK0ZERojpAotJCod/LOVCDfbIdWb4K/Wsr4IFHRwdbxvqD9CyGn0kOlMCNHocCYjExK9AVFWG2JtdrZyNXvxUrzx9lwUlpSgurqOjQ9a2airqmauuqYKFbWVDGyIWyft6tMgEiNyACLQEAfBVeEA/QqtJeVb7EhjLYqLSlBZ4jCgdvbsOTz5ZBf0eOY5KErKEUW/eJVqhBpNCBJ0CBb0CNWZESTXwTdHxYAGTWp8MuM+AQ02qTGwoYdMa0SQXINwrRlSAii5aiQVliGjvAaJ9iKE682Q6U0I1dGqghGBCjX8c1VsFSRQrkaQUgOpRo8QFU3SOuZTeAStgGj0zEk09Otcj2DKrybfhEhbAbxyVDiTmQuZwcqcv0rL4mRGK6R6K3zkagTrLIjOL0aEJR+BGj28c1XwylZCarAgrqAU3jkq+Cu1CDPZEUL0awzwyVXBO1eNIFavESE6E8tLqzJUNtXL6tRZ2IqLd7YKESYCPBZ4ZysRYycQo2fAKdxoR4hghHcWASyBASryA1VaRFsLEaTUwTcjFzKFlgENmVIHn4xcnEvNQpQ1D+FmGwLUAgI02iYgw7VvHMBPj0AFgRkFglQCZAYjc1KtDr6ZmcgoKcWa/R/hHw89BG4yr6qsEnVVNQDJbNC4qatGRV2VKKNxVd5GsRCRA22LAyLQaFv9cVO2hm2d0PYJwI5vVlRUoiCvEBWllYyemTNfw9//eR9Wf7gLCVo9wtQ0wWsZ0Iiw2NkKhX+OClK1ERFGOwMYrpPZpYAGgYAghYb9Ck8rr4F/phyr9h7Asm27sOqTLxCuM+Hzcz74/Jw3os02RJksCNUaEKYzIFQwICBXgXOpmZCotYg0WuCfrYBvVi6iDFbWPp/0bMgEAwMrwXoDJAYTzuUq4a/RQmaywkuuRACtumgN7J7ifFUahFvz4SVXYO1X3+JraSiCDSYEavUIt9nho9DASy5HpL2ApQ3UGhBhy2erOl6sbIHVITNb4a/WsXyU14dAkkaAt0LNtpUkejO8c5UM7ITojJDoTDibJUeIzsCAkL9KgHeOEj5yFVuVCRL0CFAJCBYIvBhYWKjezGRUpLkaBjYitSZIlDrGTwJolN5Xoboi0CDwF0xASylASvRYrAhQqRGoUkGiViHJYsXXZ87Bffar+OX0GeTl5aOW5DMqmwKNGtSCnLiicVN+BsRGixy4JAdEoHFJ1ogRreUABxp19XVs66SkuNSxNO6cMV6e+RrGTXkZ2RY7olVqeCWnwDcnFyF6PSR6I/xyVQhSCIg25iOSgAYt02u0La5osBUGlRY+WXIEKQW2UhGi1CJQrsH6T7/Eo1174aHHuqLz80Ow68hPGDhyNOZv3Iy00grINAITMA1WqCBVatizVKVBqKBjLkSuQohSjXACQ1odJEo1ZBotmzQDtAKCDQackysQqNMh3GZDTFERfNUanMnOga9aDT+1BoFaLSQmMyRGI4ZMn4FFe/dCZrNBajIjMj8fYVYCKHKczZHjbG4uSyszW+CjUsFboYSfRgOpyQKp2YxTmVksPCq/gOX3URHIEVhdIQaSnzDCX62Bn0qNSHseQs1W/JqRyVYfKNxHoWJxIXoDAjQanMnKRrBWz9pG9xKtAQkkIKsxIlSpQ7TewlZzoow2BCjV8MqWgwBLkFZ/2RUN6ocIEsS1FrAVIwIZ/koV/BUKhKiUCFOqkGKx4r/HjuGJLt2RmHiBDa362jp28oRkNKqqKlGHOlTX14jCoK198cR0IgduEg6IQOMm6ai23szaulp24oS2T6qralBZ7tg2oXbPfPVNTJr5GrKseYhQKBGmpeV1A5skaWleqjMiTGdGYK4Ar/RcBKq1bHLjKxnc51sn9OuZtkBockvKL0G0JR9zN36A4Z6zcChIhq+8/LH/+C8YOHos/njrbXh781bEW2w4l5yKgMxsROgMkMiViDGZkWC1Q6bSIEyjRZTOgBCFCtF6I4LlCkRq9QjVCJBodQjQqOElz2VAQWoy4lR6GsKsFgaWGLgwOCZzmZlWL2i7QY1vpFKcSk1BqMUMb7kc3go5KJ7yETigyd9PpcKZrCyWJ9RC4UpITSYECBr4qmg1QY1QsxnBej18VUpE2u0szisnF9F2OyQ6Hc5kZkJqMCDanocAAiy5ckQSEMrLR6Dg4HVcYSGkRiN8FUoECRoEqNUIVKrZiRwSAg1T6hCQqWBbJySj4SdXMUHccKsdwbQCcgUZDQIbXmnZOJeejUiTBYEqNcKMRkRbLZCqlEjPy8O3p07h/oceQWpaBhvOleUVqK5w2Iepr6tFTV0NyqvLQYBVvEQOiBxoPxwQgUb76csbSgkDGnUOwc/6unp22oSvgU/1nInJr7yO3PwiRKo1CNfTigX94lbCjyY7rQEywQiJyoAQld6xdaJ1+BxkkM+EQZk8hZ6BDAIcsdYCrProUwyf8jJ2Hz2BeHsxMivrEGu2YfMXX+FvDzyAGUvfwYW8fCTZ7EgrKkZSXj7ijGbEGI2INRgRqdUi1mRCktWOSBJUNVsRqtKwuFiTGfH5+YiyWRCiFRBbUIBQox5e2dkIFtRsQo/KsyPCYkEQTd4qBWQGPcLMJmTU1yMmnyZ/Eq40I66oALGF+SxOqtcjNt/OypSZjEirqWJlB6gUCDUaINFrkVhaioSiQnhlZ8ErKwsxeXYklpYgzGxkK0KRZjMSC4sgEQR4ZWYiVG9AUnExq+tCaQkiTCYEEnDRaRkoSSgk+Q0VfHOyEUGrLrSao9Iiq7wWqUUVCMrVsBWNYCYMq0ekNY+taJzLkV+0qsH7hctokHyGf5YcifZ8+NOWVFY2Im1WhBn18M/MRKLRiM+PHsVjT3ZFZnYOG6s1ldVMTTlpSqUVjeq6alTVVjN9Gjd0MIuVixwQOXBVOSACjavKzo5bGF/RcMhp1KGyrNIhtAFgypSX4THzVeQWFiNcrUGIRg1fhQJBOlop0CJITfv7WkjUBoTrrY6tk0sIgxK4oO0TOuZKAogyrQkDxk3C2FffQnJpFbzTctgWQKTWiAv5hVj24U5s/vy/UNbUQpYrxzsbN+G1pUvx1uo18ElORlpREXYfPow5772Hz345hcCMDCz7cAdb7k/OL8Cmzz7H/DVrcEgSjF8S4rF8zx5EmoyIZpN8Pnb9+CNmLl6MPT//hOSSYoSolfDNysKinTuwbNs2HJJKkFZWihOxMXh79Sq8+f77mL99G86lpiKnrgbbj/6I2cvewbJtW7H14EFWdqzVigUfbMFbK1fi16RERFssCFGpcCoxAa+//z6W7tyBwFw5Vn/yCQ5LpcgoL0e4Xo9zKSmYu349Xlu+HIu3bsEPUilyKivxjb8fpsyZgzWffIIEux1hgoAwQYv00nJ8/PMvWLhmPZZs2Iq1//kctG1C4E2mNyNArWUyHn4qzWVXNNh2lkKLMNJnYrXDNzsXvnIFgnVa+ORkIVghR3pBAQ788AM6de2OlIxsx4tCKjVq61BVWYmqqgrUitsmHfcDIlLerjkgAo123b3XjzjS7lhTV8t0INTV1KHWeayVWvDyjNkYN3U6LhhNkCkUkGo1CNJqIbOYEaTTI0TQg+QsArLVCJI7ZDOuJAxKAohBKi3C9RYMfXk2xs9ZgAtF5ewUCinoClUKiDOYEU7CmSSYmJ6Bd3fsZMrCHu/WDV2ffQ7rPv4EUYIOK/bsxd/vvRdPDxqE1fv249lRo7H3h8MIVaow+51luPueezBi8mQs3b4Nz40di/+eOYMwpRI/BAdh/CuzMHDQIExfvAi/REcjzmzC2aQkDJzghj/eeis2f/45YrVaLNq8Cf2ffx4PPfoobv3nP/BDUBBOJcRj4oL56P/cc/jr3/6Grs88g5CcHHz0888YPHECnn72WSzYugV+6ek4b7fji3Nn0alLF9x2zz1YsWsXxsyciddXvA//9HSEKhTY+Omn6DrgGTzRrStTeb7tq68Qo1Jh4fr1eHbQIIzw9MRBXx9Ea7WsnpMxsZj9zrt45rln8bd/3I8Hu/Rip1DibIVslelMZg5kRjNIRqT5yRPXFQ3qC1qRoj6kUythesepEwKTXtmZiDIZIa+swH+O/IBO3XsgmQMNgCl2q6mibTbSCOpw12/UijWJHBA5cD04IAKN68HlDlIH7awzBdJcOtRJ9/SZr2C85wykWmwIU6sRolEx2YFAHelo0LItEalKDxnpqVA6t04usaLB9GaQjgu9GecychCfVwS3V9/C6BmvIjG/hCnqClXrIaVjqmot4o0mZBQVY9GmzRgwajROhoXj18gonAyPQL/hL2Hb19+wX9uvvvMObvvznzF44iT89+Qv6DtoED49fgIJJjMmzJqF2++4A5PnvIX/HD6M/kOH4KRMhsmvv4bZS5fCJyEery5dgsHjxyNWEBCn0+JkeDge7d4dmz/5BO9s2oQXRo9CSHoavvrlF/QY8AyOSyQYMX06pi9cgGi5nKUZPG4cjgYH4YXRo3Hg6I84IZOi/5jReHP1aqTabIhUq/DlyZO4/Z57cN8DD+CLkycx+c03sXjjRuz57jv0ffFF/BoRgRMSCbr07Yv9hw7hjWXLMHrqVAQkJWHd3r3o1r8/fOLjEaVWY+C48Zi+aClic3Oxcud+9H5xOIJy1Qy8kR4RrxwFE9al0zJXAhoSOnKs0oG2XSQaLVPYRfIlgRoVZBo1UvLz8OnPR9G5azekZjm2TkiPBinuIg1eBDJIMyj54iVyQORA++KACDTaV3/eUGoYviCtjs7TJrwxDGhMn4E0mx1hGjWCBBXoFIcfCU26AI0wpQFSlaFVx1tJhwYJg6aVV2PcrNcx1H0aO7FCOjAitEYGNLzOp+CCLQ9CbR08356Hp4YMhbqmBqrqGpw3W9C5dx8s2bQZRgDLdu1Gp/798cWvp+GdkIh/dX4M27/6CnYAryx/D12fGYDT4eE4ERyCex96GN+fOQvf2FhMf3seBo8ahQcefhg9n30O0QoF0sxmJBuN6Dt4MNbt24dXFy3CH2+7DUs3bkRmXh5+kUoRkpyMJ/r0xT/vvx/7Dx9BrEqN02HhiKAVjW+/Y+DghbFj8ac778TsRYsgLypGZl4+zkZG4YFOnfHexk3IysvHqMmT4fnmW1i9dx8ee2YA4gUtEnU6nA2PQEhyCsbNfhV3P/QQhrm748nu3fGXe++DT1w8y9t9wED87b5/Yf+hH5FoLcShABkDGhLSF6JxKE6jE0BXOnVCKxoENGRMeZoeIWoBQRoBgQKtXGnYdlKS3YrPjh9D527dkOKU0SCgwRwbMHWorxeBBn9nRF/kQHvigAg02lNvtgFamCnwZkDDc+YrGDd9BlLsdoQKagRqVfB3ARo0mdHkFtoKoEETmuupkxhrPvqPGItRL89GLsBkDMiGCa1oxJttWLf/AL7z8sGiTVvw1NDhiNMbkZJXgLPxiXjyhUFYc+ATqGtq8fqqNXh+kgfUtfU4FRWDh3r2xsc/n4BQVwe3N97CyOkzoCmtwJcnTuGxfv1x6Kw3vjh2HK8tfgcL3n0X/QY8i+dGjEa6yYpknQEBCefRdeDzWLVrD/xj47H+w51wnzUbs956Cys+3AW/uER8duQo3lm1BuNmv4a5S5fi48M/IjDxPFZu34lX5i/Cm+8sx4OPdMLs+YuQYjAzd1oahs49+8A3NgGasgoMmeiBOe+vwqb/fIIeLwxCWHoW4pRqWOqBnPwiuM16FY/27IMZ8xbijQWLsPGjjxGdo0CG2YbPjv6EDTt3Ysb8pZj77vvY9O1htvVB6txJRkNmtDBhXW+58iKw0XzrhAMNWtVwBRqBghrBGhWS8mwMaHTq1g3JHGgQKCWwIQKNNvDmik0QOXDtOCACjWvH2w5Z8uWARrLdDqkTaNBqBl/RIHmMkN8ANJh8hlJggCNUa8LibbvgNvtNHJaE4UJxBbPXkVJYii9Pe2HQuAn46MdjWLhxC7oMeB6JljwoawH/9Cw81P9ZLN+9n61aLNywBc+OHAstgBORMXioV1/8ECSFDcD4Wa9i3PRZMFbV4svjv6L784NxPFiGTl16Ys32XayfV2z9EM8MHg5lYRmyrPkIS89Gt+doReMAojJyEZqSieDzqej9VH/c8ofb8JNfELzCoxGvEPDNWR/ce/8D6PbUAHx25Cfcde8D8IqMRQmAkR6e8Jy7ELn5xci2FcA3Kg6P9uiDkyGhLGyI+xQs3bId2w98hs7deiHdbEe2vRA7Pv8SQUnJzHrrxFmvoRhAZLYCHx36EZFZciSotTh0zhcpVjuOy6Jw/8OP4u9dHTIaJBAaanBoVfVXaeCrVP9uoJGYZ8Mnx4/BFWjQWKETSiLQ6JCfCpHoDsQBEWh0oM6+HqReEmi8PAMX8uyQNAMa/oJDvXVrgQapCyegwdSK60zMAFi8vQgLNm3D8KkzcCg4DN8HSnE6LgmDxk/Cxk8+R3ZFBZZt24EXxk3A6eh4BCSn4XCQFE8PHYE1+w8gxWbHrIVL0LlHb5xLvIDj4dG4/7EuWL1nP4IycvD8aDc8P2wUUg0GHPMLwv2PPo4t//kUL44cCwIYsTlKuL/6Jh5+vCuOB0qQYy9kQKFzr754ZclyBlKGjHGDLCWd5ev77Is4GxaFwaPH4+1l70OanIbpc+ZjzJTpOOLtj37PDcKuL75BQPx59B06AqOmTMcFrRGpRis2f/QJ/nrfA9iw/wBSTTaMcJ8Ct+kz8P62Heg/eBh+DpLgp8AQPPvSKHz9yxnMXbUWU+fMY6sYGw98imfHTUBAUgriBR2eGjwcnnMWwD85A6+/uxrPj52IEIXAZDT8FaQGXcdkNC6rR4OpbtdBqnJsnTSsaAgCArQaBGgdW2UJeTZ8fMIBNC44VzRIbb0INK7HWynWIXLgxnJABBo3lv/trnYGNJy/UTlxnrNewTgCGqRgSlAjQKuCr05gzl+rZbZNWgs0mNpxpcAUQ5GcRgDZRpFrIFPrse7j/+LRHn3ZSkO3AS9g06dfIVytw3l7IdtKWfvRx3iiZz882aMXnnzmBXzw1bdIMpqwas9+/OO++5gw6NhXXsfJyHi2avCvBx/CkwOexx0PdsIdd92Nt5a/j2MBEtzxj3/hgSe6Yf8PR/Hq4mXo2qMX/trpCdx62+0Y4U6ClykY6T4Vf7r9L/j7k93xpwcexv/deQ969OmLF0aPx7dnfRCn0aP3c4Nw9z1/Q+9+T2HK63Phm3ABSXozDnn5of/g4XiiZ1/cfv9DuPtvf8PSjVtxxDcQD3bpgT/cfhfuf7wrTkjC8MriZbj7r/dgxvL3sevr79C5e288+dQA7Dp4CH4XUuGXnI4FazagW69eGDhuIv576ixi1DpEKDToM3QEbr/jr+jetx+mvLUQvskZTI8G8dM7W86MqkkN5ouOtrqeCGJK1Eg2wwk0SE6DbZ24AI1AQYX4fBs+PnkMnbp3w4UchzBoS0CDxInFS+SAyIH2xQERaLSv/rzh1FwKaIydMQPn80hBVctAg8toyJQGZqHVdTJrkAdwMapGchq0shGQq0KIQovMqnqcS87Agg1bseLDPZi3YSt8UjIRb8lHSI4a5/OK4ZWUhsUbtmLhmo1YufdjSOUanLflY9s3P2Dljt3YfOBTrD3wOWRyATu/PYLlW7Zj7rotWLJ9F1Z+uBN7D/0Ivwtp2PHNd1i06QOciU/CpydOYc57K7Dkw11Yt2c/tnz2JQJSMrDx48+w8sMdWLRtB97ffwArd+/D3PdXYvNnXyDRZEWS2YZPfj6JFdt3YOHadfj85K9IzStCrM6EeIMZa/d/jPlrN2D1/gNYvuUD7Pr+MLzik7DhwKdYve8jLNm6HV6JF/CdXwDmrlqNA6fOIFIlYP66jXhn2w4EZuYgTKlBWmEJDgeGYM6Kldh95BgSzTamrEySq8SuH47hnY3bsGjtRnz886+4kF/KTo2QjAYZXiMz8cxmyuVkNJqtaLQKaDhXNGppRYMJD9P2iUMYVAQaN/wVFhsgcuCqc0AEGledpR24QDpwQhNHCysaBDSSmCZMNfxbWNFwBRoEIC4FNJjCLrVDYVe4gYykGRGhsyBYrmH2UhILSnG+sAznC0oRa8yDJFeAT2oOwlQGJFmLEG8pRGZZLTJKqxGqMiAwUwWpQofU4irkVgPRZOpdbUSSvQTn88qQaCtGjMGKpLxCJBcWI0KrR3JhCc7nF0JC6soNZiTaC5BkL2DhcWYbog0mnM8rRJzFjigSPi0sQVpJGRLsBSyflGyoqDS4UFCE1OIypJWUM0VXwbkKVibFkYZNis8oLWdpQtVahGt0UNTWIzGvABeKipl9lnhbHqKtdoRRu4pKkFRUjGipyjKuAAAgAElEQVQTKfjSIIp0YBhNCNPpEUflFZcw2y2BcgWiDCbmEiwFuJBXimi9FRK5wPSQhGlNCDfZ4CtXMWHQ37J10hLQCBBUiHNZ0TgvAo0O/JEQSe+IHBCBRkfs9WtFM1OkcRmg4VzR8NNdvHXSWqDBBEFVWgTI1Yg02ZjeDL8sssKaxcBGmGCEV0omYow2xJkLECFY4J+hRKTWgnhzAfwylIg15kOmMsI7NRdROgIGeZAqyKqsCRK5DkE5ArsPzhEQShZldSZm1j5YpWaWXn2ysplSKpq8ZVoyV69nlmGDVRqmfpusxJIuiUCFChQmFXQIN5C5egOCyNBZdi78c+QsnOLImqyMBGJVGkQYTCwPKb0iR/nIdkiQUg3vzGyWR0LG4cxW+OTmIozAhM2OYI2AKKsdoSYTzqRnINRgQow9HxId6SUhq61aZujMT65k+aKsNsh0eoSTxdZcDQIzFYg35yNcZ2bbUXTqxCeX7KLoEWa9jB6NVqxo0FZZbIENB2jrpEc3JDm3TsQVjWv1IorlihxoWxwQgUbb6o+bvjV8RcOVEC6j4bp1wk+dkDAobY0whV10vFVpYFsifLukJZ8bV/PLUTJjbGSenGQ1InRmhGkMTJ8DKe3yyZAj0piHCL2NGWwjWypBuVpmUyXKmIcQpR4hTEmYgYX5Z6vhm6lErKUQ4TqrI15FICIPIYIOp9MyEKQS2CQeqNQgiPRFqAQEqjSQCHoEkzE4tcOSKYXJdHRM1AjfXAUCFCrItAamPl1Gx1/JaBmZd9foEKhQI1RvQhiZZifT8wo1q4/qpHt/pRphJgtkBiO8snKZH2oiA2wqeMsVCNHpEazTg06IkEVch3ItLbxy5QjQCCDrrUFa0oehYydIKA2Zf6djxVEmGzOsFiLXMHBG2yZkIM0nR4kQrYEBjSupICfw1/R4qw5BTEaDBEIFBAlqxOfb8fGJn50yGg4V5HTgxGE/Tdw6cX1fxHuRA+2NAyLQaG89eoPpaQlocM2gpEeDHW8VHHo0aBJyVdhF8hktAQ3aRnF1BD7Iwqu/QoNwoxX+OSomWxBjskOqEBBvykOoxgCpxoggtQGBSh0kggl+uRqcy1Ag3JQHGdlUISNulEalh1+uwOLpPtpaiGCyaGqwOfMJTFYhWGtAiEAWUFUIINP09GtecCgY81eSkio9E6AM1hhAaek5zGyDlOyGKASHUTiKE8hAHPl6+CsEBBB4MVqY7grvHDl8ctWQ0faHYGDbF74ERExWyExWnM2Ss/sQvQk+SjV8lRqE6IwI0OjgnauCxGBEsNaIQI0WfmotvHMV8FGoITGYmRn5QEEPAg5BWgMC1SS4qYVUrXcABY2B+QTkiLcMaNA9gSqN7pLOAfyoDFLW5TB+R1ZjuSPbNkl5dnxy/Dg6d+vuorALqCc7fIQzmLwGLYk5VsRu8DAWqxc5IHLgKnJABBpXkZkdvSjn79KL5goCGm6eDs2goRqHAieahAhoBJJmUKa+Ws+0gtKqA1NlTbZMnJObK8jg96StUqI3widHwbZRSCOohAyzKQSkFVUguaAMySXV8JUL8MnVINyUz0CHv0ILqd6KMFMeggUTAtUG+CuoLiMLp3jvHDV8czWQaM0IEczsPlCtR4Q1nwEUPyWtwjgm9GCy8aE1Q6IzszBfuQa+uQQcbAgz5yOEhVMdWvgpNKxOCW3FqI0MtARpDPAj+RJaidFb2eQfbilAhK0AVLavQgOpwQqJ3oKz2Qr4KrXwU+nA2iAYEUAgSSFAarAgzGSHv0rLaObtkeotoLYTD6iOc1lKBKh0iLDkI5Dlpf4gTaA6h3E7J98JBHH+s7jLAA1KR2WEqEmQl6uQp2PL5MiIngYX7Hn47OcT6NylB1IznSrICWSQ4/iC6dTo6G+RSL/IgfbHARFotL8+vWEUMREN+kXa7Edpc6DBbZ00BxoOkOEAGkwW4xJAg7YG/NUCSEiR9D2QgCgBjRiTBV4X0rHl84PY+f1RbPziW3wfGs0mfVqhCBFIbqEIP8UnY93BwziRlAqploAEbVWYEEHgQ2OEd5YSEq0JQWrHigOtYtDKB03MFEZlhRqs7D5ASasaRgZKKM4nR83CoywF2HnsJL7wD2FlEtCgeKnOwtL652rYakaMrQjhRjsC5AJbQTmVnIGth47hdFo2CydwEqihLQyyPaJCiM7kABNkk8RoZ3V7ZSka2kSgxTtbCZmOzNbrWTsZjTlkwl4HH1r90ThWa4geWk3hgOL3+Bxo0AoSleMAhK5AI//SQIOtaBDgaDZwbthIFisWOSBy4GpyQAQaV5ObHbys6wE0aCWDgIZXroJNZnF5RcxcfKBcjdyqKvwcGo1Hez6Nv9z3EP7xeDd89MsZxNgK4JWRA6lGD0p/UBKGfhMm41NvP8TZCxlQYcdk1TqQSnMSMo0y2ZnhNhI6JSVhZMbeL1uBgFw1fLLkzM4KARx2zFalg38uCX5qmRVTMvhGbui0GVj32ZdIKChhWwpkm4X0gFA5tN3jk5mLM+fTEJCjZNsOBJYOySLQb8x4fO4XiMTCUsj0JpxOz2JbKJEWOyRaI9PaSXVJNQaHATS1jukV4e1qkJnQGuGVnsNWfKLMdqbkjNrlm61g7aAyAq6wLdJa8CECjQ7+8ovkixy4DAdEoHEZ5ohRv40D1wNoEMggsBFqtjKg4Z0lZxN8ONnmUGkRlKXC9i+/x133P4LXVqxFuGCATK2Df5YccWY7O2VB9wcDpTiXnAY6pUKnStjJErkaAdlyJlQakK1gcdFGCyL1ZqczIcZkQ6zZBhKepHKj6IitRs/i6T4wR8nCz6Wk4/OzPjiTmIxwMvKmFJhPmjeD5SrWjsS8QsxYshxvrdnAyonUWyBTa/Ffb3/8FJuAOFsBkkvKQbSRwGiISgBZrw1SalgbA7MVCMqlsoyI1JtYu+IteYi35kOi0DADacFyNWsfGZoLylXCJ41O56hYGAEVLlPRWkBxqXQi0Pht74qYWuRAR+KACDQ6Um9fY1qvB9DgMhrkMxscpF+CJnvBAL8MORJsRZBlq9G5x1P46pwfMsoqEa7RI9ZoRahaQEBmDtNbIQCINZoRqTMhuaiU6cGI0hlBejAobUiOEj6pmZCQcTaLHUn5RUwfRkZpJdOnEZStYOFZFdWIMVoRptEiubAUacVliDfbQWVlVtQgtagUkYKBtYF0biTlFTE9Gxfyi5BTVYv+L43GxNfnQF5Tj3CNgenrUJNdEjqtkpGNSJ0RGWVVOJ9XhFCNFnHmPIQLeqQWlSHemsfKpTRpxeWsrrPnUxCq0rJyEuyFjJ6QXKWDDrMVUURvYTFrB+kaiTTaEEQA7QoyGFeKF4HGNX65xOJFDtzEHBCBxk3ceW2t6dcDaPCtE7IoSkAjNq+QbQnQNoRUqcWFvBKciTmPR3s8hS9OezOFWpIcBeIMFjbhH5OFY8nWbVh34DOQGfkPDx7Csi0f4EiIDGcSLmDTVwcRozPigr0A0lwVztsL8OU5H7z57ntYvIm0ju7E8g93ITgjB9u/PohVO3bhVHQcDgWGYPH6DfjsxC+Q5iix/rMvsGrHbpyIiIaiqhY/hUfj9dXrsHj9JqzafwDUph0HD+HBx55Ev+dfxLe+ATgeGYs3127Aps++RHBmDjMAt+3gIby9chUOnvOFX2oGdpJq8ZR0bPzsS6zY/iF8kpLxnW8AlmzYhJ3f/oCAzGzEGa3Y9NkXWLBmHav/vK0AQZm5yCguQ6LZjpV79mHuilV4/8NdOBwWgTCDRQQabe1lEtsjcqAdcUAEGu2oM280KdcDaPAVjRC9kQmD0lFRkqPwz1EiXDAyoPFjcDge6t4H+378CYkWGwJSMxCckY2MwlKciojCI9174Y93/x2f/3oWC1avwz3/+AfGTnsZy3fuwQC3ifjox58QpdEiLa8QAWkZmLl0Obr26oV/PtIJf7z1T+g/9CWEpGZi1sLFuOOee7Bi9z58c9Yb9z3wbzzRrz+Oh0ZiyNTpuO1Pf8Laff9BlKDH4l170WPIcPz74Ufwl3v/xdSCT5+3ALff9Vfc/fd/YMG6jfjOPxgP9OiN2//5L3zv4w9pZi6mzV+Mrj17YfKbb2Ph2g3MRP1h/2AMn+yJ2+64A7u+/R4HjhzD3++9F71fGIIYrR4nZREY7DYJ/QYOxDsffIig9GymnjwoIwv7fjiKAcNHonvvPrjlD3/EvC1bkVhUKgKNG/3yiPWLHGjHHBCBRjvu3OtN2vUCGrSqITWaGdA4l+kQdow0WBBrsiO5oBRHgsLw7yd74MOvvoW6uhYJpLAqNR0XzFZkFhTik2M/4+8PPYJPfj6OdLMZ7q/Mxl/uvBNT3pyD3d8fQu/nX8ThgEAkGkwYMf1lzFr6DqJVaixYtwH/fPBhfHP2HMJJXXh6JgaMd8OkefORaDBi+dZteLBnb/gknse5uHh06t4d6/d/hOW796K/20T8JAvFvu8P4dEePfGzRIbA1HT0HjIUI6e/jIDkFITmKrD18y/xr06P4+BZL0yc/Rrmr10PaXomln6wHX+/9z7c26Ubfo2MxunIaHQe+Czmb9qC8yYLZi9dhh4vDMJBL2/0HzoMmw58irPRMRjmMQUzlyyForwS/z35K7o89Qw+OnIUwcmpeOrFIXhr7TokiEDjer8qYn0iBzoUB0Sg0aG6+9oSe72ABq1qENigVY1ApcBOnZBQJ61okOrxoyHheLBbb/znx5+RW1KGOEEHaWY2QrNzkZFfiIDkVDzaszc+OvIj8gHMXLAIvQcMxOmIKHx9+izu7fQYfgmLQJLRjId79MTsJUvZid19PxzGA127Q5aVw0BIqj0fQ9wnw2POXJgAHDj6Ezr36QtZZjYy8wvRe9AQbPz4E7y2/D3ccuutmLdmDRJMZhwJDII0KxtZJaUYMskdryxZiuziUlbmydBwPP5Uf3zr5Y0+z7+IZZu2wAIgKCUNM956Gw9164GApAtQlFWg/8hRmL1sObR1wPqPP0O/4SPw+clTuOvhR9Hr6Wcwwn0ybrv9dox9eQaMAD776ThuueUWPDN6LKTZufBOOI+T0XFMg+mVZDCuFC/KaFzbd0ssXeTAzcwBEWjczL3Xxtp+PYEG6dEgsBFusjqOt+aqEakzI86ShyMhYXioW298fPQ4Uqx5iCIjZlk5iFELUFZUsdWEB7t0w4Efj0FbWw+3GbMw7uVZDrBw7Gc83KsPvOMTkV1Ugj3ffo8ZCxZh7rLl8Jw7Dyt27YH/hRQkGUwMGDz30kjMeHs+zAB2fX0QT/TqixiVBvFaPboNeBbvbtvBAMzKLVvgNvMVzJg7F2v37UdQegbSC4sY0PB44y2k2OxsxeWb0+fQuVdfHPLyxQvjJ2LB2g1IMVpgrK7Hj76B6NS1BwISLyAjrwB9n30eC1avhVBTi2UfbMdTQ4fjoJcP/t2nH14cOQYer76ORStX4etfzyCBtIeeT8bK7Tsw4fU3MW7WbKzcth1HZeEIM4oyGm3sVRKbI3KgXXFABBrtqjtvLDHXC2gQwJAYTAxo+MlVzDZHmNaxopGUV4xT0Yl4uEcffHHyNFRVtUjPL0BGQRF8E8/jiF8A23ro1Kcfvvr1NAoATH7tDYzxfBkG+tV/4hc83LM3zsbEQVlegSOBwZg2bwGeHzYci9ZthLy0HGE5cgYkUqw2PDV4KF6eNx/ltKLx4zE80e9pJOgMbOWk58DnsGrXbgZ0JBlZOBsbj15PP41b/ngrjgSHILuiEi9OnAT3t+Ygo6iYrb78GBiMx/o8hWOBwXh6xGgs3fwBDDV1kKVm4c3F7+Dhx7syoEFAh1Y+lmzeghIAa3btwYBhL7H2/rtbD/wYLGH0/BIajiP+AYhUKBGYnMpAT6xWj5mLFuOWP/wf3li9Fkkl5aKMxo19dcTaRQ60aw6IQKNdd+/1Je56AA2uR4NsgQTrDTiVnMaUT8XbyWy7wEydH/jpFP7ZuQu2fPoF/M4n43RUNIJT07Fixy4Mn+SOz0/8ggd798X7e/cxWYthEyfhxVFj2FbJp8dP4B8PPYJ9h39EpFKNaQsXw3PhYhwLDMLRwCAGVlJseUgymhCj0WL09Jl4ecEiJGnUWL17L/75xJP46vRZnI6OQedefbBww0bMXLQEL4x1Q2BqGnZ99z26DhiIIxIJUgqLMHDUGAxzd4csV4EUqx2fHj+J+7v3wNb/fomhbhPx7uYPkKRSYcWuvbj3/vvx4OPd4J9wHrFqLQZNexkzlr+LaKUKizdsRLenn8G+Q0fQ+7kX8J+jxxCanQO3Wa+yEyaa6mocOHoMnXv2wiFvX/waGYW+L43Egu07EF9QLAKN6/uqiLWJHOhQHBCBRofq7mtL7PUAGrSaQWCDjrcS0IixFzCFXWTBNbW4AkdCwvF4nwH4w5/vwr+7dEeXp/rjiaefYacsJs5+Hdu/+Brd+g/EH/98J+7r3hPdBr6AO//1AO646y7MWbEaB7198ee//xMP9euPfT+dYCdW5q5ai34DBqJnv34Y4TENMVoDYrUGRCg17HgpCWL26tsX93d+ArfceTce6dUXTzw9ALfedQ/u69YTt9//IG75853o2e9pDJ88Fd8HBEGqUCHGaMZLUz1x591/xdKt23BMEorHevfD//3pT3iwZ1/s+e4w5ixfgd79+mHa3PlYvH4zHu03AMcl4YiQq3E8MgYT5s5Hjz598a8nuuK2u+/BwBFjsOOrbzHIbRK69e6NN1evw6nIGKTmF+LzU6dxy//dik5PPIl+z72Id3fvhXd6piijcW1fC7F0kQMdngMi0OjwQ+DqMeB6AQ0uDBputUOmMzEZjSC5BlF6C07HXcCCdVuxcN1WvLlyLd5auRqLNm3F3BUrsffwUYSrBCze/AGWrN+MuRs24/X3V2Pe+k1YtnkrEx4lHRWr9x/Awg8+xNGwSOz+7gfMX7uB6amYv3ot5q/ZgDfeXYFzCecRpTUgtaAEB7398Oby9zBv7QZ21HXe+s2Y+c67eO/D3Vj50cdY9dHHeH/nHnYyZNnO3UjMLwBpBQ0VtNhz7Ge2/fHRT8cZcJi/fiM7crtw8wcITMvCV6fOYtHqdfjBNxCf/nwKj/bpj1PhMUixFSK1oBh7fvwZMxcuwltr1mP++k2s/giVjunReGXxEvwQIkOixQ6ZXAX/1Exs+uS/eG3pMryyZBm8kpKRXFzGtp6uJOx5pXhRGPTqvUdiSSIH2hsHRKDR3nr0BtJzPYAG16NBMhphVjtIRoNsdpDF16AcFaJ0ZsTobUjJL0NKYRnT+JleUo4LBSVMy2a82YaUolL2TNo5SXNnoq0AFwqKkUKaMrVGJNkLWThp+ezUqy9mL30XhQATFj0RHoNb7/4bDgVKcD6/CDKVgERbPpILS5BcUIL00nIkWPOZZs7kgmJcyC8G1U91xucVID6/CBKdDhKtHoEqFSItNpwvLUeU2YpQQY8LRSXsmG6CxY4YrRGJJjuyiiuYsOmBI8fRqUdfSLPlyKmoQYSgQ7TezDSEJtodNJAW0xiDBQlWO+JtBQgj+ytKDUKVAsLUWuRU1jFtqdEGC6KNVoSTdVm1qBn0Br42YtUiB9o9B0Sg0e67+PoReL2ABm2d+ChUCNTqEWXNY/Y6yChatMGKCMGEgLRcXLCTmu1iZnckVKNjtj1CFA67HzTJkv0SsmNC9klowiUbIwHZSoQJBmZuPkShQbwlH9PmLcSUeYvwU2gkDgfLsGzvATw9Ygx+iU1kQIPsjFCeULWO2S8hdeBSlY4BDIlSwNnkdGb/hOyhhBnMCLfY4a8R4C1XwF+tZjZbggQdAtVaZswtXG9i7SFbK3EmO2L0FkjJZH2OGos3fIB77n8Uu74/AqlCYHZcOC2kBp3UmxPwIXsrgTkKZpeF7LGQnZUYkx0hChWz+ULpwrUmBMo1jm2n36l+nFY7xBWN6/eeiTWJHLjZOCACjZutx9pwe68X0CA5DVrZoCOuZN2UVjTIemuYxsAmYJqYg7OUCJZrmKBoqM7E7KGQATE/spSq0TPLqWRxlSyZBik0kAoGtoXA055Ny4JfNllV1eH1dZvwyONP4pEuPfDUtBn4XhbB1J4HOXV4UN2+WQpmwZXKJsuvMsHAtnRkgpHdSwQDggX9/7d3brFxXOcdd976VBRNg8ZooziWZSkFYjeJ0T7kqQ0Q1I7RAo1kKy5QtG77UBdIgaBGWvShFyBpE9tx09pOI9uV26KO3Mq2LF73QnIl2ZajKJFN3cgld3cue+FySYqUyOVyZnf+xXdmznK4Xiq0SIvD0Z/A6JyZc/u+39nV/PecM2dwbHwCfYaJVGUKyWIJfXkDRy9cQsoq4syVa8qXU6WqervrUM7CiXwJJ/JF/M33/h0fu2Mvfu7nP4ZP3fN5vDA4rHwS+xKThsqvXpCWt5Qd4s8JW17GZuCNC+PqbbNn5xZw5Mw5vHL2XfWWWnmpWn82j6RZ5GLQCH+vaBoJ7HQCFBo7vQcjZP/NFBopu4w3xifUjVLEwZsyKpG31YvJzk0voPe9y+i7NIlE3kYiZ2Ng0sKIXcVb1SvqXK4PWRWcqsz66RMmkoUS+icMZErTGLam0DdewJn5JTw/dApf//Z38Y1/eRb/8PJRDNlVJAtFHL+cU6+dl1e3vzY6pspIW29cmkAyX1T1nK4tYGDSxOsXs0haZQzaZSTKVfTbJfQaNgaLZRyfLKBXRltK0+jLFvDGxQmcLNXUq+MTYwZOl2bx3yOn8Vff+Vf8/bMv4q+ffg5Hz55XtmeK0+jPGui5nEPaKONkeQZvTs0pP14/P67aluvij+QVnyT/29PzKn+/vOWVIxoR+hbRFBKIHwEKjfj16bZ5tFmhMZwvYShfVOstUqF1A3pdhg6Tlq12BT02No7BnIGTpSlkrDJGCkWckFe2mxWM5Gyk8jb6J030TRgYyFlImWVkyjUM2VPtI1OpIVEoqjyDeRt96sZbxEipqvLLtbRdwZnFBn667GKkPA25ljCKqtxJeWW8VUZPtoDhUlXVe/T8ZSRlOqVSU3X050xlR9KuIFmuoleenClX0GcXMSAbadll9OUM1fagvNI+byFtljAoUyY5eQV9DW+XZvCj6jzOzi7ix7VrGLGnkClP+3YYRaStivIhZZXxVm1exY+P5VT6SGkaSaOE3sDGU9U5dS7tiB9rhYZer6FDO5Sur+lwNU1PnaQKJSSFjUwHmZLPRNowcG5mDv/2w1dwx55PY/TSuP8ZbQKQw/MPz5MI/0iABOJGgEIjbj26jf604EEO/86xasiBg1/FA/sP4HxtGhkjj7SRR8I0kDBNJA0L6YKl1jVkckUV+iJD0uRmZaoblty02nHLRFpNO+RUOGTZ6M9OIi1rBfIGei6M4VS5iuFiBf0FA4OmhaGyHz82nsVwZUo9ItuXL+B4dkLlSVi2WjuRkpu/YaI3l0fSLqpD6tDxnskcJE+mOq3qlPokXR61HTRMjExV2/ZKGVmLkS6VcbI2i0HLRk+hgNcmJzFUm0ayUsHxfB4Dlq3qF3sk75uzc8qu45ezyJQqSBtFNeUjUyNyyPSMvExO7HgjO6HKij2vXR7D8YlJdS5p4qeIMvFHGHT6Idcl3ee6yltzl75ZTfPjq2lry2mhkS6UkSqUkTBFbBSRkjUieRPv1ubwzMu+0DjfRWiIxmiqz8/q54YxEiCBeBCg0IhHP0bACxEZTXUAMrax+rf/4EE8cGA/RmeqHULDQMowMVQwMZy3cCJnq+kP+RWshcigZWDQMoNDx1dD/0ZoYNAoBDdFAwkRBpbcGK122YTtxwdE4ATxQdOAnK/Wr9sx170uZSS/1JGwVvNJXF8P16faC/LLdTnvk3bFBnu1vC4j9SQlzRCftB+miuubvg51fRKKPVJ32J+2n21+6/knPvnCr1vY7ZrY4PeNlJORiyLS+QrS+Sl1JAsVJTjShSJGchZGp+fw7P+8gjvu+jTOXwxGNPwhMCVMW2jBQRNuIFVXPz2MkQAJ7HQCFBo7vQcjY78WGi5EaMiZ/tuI0BgRoTHZKTTkJtb9kBt+Qt0c35+elBtrR7n2eThNystNuiOvOg/XvSbu51eCQ9mwtny7HV2nCCURJ6YIocDWwAaVd03dobxiV6etunw4DOz36/LL6HbeZ8uacu/npst98FBGQ0pI56tI56cDsSGiQ45SW2g8p4VGMKLhtTzIdImMgbloogEHK0pq6E8OQxIggTgQoNCIQy9GwgctNPxJd//24RsWFhojZh4pM+//gpZf76Y/dSILOU9MBlMnakQjuIFL3DCCQ8dDobp5Sl59w9dhcCNtl9V1bH+YlJGK4Fj1rcOusChYL75lvgnPEG9pL3wejndN84VGqlBFKj+NVGEKqbw8DUShEYmvJo0ggW0mQKGxzR0Qn+a10PBHMsLL+nyhcQCjM9MYMQtImgUlNAbUr3FLzePLItCRXAnD+aJasyFTKjx2DgMZ0UgWppDMyxM5sglYRR2yOFSmTt4LT51wRCM+X3t6QgIbIEChsQFIzLIRAmuFRrjEfrUY9CGM1moYMQ0kg3UO/WpqwH9yIVUoYjgnNyV58kQWPZo8dgwDEYtFJSwShSmow6ggYZTV2g1Zf/NuF6GBlgc5OHUS/rYwTgLxI0ChEb8+3TaP/LV94bEM3xR56uT+/atCQ9YAiMjol6dFrBIGZTOrQhlD+QqG1COuthIbIjh47AwGIjQSRgWDsjNr+5CnT0Q0GjgXeuqk/XhrIDTkUyILiR04cOEq4bFtH2I2TAIksOUEKDS2HOmtW+H6QuMR3H/gYYzWZpFRay5EZFjos32hMSC7chrlYPFgGfKkgux46Y9srN5o1aOdIj6CNB22H/tcJ02Lla0ur+u70fZ1+TV+Xse3dv4bZLPZ8pq3Dtv15eUxVnm8t4wBs+IfloQl9USKjE6dq83imZeP4I49+1b30aDQuHX/s6DntxQBCo1bqrs/XG4xogkAAAzdSURBVGeV0JANEToGNQ4cfAT37z+I0dpcSGjYSmj0WUX0y+ZUZtmf05dFhAUZ4ZCNu2S9hjw2GRzBNZ0moUqTMIiH0zZbvl33Ou3rNlXYpf0Nlw/5Gba/XT7kp/ik87Tb36Ly4bo/GFtZnyFCo4R+s+wfVgkDai8NWexLofHhfvNYOwlEmwCFRrT7Z0dZ5wuN1Z0etfEHHn4ED3zlIM5Pz+GEbBJlmOg3V4VGn+n/Ek4a/gJCuWnJ4QsOP955LmnXy9eZv/N8I+V1mW7thG0Lx7uV+Vnlb6TMZtvsVl6udbNFXw+ndZZPGP4UmBKOIh5lozC1GZgIDZk6CUY07tqL9oZdoRENWeEj0yZNtW2X/uQwJAESiAMBCo049GIEfBCRITto6B2lw6MaD2mhUZ1FJi9vDJX9K4roL8oNSUY0yhhQiwcrSJiyiLDEYwcykLU2A7YvMvpN2YzM33wsbRTw3swcvv/K/+JXPrUb71245H9i9Rbk8ND0ZLOuJlxP9gflHwmQQJwIUGjEqTe30Zem58Hx5HepPEjgwXUl5v8deOireOD3D+LC1AyGLmeRzOYwXKliULbttkpI2P4CwpRVRcquqsWhg6YNHjuLQapYRqZaRapUQk8+h97cJDIVeYushZ9OVfGDo6/iV/fsxY/PjfofDFftOw7HaWCpvgin5aLuLKPprX529GeIIQmQwM4lQKGxc/suUpbLrcFpeXBa/k2i2Vz9XfqlL30ZD37lYcwAOC0LGXMG0lYRr46N41h2EgmzhLRdRSJfQk9WttEuqmF3ERoy/D4gYRDX13Sor7fzWf7NWc7X5LmB8u26b7D9DZcPbNP519gdTEF0pq3Js0XldZ061G3+LLbyHpWkLY8pW+jLTiBdLGKgUEB/Tt5iO4EfVSv4r2QKBx97DE88+31MVWsQLeGJ0PCAer2OhavzajRjpelwE/JIfbNpDAlsngCFxuYZsgY1ZSIjGk0suw5WHMdnEmiNJ598Gn/wR3+CYyMnMLGwiEy+gGHDQs/4BHqykxguVZDIWei9NIkhs6wEgjyVIjewAUve4REcwTWdJqFKkzCIh9M2W75d9zrt6zZV2KX9DZcP+Rm2v10+5Kd6Odo6bCT/ZsqH6/4gbKWcbPueyBXQd3kcQ4aJk5UKThRt9Fx4D5euLeCbh57HnZ/5DObqy+qz0XQ9yBbk8uc4LurLdTV14nh8vNX/8vBfEogPAQqN+PTltnoiIkPeU9FoOri2eBWu6/q/WoObyV9+/XHsu/ez6H/nDN6xbJyZmsbJYhlDhoW3KtPovTiO3tEx/GTuKlLyGnW17bZ+d0ewxbjaSTR0LXwejst25J3n3a6F84Tj3fJ2uxYuE453y9vtmi5zvTTJo/OtF25n+cCmZMFAxrTxdrGMxPgE3qqU8VbRxptFC2eKRfz544/jzn37UJtfgHpTqyNDGkDLaaHV9N/5u+I5qLvLauptWz/MbJwESGBLCVBobCnOW7cyWcIn2y01PReO28DS0jW03BbcFVnxB3zrn/4Zt33kI/jigw/i9GQOP5muISXTJuMTGMmZGMrmkbo8gaFJf7QjbZpIyyvkdRiO62vhMBzvlrfbtXCZcLxb3m7XwmXC8W55u13TZa6XJnl0vvXC7Swv76oxTJwwbZy2y8hkJ9F//gJGcpMYmsji4rUFfPv5Q/iFX/wo7rnvN1C7clUJjVawPqO+sIj6tUX1GVEvVmutcOrk1v1vhJ7HlACFRkw79ua65amHEuutZdSbS/4uj84yPK+lhsfrS3WMjY3h0T/7U9x2223Y/+ijyGSzGFtaxpnyFDLZHN42injHLGF4bBIn8gYyhQIyeRMZ+aUs5+qahHJNp0koeYNjTTmdZzPlQ/Xqdta0H7JL29nNNil7vfLttLDf3Xzr9L/Tt82WvwG2gd9vWzbeyZtIn7+A8zMzGJ2dxYX5K3jqpcP45O7duP3O3TiWSGHFcf19VkRouICz7MBprKDZamHFa8EN3uZ6cz+/bI0ESODDJECh8WHSvUXqlrdVyP4H9VYD19xFrLQa6mFXd6UOt7GM+qL/izWby+GB3/tdJTZ+Z/9+fOOb30Lm8hjyyysYu7KIiYU6Ls3M49LsPC7OXcHF2QVcnJvHRTlX1ySUazpNQskbHGvK6TybKR+qV7ezpv2QXdrObrZJ2euVb6eF/e7mW6f/nb5ttvwNsp2bx9iVeVyensXF6RrMeh1/+8ST+OOvfQ2/dPvH8dGP345DR46ob4PruPCaHpp1B61gtEumUFZcF8stecT1ffu93SLfIrpJAvElQKER3769aZ7JDHvDc7DkNVD3Glh2F+G6dTSWFtC4tgDPddTohhh0bnwMv/nF38Y9996rBMcfPvYX+MH/HcUTz7+EJw4dxncOHcaTL7yEp178DzylwsN46oXgeFHCcJrkOYyn5LpKk1CX0+Fmyofq1e2saT9kV9f2N1i+XXen/UH5dt2d/nf6ttnyN8j2xZfwxAsv4slDL+B7h/8T//jMc/itLz+Iz3/uc/j1++7D3333abU3huMBS4sNyLSJs7SCZsOB12pBxMeK66AhIxoUGjfte8uGSOBmEaDQuFmkY9yOPDsg0ybzzauoow6ntYTlxlU0nTq81grgNdFq+hsx1VtNFGo1jE5M4N4vfAG/fPvt+OTde/GJ3Xvxibv2Ydfdv4Zde/Zh1567g3Avdu0JH+E0yRNOk7gup8PO9A9SvrOsnIfLd0vX7XazLerlw751sz/sm+TV/u/Drrv2Ytfuu7Hrzj3Y/dn7cHxkBKVSCZdsG/b8vBIQDbcF9bRJ01OjGnBacJdX0FhexkrThSPrfDh1EuP/KejarUqAQuNW7fkt9VtuEA7qXh3LXh0rzSU0m3U4y4toNWUaRZ4saMJx5Way+jd89iyO9vbiyLHjOHKsB0d7+/BaXz9ek7C3Nwgl3nnoNB2G0/U1HYbTdFyn6VBfl1Bf02E4Tcc3kraRPLq+cKjL6TCcpuMbSdtIHl1fONTldLixtNd7+/Dq8V788NVjOJZM4mrTXwQsvS2fgPl6w19/IdMkSw14sqFbC2iuuHAdRz1p4ngtLDUaar3G6qeEMRIggZ1OgEJjp/dgJOyXVRryom/ZQtqB662onTWazjJaTQfymIHsmdCSYXJP1nNgjeCIhAs0YksJyCiXv1IHaDSbqK/IeIX8eXBlyqTpP97qqZfw+Smu10IjEB1bagwrIwES2FYCFBrbij9OjcvNYp2jyxtdZf/QdXLHCcot6Yv0q/SvPuRc/nQYnHa50E5hhARIIEYEKDRi1Jl0hQRIgARIgASiRoBCI2o9QntIgARIgARIIEYEKDRi1Jl0hQRIgARIgASiRoBCI2o9QntIgARIgARIIEYEKDRi1Jl0hQRIgARIgASiRoBCI2o9QntIgARIgARIIEYEKDRi1Jl0hQRIgARIgASiRoBCI2o9QntIgARIgARIIEYEKDRi1Jl0hQRIgARIgASiRoBCI2o9QntIgARIgARIIEYEKDRi1Jl0hQRIgARIgASiRoBCI2o9QntIgARIgARIIEYEKDRi1Jl0hQRIgARIgASiRoBCI2o9QntIgARIgARIIEYEKDRi1Jl0hQRIgARIgASiRoBCI2o9QntIgARIgARIIEYEKDRi1Jl0hQRIgARIgASiRoBCI2o9QntIgARIgARIIEYEKDRi1Jl0hQRIgARIgASiRoBCI2o9QntIgARIgARIIEYEKDRi1Jl0hQRIgARIgASiRoBCI2o9QntIgARIgARIIEYEKDRi1Jl0hQRIgARIgASiRoBCI2o9QntIgARIgARIIEYEKDRi1Jl0hQRIgARIgASiRoBCI2o9QntIgARIgARIIEYEKDRi1Jl0hQRIgARIgASiRoBCI2o9QntIgARIgARIIEYEKDRi1Jl0hQRIgARIgASiRoBCI2o9QntIgARIgARIIEYEKDRi1Jl0hQRIgARIgASiRoBCI2o9QntIgARIgARIIEYEKDRi1Jl0hQRIgARIgASiRoBCI2o9QntIgARIgARIIEYEKDRi1Jl0hQRIgARIgASiRoBCI2o9QntIgARIgARIIEYEKDRi1Jl0hQRIgARIgASiRoBCI2o9QntIgARIgARIIEYEKDRi1Jl0hQRIgARIgASiRoBCI2o9QntIgARIgARIIEYEKDRi1Jl0hQRIgARIgASiRoBCI2o9QntIgARIgARIIEYEKDRi1Jl0hQRIgARIgASiRoBCI2o9QntIgARIgARIIEYEKDRi1Jl0hQRIgARIgASiRoBCI2o9QntIgARIgARIIEYEKDRi1Jl0hQRIgARIgASiRoBCI2o9QntIgARIgARIIEYEKDRi1Jl0hQRIgARIgASiRoBCI2o9QntIgARIgARIIEYE/h/JX+FYbdPLtQAAAABJRU5ErkJggg==)
On constate dans cette chaîne que le maillon message, supplanté par le traducteur, se retrouve éclaté et marque de ce fait trois occurrences plus ou moins implicites: le message du destinateur (ou auteur), échu entre les mains du traducteur, qui à son tour, après traduction, le retransmet au destinataire final.
La troisième occurrence du terme message va être, ultérieurement, révélatrice du rôle dynamique du récepteur final sur la teneur sémantique du texte traduit. Que nous l’appelions message (théorie linguistique) ici ou vouloir-dire (théorie interprétative) ailleurs, le sens que revêt tout discours, écrit ou oral, traverse ainsi nécessairement des étapes interprétatives qui s’avèrent assez souvent transformationnelles !
Ainsi, au risque de complexifier davantage cette représentation schématique, on notera tout de même que, en plus de la présence du sujet traducteur, le canal de circulation de l’information change logiquement ; il ne s’agit plus , en fait, d’un canal établi de façon ponctuelle dans une situation de communication unidirectionnelle ou bidirectionnelle, comme l’entend Jakobson, mais plutôt d’un processus assez long avec un certain décalé spatio-temporel entre l’émission de l’information et sa réception, par un destinataire le plus souvent imprévu. Cette particularité opérationnelle de la traduction ne lui retire pas pour autant sa fonction essentielle d’acte de communication, du moins au regard de l’objectif final : transmettre une information, peu importe comment !
Par ailleurs il ne serait pas exagéré de parler de sur-communication, dans ce cas, dans la mesure où celle-ci se fonde, comme énoncé dans l’introduction, sur un autre acte de communication. Au demeurant, on soulignera un fait quasi absolu : traduction et communication, bien que reposant sur un dénominateur commun, ne présentent pas, de par la composition actancielle propre à chacune, les mêmes enjeux dans le traitement ou l’acheminement de l’information. C’est certainement dans cette perspective que J.-J. Lecercle (1999), reprenant Walter Benjamin, soutient: The aim of translation is not to communicate a meaning, but to establish a “life correlation” between two texts.[1]. Cette assertion, bien que réductrice de l’objet de la traduction, a tout de même le mérite de relever une caractéristique non négligeable de l’opération traduisante : unir deux textes dans une relation de subséquence, en vue d’en assurer une certaine immortalité ; et cela, en clair, est moins le rôle de l’auteur et du lecteur que du traducteur.
[1] Le but de la traduction ne consiste pas à communiquer un message, mais plutôt à établir une corrélation permanente entre deux textes, p.19 (Notre traduction).