Les caractéristiques principales de l’exemple retenu sont les suivantes :
![](data:image/png;base64,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)
Les formules étudiées correspondent à l’imposition des revenus locatifs à l’IR, à travers une acquisition en direct ou une SCI à l’IR, à l’IS à travers à une SCI à l’IS, une SARL ou une SAS ou encore avec un démembrement de propriété du bien immobilier acquis ou des parts sociales de la SCI propriétaire du bien.
Pendant de nombreuses années, il était possible d’hésiter entre la SCI à l’IR et la SCI à l’IS, c’est à dire entre l’imposition à l’IR ou à l’IS. Mais la hausse progressive des prélèvements sociaux dont la CSG, l’allongement de la durée de détention ouvrant droit à une exonération totale de la plus-value, la baisse du taux d’IS et dernièrement l’instauration de la flat tax rendent l’imposition à l’IS généralement plus favorable, même en prenant en compte le coût fiscal élevé de la cession d’un bien immobilier détenu à travers une société soumise à l’IS.
L'acquisition en démembrement de propriété est une formule permettant d’éviter le surcoût fiscal lié à la cession du bien immobilier détenu par une société à l’IS. Le démembrement peut porter directement sur le bien immobilier, la personne physique acquérant la nue-propriété et une société soumise à l’IS en général utilisatrice des locaux, acquérant un usufruit temporaire. Il peut également porter sur les parts sociales de la SCI propriétaire du bien immobilier.
Imposition à l’IR des recettes en tant que revenus fonciers
Il s’agit des cas, où le contribuable est directement propriétaire du bien immobilier donné en location ou associé d’une SCI relevant de l’IR les revenus qu’il perçoit sont soumis à l’IR dans la catégorie des revenus fonciers.
Les recettes imposables sont constituées du montant des loyers encaissés et en cas de location professionnelle du remboursement des charges incombant au propriétaire, la taxe foncière notamment. Les charges déductibles correspondent notamment aux frais financiers, aux honoraires de gestion, aux charges de copropriété, aux travaux de réparation et d’amélioration pour les locaux affectés à l’habitation et aux seuls travaux de réparation et d’entretien pour les autres locaux. Les frais d’acquisition et l’amortissement du bien immobilier ne sont pas déductibles.
Le revenu imposable, ainsi déterminé, est soumis au taux progressif de l’impôt sur le revenu et aux prélèvements sociaux de 17,2%, soit un taux effectif de 55,41% dans notre exemple avec un TMI de 41% compte tenu des 6,8% de CSG déductible, quand bien même le loyer reçu est affecté remboursement du prêt bancaire. Pour les contribuables disposant d’un revenu fiscal de référence supérieur à 250 000 € pour un célibataire et 500 000 € pour un couple, il y a lieu d’ajouter au taux d’IR de 45% et aux prélèvements sociaux, la contribution exceptionnelle sur les hauts revenus (CEHR) dont le taux maximum est de 4%, portant ainsi le taux effectif d’imposition à 59,14%, compte tenu de la CSG déductible.
Les conséquences fiscales et financières de la location pendant toute la durée du prêt sont les suivantes, dans notre exemple :
![](data:image/png;base64,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)
Il apparait, qu’au cours de la période de 18 ans de remboursement du prêt, bien que la SCI dégage une trésorerie positive de 184 K€, l’investisseur devra faire face à un décaissement de 400 K€ compte tenu de l’IR et des prélèvements sociaux de 584 K€, l’obligeant ainsi à consentir un effort financier pendant toute la durée du prêt, dès lors que la trésorerie dégagée par la SCI sera insuffisante pour faire face à l’impôt.
C’est l’inconvénient majeur de l’imposition à l’IR, lorsque l’acquisition est financée par l’emprunt, ce qui conduit à être imposé sur une somme, dont l’investisseur ne dispose pas en pratique, car affectée au remboursement du prêt.
S’il est considéré que la valeur du bien immobilier progresse dans les mêmes proportions que le loyer, c’est-à-dire, 1% par an, elle ressortirait à 1 196 K€ à l’échéance du prêt. S’il est revendu à ce prix, sa vente ne dégagera pas de plus-value imposable compte tenu des forfaits frais acquisition et travaux (7,5% et 15%).
Ainsi, l’investisseur qui aura immobilisé 200 K€ et versé 400 K€ sur la durée du prêt disposera après 18 ans d’un capital 1 196 K€, réalisant un TRI après impôt de 5,52% sur les sommes investies, ce qui après déduction de l’apport initial de 200 K€ génère un gain de 596 K€.
L’imposition totale pendant la durée de l’emprunt et à la suite de la vente sera de 584 K€ et le montant net perçu de 796 K€.
En cas de revente du bien à 1 500 K€, une imposition sur la plus-value de 50 K€ serait due, l’investisseur disposant alors de 1 450 K€ portant ainsi le TRI à 6,98% et l’imposition totale pendant la durée de l’emprunt et à la suite de la vente passerait à 635 K€.
Imposition des revenus locatifs à l’IS
Il s’agit des cas, où le contribuable est indirectement propriétaire du bien immobilier donné en location par l’intermédiaire d’une SCI ayant opté pour l’IS, une SARL ou encore une SAS.
Par rapport aux revenus fonciers, le régime présente l’avantage d’une base imposable plus faible en raison de la déductibilité des frais d’acquisition et de l’amortissement du bien et d’un taux d’imposition également plus faible, 15% jusqu’à 38 120 € et 26,5% au-delà.
L’inconvénient majeur intervient lors de la revente où l’imposition peut représenter plus de 50% du prix de cession, lorsqu’il est entièrement distribué et le bien immobilier entièrement amorti.
Les conséquences fiscales et financières de la location pendant toute la durée du prêt sont les suivantes :
![](data:image/png;base64,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)
Il apparait dans cet exemple que la différence entre la charge de remboursement bancaire et les recettes locatives nettes (184 K€) permet de payer l’IS (77 K€), évitant ainsi à l’investisseur de consentir un effort financier supplémentaire comme c’est le cas pour la société à l’IR. Au contraire, la trésorerie dont dispose la société pourra être distribuée, soit un montant de dividendes de 106 K€, ce qui après paiement du PFU (Prélèvement forfaitaire unique) permet à l’investisseur de disposer de 75 K€.
En cas de revente, la plus-value imposable à l’IS sera égale à la différence entre le prix de vente et la valeur nette comptable (VNC) du bien immobilier, qui correspond au prix d’achat diminué des amortissements comptabilisés, ce qui revient à réintégrer les amortissements qui ont été déduits antérieurement du résultat. En cas cession, l’année suivant l’échéance du prêt, la VNC ressortirait à 520 K€ (1 000 K€ - 480K€).
En reprenant un prix de revente de 1 196 K€, la plus-value imposable s’élèverait à 676K€ générant un IS de 179 K€. Le solde du prix de vente appréhendé par la société sera distribué sous forme de dividendes taxables au titre du PFU.
Le montant de la trésorerie nette à distribuer correspondrait au prix de vente diminué de l’IS acquitté sur la plus-value, soit 1 017 K€, (1 196 K€ - 179 K€) et du remboursement de l’apport initial de 200 K€, soit un montant de 817 K€ soumis à la flat tax au taux de 30 % et à la CEHR pour laquelle il sera nous retenons un taux moyen de 2%,ce dont il résulte une nouvelle imposition de 261 K€. Ainsi, l’investisseur qui aura immobilisé 200 K€ et reçu 75 K€ de dividendes nets sur la durée du prêt disposera après 18 ans d’un capital 830 K€ (1 017 K€ + 75 K€ - 261 K€), réalisant un TRI après impôt de 7% sur les sommes investies, ce qui déduction de l’apport de 200 K€ consenti génère un gain de 630 K€.
L’imposition liée à la revente de l’immeuble s’élève à 440 K€, représentant 37% du prix de vente. Le TRI dégagé au cours de la durée du prêt s’élève à 7%.
L’imposition totale pendant la durée de l’emprunt et à la suite de la vente sera de 550 K€ et le montant net perçu de 830 K€.
En cas de revente du bien à 1 500 K€, l’IS aurait été de 206K€ et l’imposition sur la distribution de 333 K€.
Comparaison entre l’imposition à l’IR et l’IS
Pendant la période de remboursement du prêt, l’imposition à l’IS est nettement plus favorable. Dans notre exemple le montant de l’IS payé s’élève à 77 K€ contre 584 K€ d’IR et de prélèvements sociaux. Même en cas revente, ce surcoût n’est pas systématiquement compensé par la moindre imposition résultant de l’application du régime des plus-values immobilières des particuliers. Nous avons vu qu’en cas de revente à l’échéance du prêt avec une plus-value correspondant à l’indexation du loyer, l’imposition totale reste supérieure à l’IR (584 K€) à celle à l’IS (550 K€).
En revanche, si l’on retient une revente au prix de 1 500 K€, l’IR devient plus favorable. L’imposition sur la plus-value des particuliers passe de 0 à 51 K€ portant ainsi l’imposition totale pendant la période à 635 K€. De son côté, l’IS sur la plus-value passe de 179 K€ à 260 K€ et l’imposition sur les dividendes de 261 K€ à 333 K€, ce qui génère une imposition totale de 707 K€. L’imposition totale sur les 18 ans y compris la plus-value de cession la 19ème année est supérieure de 67 K€ dans le régime IS par rapport à l’IR, soit une imposition supplémentaire de 7%. Toutefois, en terme purement financier, le TRI reste plus élevé dans le cadre d’une imposition à l’IS (8,31%) que d’une imposition à l’IR (6,98%), ce qui s’explique par le fait que l’investisseur à l’IR aura l’obligation de consentir des apports supplémentaires pendant toute la durée du prêt, alors que l’investisseur se contentera de son apport initial et percevra même des dividendes.
S’il est considéré qu’il est procédé à la vente au bout de 25 ans et que la valeur du bien immobilier a doublé, l’impôt sur la plus-value à l’IR serait de 60 K€ alors qu’elle serait de 426 K€ à l’IS et l’imposition sur les dividendes à 440 K€. L’imposition totale ressort à 931 K€ pour l’IR contre 1 181 K€ à l’IS, soit une imposition supérieure de 250 K€ avec toutefois un TRI de 8,6% dans le régime IS contre 6,78% dans le régime IR.
Le choix entre l’IR et l’IS peut simplement être dicté par l’impossibilité pour l’investisseur de faire face à l’IR généré par la location du bien immobilier, alors que les revenus fonciers sont affectés au remboursement du prêt. Une autre raison de choisir l’IS résulte de la volonté de conserver le bien immobilier après le remboursement de prêt, pour par exemple disposer de revenus lors de la retraite, l’imposition sur les résultats non distribués étant par ailleurs purgés par une donation ou succession.
Nous pouvons conclure qu’en général le choix de l’IS s’impose mais dans des cas de faible rentabilité avec une perspective de plus-value importante, l’imposition à l’IR pourrait être retenue et encore sans être certain que les règles fiscales ne soient pas sensiblement modifiées lors de la revente, mais vraisemblablement il peut être considéré que les amortissements déduits seront toujours repris dans le régime IS alors que la plus-value des particuliers sera toujours minorée avec la durée de détention.
Demembrement du bien immobilier
Le démembrement de propriété permet de bénéficier d’une imposition limitée pendant toute sa durée, qui correspond souvent à celle de l’emprunt bancaire et même nulle du seul côté du nu-propriétaire, tout en bénéficiant du régime des plus-values des particuliers lors de la revente.
Le mécanisme consiste à procéder au démembrement lors de l’acquisition du bien, une personne physique acquérant la nue-propriété et une société relevant de l’IS acquérant un usufruit temporaire. A l’expiration du démembrement, le nu-propriétaire devient plein propriétaire du bien immobilier en n’ayant payé que le prix de la nue-propriété.
Il peut n’exister aucun lien entre le nu-propriétaire et l’usufruitier, ce qui met l’opération à l’abri de l’abus de droit. En revanche, lorsque le nu-propriétaire détient la société usufruitière, le schéma pourrait être problématique au regard du nouvel abus de droit à titre principalement fiscal. En tout état de cause, il convient de déterminer de façon pertinente les valeurs respectives de la nue-propriété et de l’usufruit temporaire et éviter ainsi de retenir une valeur trop basse de la nue-propriété.
Pour déterminer la valeur de la nue-propriété, le Conseil d’Etat, par un arrêt Sacajisme du 24 octobre 2018 (n°412322 et 412323), a validé la formule suivante :
NP = PP / (1+i) n.
Où :
PP est la valeur en pleine propriété du bien
i le taux annuel de rendement du bien
n la durée du démembrement en année.
La valeur de l’usufruit temporaire étant égale à la valeur de la pleine propriété moins celle de la nue-propriété.
Le Conseil d’Etat pose le principe que l’usufruitier et le nu-propriétaire doivent réaliser un TRI identique.
Pour plus de précisions, nous vous invitons à vous reporter à notre article « Valorisation de l’usufruit temporaire et détermination de sa valeur économique »
Pour un démembrement de 18 ans sur un bien immobilier d’une valeur de 1 000 000 € dégageant un taux de rendement de 6%, la valeur de la nue-propriété ressort à 35,03% et l’usufruit à 64,97%.
Sur la base de l’exemple précédent, nous retiendrons l’acquisition de l’usufruit temporaire pour un prix de 650 000 € (65% de la pleine propriété) par une société, qui utilisera le bien immobilier pour son activité. Ainsi, elle n’aura pas à payer de loyer pendant toute la durée du démembrement, le rendement de son investissement étant égal à cette économie de loyer, moins les frais financiers et l’IS supplémentaire généré par l’augmentation de son résultat imposable à l’IS au taux de 26,5%. Par hypothèse, la totalité du prix et des frais d’acquisition est financé par l’emprunt.
Les conséquences fiscales et financières de la détention de l’usufruit temporaire pendant la durée du démembrement sont les suivantes, le remboursement annuel de l’emprunt bancaire s’élevant à 43 720 €.
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VPTogYN5wVHc6KxrJ8D1ETYCGisyzfQ9QEmvA9RMsACxGjwFnR4axosBDRYSGiw0JEh4WIBgsRo8BZ0eGsaLAQ0WEhosNCRIeFiAYLEaPAWdHhrGiwENFhIaLDQkSHhYgGCxGjwFnR4axosBDRYSGiw0JEh4WIBgsRo8BZ0eGsaLAQ0WEhosNCRIeFiAYLEaPAWdHhrJhZw0JEh4WIDgsRDRYiRoGzosNZMbOGhYgOCxEdFiIaLESMAmdFh7NiZg0LER0WIjosRDRYiBgFzooOZ8XMGhYiOixEdFiIaLAQ1aDsfmDLjCmro6MjcXuH/f39xvV9UZ/HY/19YdzYbisiY7oNCAUWIjosRHTuK0RNuwmrDfk2KV++fKm8PwtRDZ6SEFHv0r5IWIiY+/Dx40c4PDwkv56FqBksoxD97W9/g8PDw7l/xiYhoh4LSoZ8Q9umwkJEgIWITpkQMd95rL8vTwm8432Vu9OzEDWDZROiLMtgdXVV3NV+nuhChDddff369VJl+NCwENWg6l3rTa9PkgQ8z4MkSUS7l5eXsL29bb3jOcpJr9eDXq/3IEImZ4XHjcfj+z6cnp4qfcFjwjs04+vkfmVZBv1+X7mbNN6xXu5XlTbevXs3dZz651E1S/0zlN+jLCuGRpZlyp3F9YxNv0fyncdRYF6+fKmcK3/961/F+eH7PpycnAhx6ff7MBqNlG0A36UF3wvlRT/Gfr+v3M1eblc+BmxXblsWosvLS3EctrumsxDRmacQ5XkOa2tr4jNvtVriM8fPCz9f/N4t+fPFmQvcpt/x/aGRhch0LOfn57C2tqb8f3h1dWXs083NjWi3KAp4+/at2P7TTz9NfSaXl5ewu7srXvOnP/1JuZs9Zmt671evXlnfO89zePbsmbLfp0+fpmaI/ud//sfZjgwLUQ30ARgHVxxULy8vpwboKIoUAQqCAHzfF2Igz8RgG/rMDL5G3m/WVF0y049Jfz3+HASB8rOrX2VtHB8fg+d5EEWR8/OomqX8GemfFyUrxg2KRBAEcHt7C8fHx9BqtcTniNs7nQ58/vwZLi8vp6QChQhfgz/7vg+///475HkOGxsb0Ol04OLiArrdLnieB7///ruQFN/3heDoM0T6MZpmg/A5HBBN7epCJLeDfTPNMrEQ0VmEEPm+D+fn5+LnwWAANzc3ys/4+crbAZo9Q6T3D38XsA+fPn0y9imOY2i32/DhwweIokj8G/uHbaCsXF5eCmFBIaz73ihE8n76khm+Rm4HfzZJEQtRDfQBGGd78D92AJh6Lssy8H0fgiAwSoGpjSiKrNL0UMtXdYWorMbo9PQUfvnlF+j1euKvEtxe1oZpNk2G8nlQskQJ6vV6cHx8XJrxY/19eSiSJIFWq6XMpJi2679HrVYLDg4OAMAuMCgWsoigEMnSoR+DbcnMdL6ilJkkSW9XFyK5H/g+cRzDysqKMvvEQkRnEUKEA6k88F5dXUGSJNBut42f7/n5OQAshxDJomAqpJb7dHd3J4So1+vB77//PjXjaWpDf67Ke6+urirSpMuNLkRyO3iuHB4ewurqKvzjH/+Y+hxYiGqgD8Cm2QR9UJb3+fjxI/i+PzVg41S6/sB2l1GI8jyHfr8Pvu/D4eEhZFkmZtOoQlQ2W2N7fdUs8VhtS3tlWTFu8HOxCZFp+0MJEQ5cpvY2NjbA932I4xiyLBOzVhQhwnZ1IYqiSEzZ6w+5vyxEdJokRHEcWz9fnDFZNiFC2XH1Kc9z2NzcFH3/4YcfhLDIbcizRhQhor53mRC52vmv//ovFqJZUGeGCJ/zfR9Go9HUspfp9TrLKET67I5ryewhZ4h0XFlmWSZqQ4IgIGfFuFmGGSJ9u2vJ7L4zRCZYiOg0SYhMM0Q6yyZEVS61n0wmok5ILtSe5QyRTt0ZIhcsRDWoU0ME8H0Q9jxvaiDW615MS0/LLEQoFjgLUGWGSN/umn0z1RBRs5SX1XCJ0yVVj/X35aHQRUIXoCo1RFWESK8hMs326EKEP+Nf/qZ9XO2W1RDZrkJjIaLTJCHSa4j07XIbTRAi+VhsQqTX8Zj6JC+hofDJUlilhqjqe1OESK8hKrssn4WoBlWvMpMJgsA6e3F5eTm1ZCO3sYxCBADw7t07pU87OzvOeh5TG6arzDAD2+dRNcuiKJTPUL8yrSwrphzTVWZyxtSrzKoIkX41mFyzAwDw888/C+n5/PkzvHv3TiwByOcr7ofvWecqM/3qNblvACxEVWiSEAGYP1/5aioA9VzTtz0kpu8hko/lv//7v6ekBOBbn/QlMfm49avMTFdwUa8yq/reFCEC+HaVmakd0+8ZC9GcQSFyXb20SJqUVdPhrJqNaWmr6bAQ0Vm27yFaJHzrDhosRHNEXlqTl9KaRFOyWgY4q2bDQvS4YSGiw0JEg4VoTmDdi/6Fg02jCVktC5xVs2EhetywENFhIaLBQsQocFZ0OCtm1rAQ0WEhosNCRIOFiFHgrOhwVsysYSGiw0JEh4WIBgsRo8BZ0eGsaODVHTzQl8NCRIeFiA4LEQ0WIkaBs6LDWdFgIaLDQkSHhYgOCxENFiJGgbOiw1nRYCGiw0JEh4WIDgsRDRYiRoGzosNZ0WAhosNCRIeFiA4LEQ0WIkaBs6LDWdFgIaLDQkSHhYgOCxENFiJGgbOiw1nReCxCZPteI8otOaiwENFZtBDhfe7kO7nXpe7tK6gsWohMd72vi+mWHQD2rKq8HwsRo8BZ0eGsaCyTEH38+BEODw+N20xChPcs6/f7cH19DZeXl/f6MkgWIjqLFiKAbwP9cDicun9XVUxChPfl6vf7cHV1BZeXl0ZporBoIQKYbVa2e5jJWZmkqQwWIkaBs6LDWdFYFiHSbxyrYxKiWX8bNgsRnSYI0awou+P7fSWiCUI0K0xCZJs1qgoLEaPAWdHhrGhQhSjLsqmlJ7zDvOnu8SgwURSR2nDdpR7bx/3k90FcQuR5Hvz000/3liIWIjplQuQ6FwC+C0e/34fRaAStVkucD/gZ4Gt6vR70ej1xd/vLy0uxD97lXf7si6JQ7vD+008/OT9XlxDN4twqE6LJZDK13HR+fj6Vg56VvATmyurVq1dKVrK0FEUBb9++VbJyfa4uIfI8D/7jP/6jthSxEDEKnBUdzooGRYhQLIIggNvbW6N8JEkCrVYLTk5OAAAgiiLwfX9KeGxt4M+4j769zgwRwPdaEhSsOI6hKIraWbEQ0XAJEQ7O8rmAwiHLLArH77//Dre3tzAcDsH3fTg/P1deY3puMBjA58+fjUtZcn1RFEWltUa22SDTuVVHjFxChO/9+vVruLm5KZWz//f//h/c3t7C1tYWrKysCHHSs5KfGwwG8OnTJ2tWWF8URVFprZFtNujw8BDa7bbIKoqiylmxEDEKnBUdzopGlSWz09NT+OWXX6DX603N1OjCMxwOjUtVtjZ0odFnneoKEQDA8fExrKysiNkIriF6eChLZmdnZ/DnP/8Z1tfXxblwdXUFAGCUpDRNhXTrAzoOvmmaQrvdhoODA/FZxXEs5AB/brVa0Ov1hGy5cC2P/fHHH8q59eLFiwepIaJmpeeA8uJ6zfv3741Z3d3dCSHq9XpCtsqysi2P/fHHH7C6ulo7KxYiRoGzosNZ0aDOEG1sbIDv+3B4eAhZlkG3251augrDEDqdDqRpOrVcVtbGQwoRwLep/8PDQzF44UxW1axYiGiUzRDhuRDHMVxcXIhzgSJEKDumQV6etdEfshxsbm5al+tMx+uqFyqKAv7yl7+Ic6vq1VplM0Sbm5tKVmtra2QhQtmxZYWzNmVZ2ZbrTMfrqhfCrFCMqmTFQsQocFZ0OCsaFCHSl8Ns8oGv+5d/+RdluYzSxkMLEYIDJgvRw+ISItdMj75kNosZIhtZlolaotevX1deMtOpe6m/S4goMz2znCGyMZlMlKxcskspoMYlNBYijcfar4eAs6LDWdGoIkQoI1h3oc8QycXPNlnCNnDwoM4QyUtyVCGS39PUZp2sWIhoUIQIJUQ+F/RZD72GqGxmRK8hwku+5f3kZaEsy2B1ddUpUC6ZeP36tTi39PehQhEilBCc1bFlJdcQVcnq06dP5KxcAmUSIrkPNzc3yvt8+fKFnBMLEaPAWdHhrGhQa4jevXunLDHs7OxMzQIBgJAl0wzMzz//bG2jTIhwfxw49S9XtM0QHR0dKTUeZcsjZVmxENEoqyHCz1I+F+Q6H/nKqZ2dHXHlFG6XX2P6EkDXl3HqV5npV6Hp2N7nt99+U86tH374oda5VVZDJGf1ww8/wJs3b4wF0/1+H968eaNkpV9lVvXLJfWrzPSr0ExZmWaIfvvtN6V+qGzpzQQLEaPAWdHhrGgsy/cQNQEWIjr3/R4i05LZY+W+30M0y+9EajIsRIwCZ0WHs6LBQkSHhYgOCxEdFiIaLESMAmdFh7OiwUJEh4WIDgsRHRYiGixEjAJnRYezosFCRIeFiM5junXHQ/OYbt3xkLAQMQqcFR3OigYLER0WIjosRHRYiGhMCRE/+MEPfvCDH/zgx1N98AwRAwCcVRU4Kxo8Q0Sn1WqBt+eBt29+3AFniPAMER2eIaLBS2aMAmdFh7OiwUJExyVELEMqLER0WIhosBAxCpwVHc6KBgsRHZsQsQxNw0JEh4WIBgsRo8BZ0eGsaLAQ0TEJEcuQGRYiOixENFiIGAXOig5nRYOFiI4uRCxDdliI6LAQ0WAhYhQ4KzqcFQ0WIjqyELEMuWEhosNCRIOFiFHgrOhwVjRYiOjw9xDRYSGiw0JEYy5ClOc5dDod6HQ6kOc5AHy7w+1gMFCeeyjmOXBhv/D7DKIoMm5z9dv1urrbqCxikM+yDPr9fq2+1M0jyzLwfV98ToPBAIqiqHTc88wqSRJxrL7vQ5ZlYpvrnDNhyrvKNrwzPJVFCVGWZbCxsaEcb5Zl4u7hvu8b7xyeJIk4ZttrTG0XRQHD4VB8DgcHB5X73DQhMvVT327LU96Gv2P6LTLK2nexCCHC4726uhLPpWkK7XZbZHB+fl65jaIoYGtrS5x38rmTZZlyF/cPHz5UPkfmKUSTyaT0eCeTCWxubioZuNp48eKFuGWIvA3zrtq+jbkKked5EAQBADxeIQqCQAyuWZZBr9cTg1cQBKL/8r9NbdheV3cblXkLkUmWAR4+qyRJauUjM6+s9PMoSRIlL9c5p2PLm7Kt2+1Cp9NZCiEyHS8+d3JyAgAAcRxP9SfLMlhfXxcDe5Ik0O12ldfYsgjDUAz6ejtUmiZEYRhaP3M5z7u7O4jjWMkqTVMIw9DZH1f7ZcxbiPB+Xp1ORwy0+uecpil0u13nQByG4dRr8Ny5ubmBLMvg+fPncH5+Lt4TM07TFFZXV0ulS2deQoTHixIkHy+eB6YcdfDc0T9fvf3Dw0Podrvw5csX5XXj8dj4fBlzFyL86/YxClGe59Dv942Dkb7N9pe463V1t1VhnkIURRF4ngej0Ug51ofOCuCbRJTNpJSxqCUzuW+uc07HlnfVbU0XoiiKoNVqTR2vPhuR5zlsbGw4pUV/TRzHxrYpbVFokhClaQrr6+vWz7wszzAMIYoia3/K2i9jnkKEn/v29jb0+33rQJ7nOWxublrPA7nP2IZrnzRNYTgcitkRnElCQaIyLyEqO944jqHdbpfmOB6PjTOs+swPZicLV5qm8Pz5c2f7NuYuRDhL9BiFqMpShG0gc72u7rYqzHOQPz09FbMa8rE/dFZFUcD29nblbHQWJURRFCkzQlTxteVddVvThUg+XnnAxiWtJEkA4NvsT9mdzuM4Vl5ja/s+Sz8yTRGioihgd3cX0jS19gvzlGcvhsMh3N7eQlEUMBqNrGJAab+MeQrR2dmZ8rnbBto4jhUhkNH7LM8yudqU0WeMqCyqhkif0Tk7OxMzqLYlraIo4NWrV8alMF2wTAL29u1bSNO0+UtmuGzh+z6cnp4+OiHC/2D39/eF/OF/vixEduYtRPjvXq9nrMmhMu+ssO5JPl7XOacx1YgAACAASURBVOdq56nWEMl1Pi4ZwvoXag1RkiQwHA5hf39f9BeX5qrQFCGK4xiiKCoVPVueOFsk/47JOVLbd9GUGiJ8fnV11VlDhH2+uLhQ2sBBfW9vT5w7tjohl3C5WJQQ2Y7XVeODsz7yuSPLkVxvJdcWAQAcHh6KjJdCiPA/9ZcvXz5KIZKLWpMkEYMXC5GdeQuRXmeT5zkMh8NGLy/KyDVErnPOxlMVIqx5wWUcUw2RjqmGyNQ2FmLjNH+SJLCysrKUNUR5nsPu7q74S94mLJgn9lmuIdJra/I8h62tLbi+via3X0aThAix1RCZ+iwLUbvdFjmmaQorKytTYoX5Vh3kARYjRK7jdQnRZDIRNVR3d3eQ5zn8+OOPcHV1JWacDg4O4OvXr0oNUZ7n8PbtW7i5uVmOomq5wBX/mn1sQiRfrYTLgkmSsBA5mLcQ6SxTVgDq8brOORuPSYiwXgiX4uX3KFvWqlNDZGsbZ4hwhkReTqrCIoQI62M8z4PXr19DEARiScIlLFXylLeFYUhqv4yHEiI9D9M5VbWGyNRnfYbIVScUx7FRkqjMW4jk4zWdz1WERa4T0pfa5G1yxkslRDhL9NiESB9M5MHpoQuFqe2X0QQheuisdJZZiFznnI3HJEQu5ilEtnqlZRAiGZz1wT9Y5Ydet1JHiHAGhdJ+GU2cITIJEc5qmPr84cOHqTZNhch1Z4aQeQoR5XhnLURJkjgzpp5XCxEigO+zRI9JiADUq5dMl0fzZffTmAbhh8xK/1yyLIPt7e3Gfg9R2fG6zjkTT1WIUFJcS2b6ElmWZTAajUjfnyNfVWVbaitj0UKk45rBMeWJfb5PjlSaIET6Epmtn642ANRzR24zy75fgn8f5iVE+nKX63U2IUrTFNbW1sS2yWQCr169gpubGyGLpiUzavsuFiZEOEv02IRI/5I8+S91zKFMBF2vq7uNSlOE6KGzwkvJlyUr1/G6zjkTT1WI8LmyL2aUl0xsNUZlBdvLXlSNlAmLK8+6OVJpghABTPezbBA2taF/MSPOaozHY/Fc3VkPgPkJEfV4y4QFL883Zbr0X8y4aB5rvx4CzooOZ0WDb91Bp2lC1GT41h10+NYdNFiIGAXOig5nRYOFiA4LER0WIjosRDRYiBgFzooOZ0WDhYgOCxEdFiI6LEQ0WIgYBc6KDmdFg4WIDgsRHRYiOixENFiIGAXOig5nRYOFiA4LER0WIjosRDRYiBgFzooOZ0WDhYgOCxEdFiI6LEQ0WIgYBc6KDmdFg4WIDgsRHRYiOixENFiIGAXOig5nRYOFiA4LER0WIjosRDRYiBgFzooOZ0WDhYgOCxEdFiI6LEQ0WIgYBc6KDmdFg4WITqvVAm/PA2/f/LgDzhBhIaLDQkSDhYhR4KzocFY0WIjouISIZUiFhYgOCxENFiJGgbOiw1nRYCGiYxMilqFpWIjosBDRYCFiFDgrOpwVDRYiOiYhYhkyw0JEh4WIBgsRo8BZ0eGsaLAQ0dGFiGXIDgsRHRYiGixEjAJnRYezosFCREcWIpYhNyxEdFiIaLAQMQqcFR3OigYLER2+7J4OCxEdFiIaMxGiPM+h0+lAp9OBPM8BAKAoChgMBspzVQmC4F77I/McuLDfnueB53kQRZFxm6tfddugtu+iKYN8lmXg+z54ngeDwQCKoih9nf5aVx5Jkoh9fN+HLMsqH+M8s3Idr+t8MZFlGfT7feP5Qdl2fX1d6dgXJURZlsHGxobxeF3bcPvKyoo4p25vb6ee930fLi4uxD5FUcBwOBSfw8HBQeU+N0WIkiQRn5veTxlbTmmaiv3lh55J2efgYhFChMd7dXVVaRvAt/Nja2sLWq0WdDodchtZlsHq6qrI8MWLF3Bzc1PpuBchRJPJBDY3N5W+pGkK7XZbnFfn5+fG8931uslkYs1D3lYnp5kKked5EAQBANxPiC4vL2FnZ+deA7vMPAeuIAjEoJxlGfR6PTF4BUEg8pH/Pas2qO27aIIQ4fmEA3sURda+JEnizNGUh55pkiS1zrN5ZVV2vK7zRcf0xwt1W7fbhU6nsxRCVHa8YRhat+G+OHjHcQxBEMD19TV0u104OTkBAIA4jqHb7Yo2wjAUUpBlGayvr1tFwkYThEg/9jRNlX4itpxsA5zexn3OKYD5C1Ge57C2tmaUGdc2JAxDkY/877I20jSFMAzv1dd5C5GpL5PJBJ4/fy7kJk1TWFtbm8qr7HW2PPI8h2fPnsHBwQF8/foVDg8PK+c2cyHCv17rChG25fs++L6/VEKU5zn0+33jYKRvs/0lXrcNavtlNEGI9GN3ZRIEgXFGpEoervZdLCor+XirHHsUReB5HoxGo6ksqmxruhBFUQStVst6vEmSwPr6urUv+qxFnuewsbEBR0dHxucvLi6Uf9+HJgiRjq1vtpz016H4nJyciL7FcQytVgu2t7drnVMA8xUi/XjlQdy1DcnzHDY3N0U2+kyQq43xeAxRFN3rvJinEMVxDO1225kHwPdMbLNEtteNx2MhPTL6jBS1fZmZCxHOEpUJkW17nucwGo0gy7J7L7kh8/xLnroUYRvI6rZRRSJcLJMQFUUB29vbxj5WySOKIueynI1FZSUfbxXxPT09te5TZVvThUg+Xn05pigK2N3dhY8fP5KX03Cg//vf/w7D4VDMECVJAsPhUMwI1V36kWmiEMVxrCyHIVQhiuNY5IS4PiMq8xSis7Mz5XjlQd61DdG36YJka6MoCnj16tW9RXueQnR2diZ+J/QlMxk8L8qWteTXYR4myWmcEOGyhO/7cHp6WkuIqNurMK+BK0kSGAwGsL+/L+QwSRIAoA/Qddt4TEKE5xP2G2co8Gf5df1+H3q93lRtDSUPrD9ahhoiAPPxus4XVztPtYYojmOIosg5EMszGrhPq9WCk5MTpU5IlgSUo/39fdFf3L8KTRIirA+y1RDpMz9yTtgHzEt+Tn+PZRAipG4NUZkQlb1O/j/u/Py88nE3pYYIn19dXXXWENleJ+fRarWmtj179gw+fPgAd3d3cHh4CO12W/xMYeZChP9pv3z50ig0OLiZHqbi4WUTIrkfSZKIwauKENVp4zEJEYBaLL2/vw+DwWBqoNfrZfI8h+FwCHmeV8qj6TVEOvLxus4XG09ViPI8h93dXdKMjlwsvLe3B4PBAI6OjqZqZrAuBouQcVuSJLCysrKUNUQ6thoiAHNOsvxQcmYhsr8uyzJRT4P7/fjjj9ZZFxtNEiLEVkPkep2cB0qQnIdcVP3rr7/CcDhcrBABfKvrQMl5ijNE+lVOSZJUniGq2sZjEyIZal/q5rFsWcnH6zpfbDxVIQrDUJltpQ7ElBoiefkMQJ0ZqUIThYhaH2V6navQGoCFqEyIdGz7ldFEIapbQzSLbTYeRIjkv+6fkhDpg4k8OFGLfOu28ZiKqnWofXEVGz/WomrX+WLjKQoRLu+YZqbLpAXbSdPUKkT6wP4UhcgkN2EYOguCn4oQlRVVU9owtUPlKQpR2fubeBAhAvg+S1RXaJZRiADUq55Ml0dTL7uv08ZjuuxeFhRbX/RssiyD7e1tMVtiy6NsPyrznHks66ftfDHxFIWoyjZdAPAS6dvbWxgOh2KAN112j9uSJLEuM7loghDpx55lGYxGo6mialtO1PohbPspCBFA+WX3pjZwuVJeQhuNRkv5PUT6EtlkMjH2xfS6V69ewc3Njdj25cuXqW26HI3HYwiCYHGX3cuDFs4SPTUh0r8kT/5LHXMqE8W6bVDbd9EEIQJQv4jQdQWYXJNWJQ/XflTmmZXreF3niwkWovKBWP5iwrpfzLjMRdVYII3nmy0n+QsY9SvRKDNLT0mI8vzbd/NgptQ29M+iav0QQDOECOD7JfllfXG9Tt+GcgSgfqHjwr6Ysek81n49BJwVHc6KBt+6g05ThGgZ4Ft30OFbd9BgIWIUOCs6nBUNFiI6LER0WIjosBDRYCFiFDgrOpwVDRYiOixEdFiI6LAQ0WAhYhQ4KzqcFQ0WIjosRHRYiOiwENFgIWIUOCs6nBUNFiI6LER0WIjosBDRYCFiFDgrOpwVDRYiOixEdFiI6LAQ0WAhYhQ4KzqcFQ0WIjosRHRYiOiwENFgIWIUOCs6nBUNFiI6LER0WIjosBDRYCFiFDgrOpwVDRYiOixEdFiI6LAQ0WAhYhQ4KzqcFQ0WIjqtVgu8PQ+8ffPjDjhDhIWIDgsRDRYiRoGzosNZ0WAhouMSIpYhFRYiOixENFiIGAXOig5nRYOFiI5NiFiGpmEhosNCRIOFiFHgrOhwVjRYiOiYhIhlyAwLER0WIhosRIwCZ0WHs6LBQkRHFyKWITssRHRYiGiwEDEKnBUdzooGCxEdWYhYhtywENFhIaLBQsQocFZ0OCsaLER0+LJ7OixEdFiIaMxEiPI8h06nA51OB/I8BwCAoihgMBgoz1EoigLevXsHvu+D53nQ7/chy7Jax4XMc+DCfnueB57nQRRFU6/Jsgz6/b41lyzLRP89z4MkSYzt69lS3ruMpgzycga+71vPAfl1g8EAiqKovE3PmMo8s0qSRByrnkfVz911/lG2XV9fVzr2RQlRlmWwsbGhHG9RFDAcDkVWBwcHzuPS25D373Q6SttZlsHKyopo++TkpPIxN02ITBnq2/U+4/Hbsk7TVJwT8qPss9BZhBBhHldXV5W24fbV1VXxO3x+fi62pWkK7XbbuE3ez/M8ePHiBdzc3FQ67kUI0WQygc3NTSUPUz9Nn3lRFLC1tSXOk/fv3yvnlb4Nz4PJZCKyqpPTTIXI8zwIgkAcdB0hOj4+Bs/z4OjoCAAAgiBwDogU5jlwBUEgBt8sy6DX6ynHbpJHGdyOA3SSJEr/gyAQGcv/prw3hSYIkZ5BFEXGvPB1KABRFIk8KNtsGVOZV1b6Z5kkiZJHlc/ddf6Vbet2u1MSQGERQmQ73jAMYTAYwO3tLWRZBuvr63BxcUFuIwxDCIIA7u7ulH/ja1GCkiSBlZUVa9s2miZEYRhaP3O5zyg6cp+pWadpCt1ut/J5NW8hyvMc1tbWoNPpTEmPa5u8HbOK4xi63S5cXV1BlmXw/PlzIUGYB7aTpimEYXivvs5biEx5TCYT0U88X9bW1ox5jcdjGAwGcHNzo+Rzd3dn3ZbnOTx79gwODg7g69evcHh4WDm3mQsRDix1hUgH/zKu8xc8Mq+BK89z54xWFEXgeR6MRiPrX+FJkiizGZhjkiRT7ct/zZe9N5UmCJE+S2Hrm+t1rm2ujKuwqKzkvlT53F3nX5VtTReiKIqg1WpNHW+e57CxsUGSlDiOp9rQ95dnT5IkgeFwCLe3twDwfXak6ixRk4QoTVNYX1+3fuZpmlr7TM1al6oqzFOI8HzY3t6Gfr+vDOKubYg+e5TnOWxubhrz0beNx2OIouhe58U8hSiOY2i32848AL73U58lsj1ftk2fkXK91sbMhQhnicqEiCpMQRAsjRCVLYWdnp6Kv+Jdr5ORZzOqCEBdmiBEuqDoAoPUFSIdfcaIyqKyiqJImRGifu6u86/KtqYLkXy88nJP2fJPWRv6/q5BX58xotIUISqKAnZ3dyFNU3Jmcp+pWcdxrEhVFeYpRGdnZ8r5IA/yrm0ILvPIs2nD4dC4pIOZ3NzcQFEU8OrVq8ozjTrzFKKzszMxK6gvmcnI/ZQxLbXV2bZwIcIlHN/34fT09N5ChLNDy7JkhgP3/v6+szalyiDmGvxMsx5l711GE4QIQK2LMckQgHlpDfvt2qYjZ1yFeWeFdU/y70Odz/2p1hDJWeExlQlLXSGK41gsF1WhKUIUxzFEUVRJIuU+44yZnrXcN3lGqU6fl62GSK59MdW3YK2QXEOEg3qv1zPWF1FpSg0RPi/3U//sURb39vZEvdGHDx8UkTRtwyUz/Pnw8BDa7bb4mcLMhQj/03758qVReHBgMj3kYlC56FWuk6nDPIVI7oetNoUqRHrtTJkQUd67jCYIkan+xybO8nmyv7+vzCy5tiGutstYVFZyDVGdz/0pC1Gr1RLFu5Q6nzpChPUhVXMCaIYQ5XkOu7u74q986kyP3GcsnJYLqfWsq8iWiWUSIqypwTzkGiIduYZIry/K8xx+/PFHq3TZaJIQIbYaIiy8xkLqNE1hdXUVzs/PIUkSse3r16/Ktru7O6Wo+tdff4XhcLhYIQL4vsxluhIKcc0QyQPZfWuQAOY/Q1RWm0IRoiiKpga2x1wXI1NluUumbFlM32bKuApNqCGq87k/ZSGSZ21whqIsqypCFMdxrWJqpAlCFIahmLWhSIupz676IuxfHMeiKL0OyyRE96khom5z0UQhsi1p6cuJ8nIjzjyatlWpN7LxIEJEERqbEMlLJfddKkMWVUNUV4hcV1XZiqqp713GMgtRlYH+PjNDSBOEqM7n/lSFSP+5qhC5iqoB7jczhCxaiLAOyDSDbxp0bH22ZS23EYbhvYqFWYjoLJMQ6fvJ0qPXJbmEqOz9TTyIEAF8nyWqOujI37dyn0JqmXlfdi8vX9hmwFyDjuuy6bLL7sveu4wmCBEO6mVLZrooyXm4tpVlTGWeM4/60un29raYFar6uT9VIQJQB+EkSUoFRm/Ddtl9lrkv4aeyaCHScc0QlfVZzlq/tP6+9UMAyyVEOHCblszwPMT9siyD0WgENzc3U5fgy9uq0AQh0pfIJpOJtS/j8VhZbpX3w224ZLa2tgZfvnyZEqzxeAxBECzusnt5cMZZoqqDsrzcZqsvqso8B3n9S/KqFlXb+o/tyFf0lX0x4zIXVcuzjK6ZQlmg9cJo27ayjKnMMyu59u6+n/tTFiL9ywKrFFUDqDMo+vcT2WZVqrBMQhSGofELFlFyTFlj36p8BYKNZRIi3G77Yka8dB/PK9Nl/aZtVJogRADfL8kv64v+5YtyHZBrm/zFjwv7Ysam81j79RBwVnQ4Kxp86w46TROiJsO37qDDt+6gwULEKHBWdDgrGixEdFiI6LAQ0WEhosFCxChwVnQ4KxosRHRYiOiwENFhIaLBQsQocFZ0OCsaLER0WIjosBDRYSGiwULEKHBWdDgrGixEdFiI6LAQ0WEhosFCxChwVnQ4KxosRHRYiOiwENFhIaLBQsQocFZ0OCsaLER0WIjosBDRYSGiwULEKHBWdDgrGixEdFiI6LAQ0WEhojElRPzgBz/4wQ9+8IMfT/XBM0QMAHBWVeCsaPAMEZ1WqwXengfevvlxB5whwjNEdHiGiAYvmTEKnBUdzooGCxEdlxCxDKmwENFhIaLBQsQocFZ0OCsaLER0bELEMjQNCxEdFiIaLESMAmdFh7OiwUJExyRELENmWIjosBDRYCFiFDgrOpwVDRYiOroQsQzZYSGiw0JEg4WIUeCs6HBWNFiI6MhCxDLkhoWIDgsRDRYiRoGzosNZ0WAhosPfQ0SHhYgOCxGNmQhRnufQ6XSg0+lAnucAAFAUBQwGA+U5KkdHR+D7PnieB/1+Hy4vL2sdFzLPgQv7jd9nEEXR1GuyLIN+v2/NJcsy0X/f9yHLMlIblP3KaMogX7Uveh5Jkhi/XwI/D7l9z/NgMBhAURSVjnGeWcn90fOgnHMyrvOPsu36+rrSsS9KiLIsg42NDXG8SZKIY5EfBwcHU8eWZRmsrKyI15ycnEy14fs+XFxclO5ThaYJkZ6habvc58FgALe3twDw7bwcDodTOadpSv4cXCxCiDCPq6sr5bnV1VXRjw8fPhj7URQFbG1tib7L/a27jcoihGgymcDm5qaSVZqm0G63xe/P+fm5sS+TyURk+uLFC7i5uTFu09uQt7k+CxszFSLP8yAIAgCoL0Q4UAVBINqtM1jJzHPgCoJAHG+WZdDr9ZTByySPMrg9SRIAAIiiaOq1pjYo+1FoghDV6UsQBM7XJEmibE+SRJyrdZlXVvp5pPel7JyTcZ1/Zdu63S50Op2lECLK8SZJAt1ud2o77itL0MrKChwdHcH6+rqQIHl/2z6yMFFomhCFYejMME1TCMPQeMxhGApByrJMyU5vw/Q5lDFvIcrzHNbW1qDT6YhBHp87OTkRsreysgLn5+dT+2MeNzc3kGUZPH/+XLzOtW08Hlu3UZm3EJmymkwm4tgxq7W1NUWY5H1R/OI4hjAM4evXr2Ibis7h4SF0u1348uUL5HkOz549E9vSNIXV1VX4xz/+Qf6dmrkQ4V+v95khQmbRBsD8Bq48z6Hf71sHoyiKwPM8GI1G5L/Q9TZtbZTtR6UJQlS1L0mSQK/Xs2aqCxbAN4kom0kpY1FZyXlU+Zxd51+VbU0XoiiKoNVqOY9XFxiZJEmMMx36a/M8h42NDbi4uIAkSWA4HJbuU0aThChNU1hfX3d+5mEYQhRFU8csZ+NC/hyq9nueQhTHMbRaLdje3oZ+vy8G8TRNYTgcihkMnM3R+5PnOWxubhrzqLutCvMUojiOod1uT2Wlg33TZ4n0mSX5dVmWWbfh76D+WVSZJZq5EOEsUZnMUGTn8vISOp3OUv0l71oKOz09FX/F216HueDgjf854wyZrY2y/ag0QYiq9KUoCtjZ2YGPHz9aM42iSNm/KArY3t6utaQos6is5P6UnXMyrvOvyramC5F8vLblnjiOFelxYZMnVxsu4XLRFCEqigJ2d3chTVNrhkVRwGg0Mg7WZUttSBzHikhWYZ5CdHZ2ppxTrkFenjFCXPvV3VaFeQrR2dmZmBXUl8xk8LOXl8MA3EKkC6cupDL6jBGFmQpREAQQBAH4vg+np6f3EiJsc5lqiHDg3t/fF3Ioz0ogZYOYXBNiEwFTG5T9ymiCEAHQ+xJFEURRZM1UlyuA7zMsvV5vqeqtcDlZPl7qOae38xRriBCcvSnLCdHFB+tm9Boi1z5UmiJEcRyL3yub2OAskPx7hHngQLW/vy8+f10S5Fm0On1uSg2RjG2Qxzz29vZEHvLSTp1tVWhKDRE+v7q6aq0h0pfFcMYJf5ZrqvT6IpnDw0OrLNmYuRDhf9ovX740Cg9Ov7sKXmVQsO7z1/w8hUjuR5IkxmN3DTqYJbZhq58xLStR9iujCUJE7Uue57Czs+OcKbEVn8t1Nnmew3A4XJqs5Boi6jkn89SFiDp7AfBtgLPVt9hqkFz7lNEEIcrzHHZ3d8Vf+bas9LqgPM9ha2sLrq+vRfG5XEit11RV+RxMNE2I8HM3bcNiYj0PXOqpsm11dbXxNUQAdiFCbDVEuC8WR//6669CnK+vr0V90devX5UaIhnb82XMXIgAvkkMSs59lswApiWjDvOeIZKXZvTZCYBqA5KtRkR/3VOsIQqCQGRryzSKotIl12XLSj5e6jkn89SFKI5jCIKg9HjiOHYWRpvqZMr2KaMJQhSGoZi1qSIt1Joq7B/1c7DRJCHCz90mKq5aI1vtS9m2Krk1UYhsNUSu17lqiLCNw8PDysXUyIMIkXxJ86yEiDq9bWJRNUQsRPWg9EWvW5MfVYunly0r+Xip55zMUxciWyGwDGWWRxei+8wMIYsWIqx9Mv1elQ3Cch569iYhonwOLpoiRK6ZIdt+stjU3fZUhEhup0yI6s4MIQ8iRADfZ4mqLtscHx+LGaGiKEovp6Yw78vu5eULynKXDA5oVZfMqPuV0QQhqtMXV02VLgf655JlGWxvbze2AL3seCnnnMxTFiJK/ZDtEnF9iSzLMhiNRqWXlVdh0UKk45oh0i+Xl/MAUIVHf+1964cAmiFEVT53Ux7YjmvbeDy2bqPSBCHSl8gmkwmMRqOpGh9dcsbjMQRBAF+/fhVCaFoyk7+SoO459WBChLNEVQfloihgf3//0XwxY52ianmGjb+Ysd4XMwK4Z37kWra6wj3PrFzHSznnZJ6yEFEuBw/D0DpDgpf04+eAbbv2qcIyCRHA98vR9TwApr+YUZYf6mX5LpogRGEYGr9k0lT4rH/BovyautuoNEGIAL5fko/ni6u+CF9H/WLG8XhM/ixs8K07GAXOig5nRYNv3UGnaULUZPjWHXT41h00WIgYBc6KDmdFg4WIDgsRHRYiOixENFiIGAXOig5nRYOFiA4LER0WIjosRDRYiBgFzooOZ0WDhYgOCxEdFiI6LEQ0WIgYBc6KDmdFg4WIDgsRHRYiOixENFiIGAXOig5nRYOFiA4LER0WIjosRDRYiBgFzooOZ0WDhYgOCxEdFiI6LEQ0WIgYBc6KDmdFg4WIDgsRHRYiOixENFiIGAXOig5nRYOFiA4LER0WIjosRDRYiBgFzooOZ0WDhYhOq9UCb88Db9/8uAPOEGEhosNCRIOFiFHgrOhwVjRYiOi4hIhlSIWFiA4LEQ0WIkaBs6LDWdFgIaJjEyKWoWlYiOiwENFgIWIUOCs6nBUNFiI6JiFiGTLDQkSHhYgGCxGjwFnR4axosBDR0YWIZcgOCxEdFiIaLESMAmdFh7OiwUJERxYiliE3LER0WIhosBAxCpwVHc6KBgsRHb7sng4LER0WIhozEaI8z6HT6UCn04E8zwEAoCgKGAwGynNVSZIEPM+DIAhq7Y/Mc+DCfnueB57nQRRFYluWZeD7vtiWJImzrSzLoN/vK/lhJp7nge/7kGUZ6b2pNGGQl/soP0z9kTMdDAZQFIXxNXqOlP3KmGdWs/zcTXlU2XZ9fV3p2BclRFmWwcbGhnK8WZbBysqKyPHi4sK4b5Ik4rjxdfJz8uPg4ADu7u6gKAoYDodTz1ehaUJkylDfbsozTVNyVp1Op/I5BbAYIcI8rq6uxHNpmkK73RYZnJ+fW/ddXV0VWbx48QJubm4A4Nvv8NbWFrRaLeh0Okr78ra659UihGgymcDm5qbSF8o23C5n9eHDB9FneZucofw5yI/379+Tz5OZCpEsL/cVIvk/+WUSoiAIxACbZRn0ej3IskxkhBKUJMnUwGZqS85Pbg/bkLfb3rsKTRAiHb2fCGaKAhBFkfFc0XOk7lfGvLKaifwFkwAAIABJREFU5edu+uOFuq3b7dYavBYhRKbjxedOTk4AACCOY2N/siyD9fV1MbgnSQLdbnfqdfrzYRjCYDCA29vbqTaoNE2IwjC0fuZynnd3dxDHsTEngG+DlZ5VEARwd3en/LsK8xaiPM9hbW1NERb9c8Z+mgb6NE0hDENjP015YN/G4zEMBgO4ubmBLMvg+fPnVumyMW8hMmUlMx6PrTnhvihBaZrC6uoqnJ+fi20HBwfw9etXODw8hDAMjedBmqawtrYGX758IR/3zIUIB/n7CpH8F/GyCFGe59Dv942DUZIkykwE5mObJUqSBHq9nvWvdf39XO9dhaYJkS6SMvpshikDU46U/SgsKqu6n3sUReB5HoxGo6nzqsq2pgtRFEXQarWmjlef7cjzHDY2NkqlxfQ6Xa6obZXRJCFK0xTW19etnzk1T12c9NeVzULZmKcQxXEMrVYLtre3od/vW2c28jyHzc1N43kQhiFEUTT1+er7yLNQrvaqME8hiuMY2u22Nas0TeH58+fWHNM0heFwODV7dnJyAlmWKTNLmM/5+bmSa57n8OzZM2VmicLMhQgFpkyIXNtxW6/XA9/3l0aIXMsNOq6BvigK2NnZgY8fPzrbi6JImRmgvreLpgmR3EedMrGx5bjsQlT3cz89PbXuU2Vb04VIPl55oMVlGnmWFmd0XMRxPPU6/bm6g7pOU4SoKArY3d2FNE2t/cI8UXRwINPzjONYeb6umOrMU4jOzs6Uc8omRNhXHMyRoihgNBoZ+6i3KUtQ2ftRmacQnZ2diVlSfVmsKAp4+/YtpGnqXDKTkWeMqEJ0eHho/BzKmKkQBUEAQRCA7/twenpaW4hwOem3335bKiHC/2D39/dL64RcA30URRBFkXWww/oXecmtynu7aJIQlc2i6VKJMxnyz6Ycy/ajMu+sZvW5P+UaIrl2pUyGsD5GrzWSRQBJkgSGwyHs7++L/srbqTRFiOI4Fr87LtEry1OXJoDlFCLEJihYH2SrIcKBu9frTdUauYQIz6u9vT1xXlWd9QBoTg0RnlcXFxdkIZIlU19OOzw8hHa7rWSCM0p1cpq5EOF/2i9fvjQKDw4+tqJZub4D21omIZKLWm11QlEUWUUxz3PY2dkh/fUv15JQ37uMJgkRZfZDLo7e398XAlWWo22/Kiwqq/t+7k9ViHDpBpctbDVEOnqtkEkSsOAaC16TJIGVlZWlrCHK8xx2d3fFX/k2IcI8sc+mGiJbYftjEyLEVkOk1/7keQ4//vgjXF1dlQpRu90WGcv1NFVoghDleQ5v374VtVAUIcJzSn6dXFT966+/Tgl3WcG2i5kLEcC3Ik+UnKozRLIsLKMQldUJRVHkHLCCIBCvLxMCeamnao2SjSYJUdViZzmPujlWoQk1RHU+96cqRLOqIYrjeKoIGP+SxxkS0ywShSYIURiGYoBxCRElT1NWj1mIqDU/rmUx0wyRqZ6mynnSBCEaj8fiuCnSEsexkD9bX01LZq5C6zIeRIjkv76rCJF++bD8uI8ULaqGSB+cXDNDANO1WPLDNMDJA2PZe1NpkhAFQVDpqwMwgyzLKuVYt/6qCUJU53NnIbqfEJmKY231SssmRDjrY/rd0QdhSp6mrJaxqBp5CCFyFVXr77esQoRLXabzyrS0ZZoZKnsPZDwei6vQqvIgQgTwfZboPt9DtGwzRADqIC4vbdS5DF4fnPTLrbMsg+3tbTE7YHvvKjRFiCgDuz6zgzVsOmVF1Lb9ypjnzOMsP/enKkQoKWVLZqYlstFoBLe3t07RkQd/26X6ZSxaiHRcsmLKU+6zqX4IWcbL7gGmhUhfIpPPFZmy15Vddo8Zuy7rd7FoIaq6DZcXbVfk4bbxeKxkdZ/6IYAHFCKUmacmRPosFw7o8jJi2YwFYhqc5BosPVvbe1ehKUJEXcaSv56hyhczUvYrY55ZzfJzf6pChM9RvpgRL7PGvCmzSvoXMy5zUTVSNnvjytOVlTwTtexfzKifK64r0Gyvk2dQyr6YcZmLqinbxuOx8Us95e8lwi9glL+YEcB+1RkVvnUHo8BZ0eGsaPCtO+g0TYiaDN+6gw7fuoMGCxGjwFnR4axosBDRYSGiw0JEh4WIBgsRo8BZ0eGsaLAQ0WEhosNCRIeFiAYLEaPAWdHhrGiwENFhIaLDQkSHhYgGCxGjwFnR4axosBDRYSGiw0JEh4WIBgsRo8BZ0eGsaLAQ0WEhosNCRIeFiAYLEaPAWdHhrGiwENFhIaLDQkSHhYgGCxGjwFnR4axosBDRYSGiw0JEh4WIBgsRo8BZ0eGsaLAQ0WEhosNCRIeFiAYLEaPAWdHhrGiwENFptVrg7Xng7Zsfd8AZIixEdFiIaLAQMQqcFR3OigYLER2XELEMqbAQ0WEhosFCxChwVnQ4KxosRHRsQsQyNA0LER0WIhosRIwCZ0WHs6LBQkTHJEQsQ2ZYiOiwENFgIWIUOCs6nBUNFiI6uhCxDNlhIaLDQkSDhYhR4KzocFY0WIjoyELEMuSGhYgOCxENFiJGgbOiw1nRYCGiw5fd02EhosNCRGMmQpTnOXQ6Heh0OpDnOQAAFEUBg8FAeY5KkiTgeZ54+L4PWZbVOjaA+Q5c2G889iiKxDa5X64+yW3o+bnaR7Isg36/Xzl3gGYM8vrn7+or4uqzaRslxzLmmZXr3Knal6pZ6duur68rHfuihCjLMtjY2FCON8syWFlZAc/zYDAYwO3trXVffJ382iRJRH9834eLiwvS+1JpihDZ+u96vdznNE1FTvLj4OAA7u7uoCgKGA6HU89XYRFChP28urqqtA3gWybtdlucO+fn58q+q6urIo8XL17Azc2Nso8pRyqLEKLJZAKbm5vGPFzbAL79n7a1tSXOoffv30/19z7t25ipEHmeB0EQiA7VFaIoiu4tQTLzHLiCIIDBYABFUUCWZdDr9SDLMuXfAN8GOFs2QRCIHOV/u9pHTHJahSYIkY4rKyQIAuNrbHmU5UhhXlmVnTtV+uI6P8q2dbtd6HQ6SyFEpuPF56Iogru7O4jjGIIgMB5XkiRT27Isg/X1dSFBSZJAt9udyiMMw1o5ATRHiJIkgTAMScdCOTfSNFWyCsNQSJaeK5V5C1Ge57C2tgadTsc40IZhCN1u1ypLz58/FxKEeeBr0zQl5a3vR2XeQlSW1Xg8dvZjPB7DYDCAm5sbJTvMJ89zePbsGXQ6Hfjy5Yu1fdM2FzMXIhSZukJ0H5GyMa+BK89z6Pf7pIHV9lr9efkv9rL2oygCz/NgNBot9QyRDJ5bSZJYX5MkCfR6vak+2/Ko8jm5WFRW8vFX6Yvr/KiyrelCFEURtFqtqePVZzHyPIeNjQ3jQByGoRAnG6b9kySB9fX1WjkBNEeIKP0HAIjjGFqtFmxvb1v7jMJ0cnICd3d3ztyrME8h0vupD+RpmorPnSIreZ7D5uamyIB6vq2trYkcqzBPIYrjGNrttjOr58+fW7PCbGQBmmX7LmYuRDhLVCY2tu16W77vw/Hxca3jQub5lzxVRKIoEn/Vu9qQB7yy9k9PT8UswWMRIltOSFEUsLOzAx8/fpzqsy2P++Qjs6is5Eyq9MV1flTZ1nQhko9XFiCqEBVFAaPRqHTAjuNYWUoqigJ2d3fh48ePS71kRu0/gD1rmTiOYTgcipzus6QoM08hOjs7U/opD7T4uadp6lwyk8FMbm5uKp1vuE9V5ilEZ2dnYuZPX7YqigLevn0LaZrWXu66b/suZipEuLzj+z6cnp7WEqIsy8D3fXj37h0URSHaW4YaoiRJYDAYwP7+vhA6fWYD+2frk0uIKO2b2qhCk4QIzxHX7FAURRBFUaW6GGqOZcw7K9O5U6cvT7WGSJ6pAPj+Vz/+jKAo9Xo9Y60Q1tfoz8dxLM7FZRaisv6bsPUZa4XkWY00TWE4HML+/r44N+rMejSlhgg/94uLi1IhwlohuYYIZ0TkvOX6IoDvNTV1cgJoTg2RnJVNWPD82NvbE/VTHz58INUQHR4elrbvYuZChP9pv3z50ig8OP1OLZrFYtI6Ra/IPIVIPtYkSaziY6uLKRMiSvuPRYjK+pHnOezs7JTOlJiEiPo5uVhUVvK5U6cvT1WI8DksFt7b2zMKt17Tkuc5bG1tTfVbriHK8xx2d3fFX67LLETU/uv7mPpseh4LrrEwOE1TWFlZaXwNEcC0EJk+d8ogLNcC6fVFeZ7Djz/+qLRTpW0TTRCiPM/h7du3oi7IJUTtdlsUUqdpCqurq1NLaK72G1FULRcCo+RUnSHSWTYhkpd3XDMcttoPygxRWfuPRYiiKFIKynWCIBB9rzNDRPmcXDShhqhOX56yEMlQa1lsr5OfD8NQOReXWYh0KDnZ+mwqXMcZAHmpUZ9FotAEIQrDUBx3FWnRa4jKtmGOdfvbBCEaj8ciK5ew4PmBS4O22bG67bt4ECHCWaKnJkT6YFJHiFxF1dT2H4sQBUFg/dz1WjP5UZZHlc/JRROEqE5fWIho25EyIcK/9k3nor4cV8ZjEyJTsbD+2mUVIixyNn3upiUemapCNB6PSUXuNhYtRFWy0mWGIkR41Vmdz0LmQYQI4PssUdWrxWQBwhqi+15xNu/L7uXlC3lpQ+5HlmWwvb1tLBYuu+ze1L7MYxCiqpJSdZCn5FjGPGceXedO1b48VSHSB/YwDI2X3euX02dZBqPRCI6Pj43P69/Ps+wzRLb+V/keIgC36MiipF+ST2XRQlRlm365vJypbVvZDEkVFi1EVbYBfBNAeUl1bW1t6rWN/x4ieeDGWaI6A83R0ZGYYVq2y6P1L8mTB3S5fsqVizz7UfbFjI+1qLrqpfFVB3lKjmXMMyvXuVO1L09ViABA+WJF15cNYsE15o1t2J4ve18qTRAiAFo/ZUx9ds0s6V/MuMxF1ZRtANOZ6sXGtm2u2SQqyyZE+hczUouqqe3b4Ft3MAqcFR3OigbfuoNOU4RoGeBbd9DhW3fQYCFiFDgrOpwVDRYiOixEdFiI6LAQ0WAhYhQ4KzqcFQ0WIjosRHRYiOiwENFgIWIUOCs6nBUNFiI6LER0WIjosBDRYCFiFDgrOpwVDRYiOixEdFiI6LAQ0WAhYhQ4KzqcFQ0WIjosRHRYiOiwENFgIWIUOCs6nBUNFiI6LER0WIjosBDRYCFiFDgrOpwVDRYiOixEdFiI6LAQ0ZgSIn7wgx/84Ac/+MGPp/rgGSIGADirKnBWNHiGiE6r1QJvzwNv3/y4A84Q4RkiOjxDRIOXzBgFzooOZ0WDhYiOS4hYhlRYiOiwENFgIWIUOCs6nBUNFiI6NiFiGZqGhYgOCxENFiJGgbOiw1nRYCGiYxIiliEzLER0WIhosBAxCpwVHc6KBgsRHV2IWIbssBDRYSGiwULEKHBWdDgrGixEdGQhYhlyw0JEh4WIBgsRo8BZ0eGsaLAQ0eHvIaLDQkSHhYjGTIQoz3PodDrQ6XQgz3MAACiKAgaDgfIclaIoYGdnBzzPA9/34ejoqNZxIfMcuLDf+H0GURSJbUmSiOd934csyyq3kWUZ+L4PnufBYDCAoiim9s+yDPr9fuXcAZozyLsykJHzkDOVs5YfejvLkpXr3KFmhbj6TNl2fX1d6djnLURZlsHKyorI4+TkRGwrigKGwyF4ngedTsfYlyRJxDHLj4ODA7i9vbXuL7eNr6/a56YIkZ7hYDCA29tb5+s3NjaUPOQ2fN+Hi4sLAABI09Sab5W+L0KIsJ9XV1fKc6urq6IfL168gJubG+O+8us+fPgw1d+y9m1tl7EIIZpMJrC5uan0hbINt9v6nKYptNttcV6dn59P5VjWvo2ZCpHneRAEAQDUFyLcDwf7IAig0+lY5YHCPAeuIAjEsWdZBr1eD7IsU/4N8O0/XVs2tjYwZxzwoigSeSMmOa1CU4TIloEM9jVJEgD4loet37a88fxqclZl5w4lK8R1fpRt63a7VolwMU8hwuNECUqSBFZWVsRgHIYhBEEAd3d3yr9dJEkC3W4Xrq+vnfuHYSjEIcsyWF9fF+9LpSlClCQJhGFIPpYwDJVzQ/4c7u7uII5jkaFOmqbWbS7mLUR5nsPa2hp0Oh1loE3TtDQr3BfzSNMUVlZW4Pz83Nk+PoeyGMcxBEFQud/zFiJbVsh4PIZut2vcZupzGIbw9etXmEwm8Pz5cyFBaZrC2toafPnyxdi+/nwZMxci/Ou1rhDhX/xlf+VWYV4DV57n0O/3SfJme62rDf2vd/21URSB53kwGo2WYtbDBjXHsjzk9mRxQpIkgV6vt3RZyf2scs65zo8q25osREmSKLMZOGuTJAnkeQ4bGxtCUkyzGjrywO7aX99Wl6YIURiGEEUR6VjSNIX19XXl3NCzteWji1MV5ilEcRxDq9WC7e1t6Pf7ykBOySpNUxgOh2KmoygK2NraUoTR1L4+Y5TnOWxublY+z+YpRHEcQ7vdNmYF8C2L58+fG7cBTM/uYJ9NM0GmbWXtu5i5EOEsUZkQ2bbj0oA+eN2Hef4lTx1coygyLnlVWc7QB8PT01MxS7Bsg7wM9fjxHMJzBQdDPVNT1rgs+/Hjx6XLSu5Plc/adX5U2dZkIdKRB1zqIC0Tx7Ey62PbnyJXFJogREVRwGg0Ig26RVHA7u4upGmq9B9FVJ4RGQ6HU8tucRwbn6cwTyE6OzsTvwOyoFTJSkafMbK1v4xCdHZ2Jn5f9GWroijg7du3kKYpeTnNJUSHh4dTolnWvouZClEQBBAEAfi+D6enp7WEKIoi8H0fRqORmHG6rxzNa+DCAXl/f1/IoX7sOANmqyFytWFaIrK9x7IN8jKUHBG5fsYkQ7o0IVEUQRRFS5WV6dypkpXczmOuIZKhCo0JeVAHcM96JEkCw+EQ9vf3RX/l2iUqTRAi7Fev15uq/9GJ41j8HulCKNdUmWqQdGmqShNqiHCwlrOSl8FsoAjq9UCm9mVxwpkkU/2Ri6bUEOH5cnFxYRUW7DP2EWec5D5jjZFeQ3R4eFjavouZCxH+p/3y5Uur8JiKXbEYFLfjLBMK1jLUEOHsFi73JUniFB+TLJa1IRcR7+/vGwf7ZRrkTVBzNNVU6ZmassjzHHZ2dpZ2Nk0+d6qcc8hTEaI4jpW6lqpCpL++TIharZaoe9Brl6g0QYj0+qc8z2Fra2vqc8/zHHZ3d62y2e12lToQvU7ovrNqTRAialYymIVpsC4rqt7b26slkU0QojzP4e3bt3Bzc2OcPdL3xT7/+uuv1j7LNURy+40oqsYC3yAIhOTcd8lsFkto854hwlkK2+wEgL3eZRZtLOMgL0PNgFJDZCo8D4JAtLWMWcn9rHK+IE9BiKIomhKSqkKEBax43JQZIr12qeosUROESMeWUxiGYpCqIo+Inm9VmiBEOmVLWnEcTxVTz7J9G00QovF4LM6XKsJCrSGSz8dGCZE8i1FViHDfZRQifTCZhcy42rANXss4yMtQM6AIURAESoG+Xu8mP6qeY00QoirnC/LYhQhnCk0zGlWKqvViWdf+eluPXYhwBsj0e0St16pSuG1i2YTINTNEbb9su41FCxEug5nOl7LlP5fcYN5JktRuX+ZBhAjg+yxR3cvul3HJDEAdgPWlDTmLLMtge3vb+D1Ctjb0AR9rtnSWXYgA7BnI4LliWzK7rxyUMc+ZR9e5Q8lK5jELUdnl7tTL7m1CU3bZPQ7w8qX6VWiCEOnHnmUZjEajSt9DhPnZlszuWz8E0Awhwq8MkJfQTFllWSYuF6/Svi5Y4/F4KS67B6j/PUT6jJDcZ/0y+8lkAq9evZqqxWrUDBHA95meOt/xggP/shVVA0x/SZ587HL9lCsXVxvyF/Q9pS9mtJ0D8mykLs62WTh9/2XIynXuULNCHrMQhWFonbUAUGc2XN+pZFsmcu2vfzHjshZVA3y/zLwsJ8Q025Zl5i9mBKBd4VdGE4QIYDor0yAchqHxyyj12QtT+/IXET6VL2Z09RmLrDFv03cNLVSIms5j7ddDwFnR4axo8K076DRFiJYBvnUHHb51Bw0WIkaBs6LDWdFgIaLDQkSHhYgOCxENFiJGgbOiw1nRYCGiw0JEh4WIDgsRDRYiRoGzosNZ0WAhosNCRIeFiA4LEQ0WIkaBs6LDWdFgIaLDQkSHhYgOCxENFiJGgbOiw1nRYCGiw0JEh4WIDgsRDRYiRoGzosNZ0WAhosNCRIeFiA4LEQ0WIkaBs6LDWdFgIaLDQkSHhYgOCxENFiJGgbOiw1nRYCGiw0JEh4WIDgsRDRYiRoGzosNZ0WAhotNqtcDb88DbNz/ugDNEWIjosBDRYCFiFDgrOpwVDRYiOi4hYhlSYSGiw0JEg4WIUeCs6HBWNFiI6JiEiEXIDAsRHRYiGixEjAJnRYezosFCREcXIpYhOyxEdFiIaLAQMQqcFR3OigYLER1ZiFiG3LAQ0WEhosFCxChwVnQ4KxosRHRQiFiGymEhosNCRIOFiFHgrOhwVjRYiOjwZfd0WIjosBDRmIkQ5XkOnU4HOp0O5HkOAABFUcBgMFCeoxBFEXieN/VIkqTWsQHMd+DCfuNxR1E09Zosy6Df71tzSZJE7O/7PmRZpuzr+74xF3mbvh+VpgzylBwBZpOV53kwGAygKIpKxzjPrFz9pGaFuM4/yrbr6+tKxz5vIcqyDFZWVkQeJycnxtdsbGxY+yK34fs+XFxcTD0/GAzg9va20vuW0RQh0vui99X0OjkngG/n5XA4BM/zoNPpKFmbsqra70UIEZ43V1dX4rmiKGBra0uc5wcHB8a+yK/rdDpKG1mWwerqKnieBy9evICbmxvSe1NZhBBNJhPY3NxUjncymYh+uvqqv+7Dhw8iU1sbaZpCu92ecof379+Tz5OZCpHneRAEAQDUFyKZWbQBMN+BKwgCMbhmWQa9Xm9KTIIgsPZJ3ydJEvFazBkH9iRJxOCob4uiqFZuTREiSo51s8Kf8Vyty7yycvUTgJYVYvrjhbqt2+1ODWwU5ilEeJwoI0mSwMrKijJQl/VFbyOOY+h2u3BxcQHdblcMeHEcQxAEcHd3R3pfCk0RoiRJIAxD57HIfcY8ut2uyDQMQ5GP/G99vzRNa2U1byHK8xzW1tamZCYMQxgMBnBzcwNZlsH6+rqxL6481tbWps4ruW+296YybyGyHW+aphCGofNzw31RgtI0hdXVVTg/Pxc/l7WB77W2tgZfvnwhH/fMhQgHnVnIDM4W3Wd2CGB+A1ee59Dv950zM0mSQK/Xc84Q2dpMkkSZycCMkySZ+sueciwmmiBEdY+dmhXAN4kom0kpY1FZyf2skhX+Po1Go6nzr8q2JgsRfu44m4GzFPi5x3EMrVbL2Rd99ijPc9jY2ICjoyPj8xcXF5AkCQyHw6n3rTpL1BQhCsMQoihyHostp4uLC+Xf+mtdWVXp+zyFCM+b7e1t6Pf7YpDP8xw2NzdLZU5/nTzbo8/86K+1vXcV5ilEcRxDu902Hu94PLbOoCFpmsJwOBQzRzizhucHtlEmVc+ePVNmlijMXIhwlqhMiMq2Y5t1ljJ05vmXvEt0iqKAnZ0d+PjxI1mIoiiyZiDPgugDvi4EVJogRGU52qiS1fb2dq0lRZlFZSX3s0pWp6en1n2qbGuyEOnoMzdyX2xLZrrM4AD+97//3SoAZe9LpQlCVBQFjEaj0kFeFxkcyG5vb52ypKPPGFGZpxCdnZ0p5w0O8tRlLJf0lAmR7b2rME8hOjs7E+eAvGRWFAW8evUKLi4uKn3O8ozR7e0tvHr1SswW2Tg8PFSkispMhSgIAgiCAHzfh9PT03sJEdZM3PeveID5DVwoIfv7+8a6lSiKIIoi0iCGNS6uWiBdAORakroi2QQhKstRp2pWOKvS6/WWqt7K1M+qWWE7j7mGSCaOY2P9S1kNkVz/gvubltJarZZRemzvW0YThAjlRf79sMmRKScA9+yRThzHyowRlSbUEKEE7u3tifPcNCvhkh4c8OWlx1arNdXOsggRotcQYZ/l86pMbAC+nx83NzdKG61Wy9gGzihVnR0CeAAhwv+0X758aRQeW9G0Lj8oVvf9Kx5gvkIk90Ov8dnZ2an8V71eL4LoNUL4GeB7L3MNkSvHsv0oWel1Nnmew3A4XJqs5H7WyeqpCFEcx9Y6IZcQofjINR1YGyMXA+/t7cFgMJgSIr2WpgpNECK9DibPc9ja2prqT1lOFCG6T1ZNEaJ2uy0ywHqo8/Nz536mJTQsFN7b2zMuIS67EE0mE3j+/LkQmDzP4ccff3T2B8+PKm2YirmpzFyIAL7JDEpOnRmiWS6XAcx/hshUtxIEgfjLvYoQmWpEoigyXlH1WGqIyup/bFCzouxHoQk1RHWyegpCFEWRs1DXJUTUwdz0fBzHtQqEkSYIkY6t/66cKBneN6umCJGr3sW2n6v2yLZt2YVIB/tpmyWK41gppqa2cXh4SCq6NvEgQiRf0lxHiHD/+14FhCyqhgj7eHR0pNRYyY+qg7xt5ucxCZEtx1llVbYflSYIUZ2sHrsQ4efuOs5ZCJH+uvvMdiCPRYhcRdUAs8mqCUKk/2wTIldRddl7lD1PYdmESJ8ZsmFqg1J0beNBhAjg+yxRnWWbWdYPAcz/snt5+YIiLzL6PlmWwfb2dukl1TgQPoYlMwBajnWzcu1XhXnOPLqOl5KVzGMWItdlz/rryoqq8Sor+bJ7eZCXL52mvm8ZTRCiJEkUWcmyDEaj0VSNjy2nssvuZ5VVE4QIQL0iL01T60DuuuxeliXcpvdt2YUIL4OXl79Go9FU4bO+LCajX0o/mUzg1atXUzN0deqHAB5QiHCW56kJkf4leaa/1MuWzOQ6K/37ZlyzTPLM3LIUCtug5AhQPyvbflWYZ1au46VmhTxmIQrD0Pi563U+ZUXVcq2QXFScJInoj1xETH3fMpogRADfC8bxfKuaE8D3GiO9jTAMRdtlB4GaAAAgAElEQVR6Vk29ygwxSYn+xYy2wRiLpzEP/ft58EsFH/MXM+Il+aYMkPF4bDw/MFe9Dfl7hsqW4crgW3cwCpwVHc6KBt+6g05ThGgZ4Ft30OFbd9BgIWIUOCs6nBUNFiI6LER0WIjosBDRYCFiFDgrOpwVDRYiOixEdFiI6LAQ0WAhYhQ4KzqcFQ0WIjosRHRYiOiwENFgIWIUOCs6nBUNFiI6LER0WIjosBDRYCFiFDgrOpwVDRYiOixEdFiI6LAQ0WAhYhQ4KzqcFQ0WIjosRHRYiOiwENFgIWIUOCs6nBUNFiI6LER0WIjosBDRYCFiFDgrOpwVDRYiOihErf0W/H/2zlircWVZ2LJfQfACNgO8gCEfm/0AE9gTSU5g52fdeMO64SCR3zM3/ncM0jzAgfDgdnxJB/rEoHioP5hVPa12d6skGCGb+tbyWjNuqa0uCfpzdUkEZ8HK6xk4hggLER0WIhosREwJjhUdjhUNFiI6vV4PgtNVEWIZWoWFiA4LEQ0WIqYEx4oOx4oGCxEdlxCxDK3CQkSHhYgGCxFTgmNFh2NFg4WIjk2IWIbssBDRYSGiwULElOBY0eFY0WAhomMKEcuQGxYiOixENFiImBIcKzocKxosRHR0IWIZ8sNCRIeFiAYLEVOCY0WHY0WDhYgOChHLUDUsRHRYiGiwEDElOFZ0OFY0WIjo8HOI6LAQ0WEhovEqQiSlhMFgAIPBAKSUAABQFAWMx+PSe1T+/vtvCMMQgiCAMAwhy7JGx4W0OXHhuIMggCAIIEmSlW2EEDAajZxxEUKo8Y/HYyiKAgAAsixT/eov8zOq+vfRlUlej4EZB6QqHq5zQY1jFW3GSj/mMAxBCKHaKNecju/6oLQ9PDzUOva2hUgIAVtbWyoeV1dXqi3LMnU8YRjCYrGw9lEUBUwmEwiCAAaDgRqz3vd4PIanpyfr5x8cHNSOE0B3hEgffxAEcH5+7j0u25ht5wH7cMW3Dm8hRDjO+/t79V5RFHB0dKSuK1eshBCwvb0NQRDAx48f4fHxEQAA8jyHfr+/8vvI7Mf22VTeQoiWyyUcHh6Wjne5XKoYmHEw93Vtp7eFYQi3t7cqTuZ+l5eXtX6eXlWIgiCAKIoAoLkQ4UQYRRH85z//gfF4vDIB1KXNiSuKIjV5CyFgd3d35dijKHLGBWOJk1qSJCqmJlmWrfRjk9M6dEWIsixzjtu3jz5uyrmw7UelrViZx950nAD+66OqbTgcNpq82hQiPE6UoCzLYGtrCxaLBQghYG9vT0lQlmUwHA6t44njGKIogufnZ/Xvh4cHGA6HaqJK01RtY+7bdJLvihDFcayEz4ybie3a0M/D8/Mz5HmuzgP2b8a37rjbFiIpJezs7MBgMChN8hirx8dHZ6xw36prB+CnIA2HwxXxmc/n1vcptC1ErljleQ5xHFeeN9d22C+KzsXFBQyHQ/j+/TtIKeHDhw+qLc9z2N7ehn//+9/ka+vVhQjlpakQ4TdhXQiCIHhRlqitiUtKCaPRyCtvWZbB7u4u+Ru6q0+MuR4XjNVsNlv7DFEURbUyNmY8KOfCtl8d3ipW+tio4wTwXx912rosRFmWlTI3mImwnV8pJRwcHFgnL/19/Gae53kpC2LbP8sy2NvbaxQngG4IkSsuNtI0hV6vB9PptDTmPM9hMpmsnIerqytnfOvGq00hMseJk7yUEg4PDytjZWZ3XPvhhK9n0wB+xhOvq64LUZqm0O/3V2IF8FPqqrKNvu3MrBPG8fb2FrIsg8lkojJJmLmrkyV6dSHCLFGVELnasS89Q9Q024G0+U3eJyJFUcDx8TF8+/btxUKUJMnKMtL19bXKEqyzEBVFAdPptFZW0IwHNQa2OFJ5q1jpx1znXPuujzptXRYiEzNjpJOmqXXZy5ygcQL/+vWrV4iKooCTkxP49u3bWi+Z1REU/drw7aOfB1d8KQKm06YQ3dzclMaJEzJ1GYsqRGmaliZ1gF/XFQp514Xo5uZGZRZ1eSmKAj5//gyLxcJ7jeN2+lKY3nZ0dFTKPJrxQsyMEYVXFaIoiiCKIgjDEK6vrxsJEcDPb1l6DdFLlssA2pu48Nvp2dmZkkMzg5MkiXcSMzMWtgwZxs6V1Vh3IUIJ3N3dJV0DtnhUnQvXfnVoO1a4nKzHgzJOWz+bXEOkY5MerG1x1RC5JmxcykC5wqyB/n/8+V5nIcJv2mdnZ+rcmRkLk6ox40SPE+W6CRFiig1OyKenpypWtgnYzPzgtaNva072CF5Xi8ViLYQIcWVz9N/rNump2k6v2XLVIAEAXFxcOGXJxasLEf7S/vTpk1V4cIJ3FbXqNURFUXjrbai0KURm8S5OXlJKOD4+Jn2r1wuKz87OViZtyv7rLERmHYyUEiaTSa3x+s6Fb786vFWs9BoiyjhN3osQpWnqreVx1RD5Jmy9UPj09BTG47FaBjo5ObFO+HXoihD1ej21ZGHW/9jwjTlN01KcN02I+v3+Sqxub2+t+2LB7+npqVpCxPNtyzbZrqt1FaLlcgn7+/tKbqSU8Mcff6yMx7edXov148ePUg2Rjuv9Kl5diAB+1n+g5NTNEJkZEfyFvw41RPhtHZdf9AxEFEVqDHUmYtuSma/Qum7/Jl0QIpOqOhlbPHznwrdfHbpQQ0QZp8l7EKIkSSoncddETJ2w9ffjOC79fK+7ELnqf1zH5hpzmqYr52HThMhWt1KVUbMtmdkKrefzuepr3YXIRK//ocTq9vZ2ZRnO1sfFxUXtYmrktwiRnuF4T0JkTiY4xq9fv5ZqrPRXk+WNqoLj9yZEtni4zoUe77qF2yZdECLKOE02XYiSJCHd5VW3qNqVSVosFjAcDq0/37baJR9dECJzvE2FyMwMIetYVI1U1RBRhcgmN3EcQ5Ikaj/Mhtiuq7q3k78XIWqaGUJ+ixAB/MoSvfS2e6xJWqfb7vXlC9v4q2qI9Mkf67KQl054VXRBiMy4CSFgOp1aC5998fCdi5fWDwG0m3n0xYNyzelsshD5bhE3l8iEEDCbzazPEnLddq9P5K7bxdc9QwRQnpyxdso3HnPMVbfqr+Nt9wDVIuO6Zd7MCJljpojUumeI8jyHnZ2d0hLabDZbqfGxbff582d4fHxUcbItmQkhSkttTfhtQoRi06T+51//+pcqqKLeUuyjzUnefEiebcKtEhb9IXzmHVCU26zXXYgAyrVmvmvIFw/fuahzu7qLNmPliwflmtPZZCGK49ibqcFiVoxj1V1R5nb6gx3f04MZ6xZVx3Gs4mSeB6wLscW3Dl0RIvPBjK7sjf4ARrMYmHL7/roLEcCvW/LxvLvG4tvO9WDG+XxuveZav8us62zquH4HHCs6HCsa/Kc76HRFiNYB/tMddPhPd9BgIWJKcKzocKxosBDRYSGiw0JEh4WIBgsRU4JjRYdjRYOFiA4LER0WIjosRDRYiJgSHCs6HCsaLER0WIjosBDRYSGiwULElOBY0eFY0WAhosNCRIeFiA4LEQ0WIqYEx4oOx4oGCxEdFiI6LER0WIhosBAxJThWdDhWNFiI6LAQ0WEhosNCRGNFiPjFL37xi1/84he/3uuLM0QMAHCs6sCxosEZIjq9Xg+C0wCCM/vrGTiGCGeI6HCGiAYvmTElOFZ0OFY0WIjo+ISIZagMCxEdFiIaLERMCY4VHY4VDRYiOi4hYhlahYWIDgsRDRYipgTHig7HigYLER2bELEM2WEhosNCRIOFiCnBsaLDsaLBQkTHFCKWITcsRHRYiGiwEDElOFZ0OFY0WIjo6ELEMuSHhYgOCxENFiKmBMeKDseKBgsRHX4OER0WIjosRDReRYiklDAYDGAwGICUEgAAiqKA8Xhceo/K33//DWEYQhAEcHx8DEVRNDoupM2JC8eNzzNIkkS1CSHUuIIggPF4bB1bnT6yLFvZXwgBo9GodtwBujPJU2Pli4ceR/M69LVRaTNWWZapMYZhCEII1ea7Xmz4rg9K28PDQ61jb1uIhBCwtbWl4nF1dWXd5uDgwDmWLMvUcYdhCIvFonL/oihgMpmoa6punAC6I0T6WIIggPPzc+9x+eJpa7Odo7rjfgshwrHc398DAECe59Dv91eeY2OLlxACtre31TV1e3ur2oqigKOjI3XN6fv79qPyFkK0XC7h8PBQxQrfw7EEQQAfP36Ex8dH6764nbmNHqvBYADfv38n7UfhVYUoCAKIokgddBMhwl/8SZKoPlyTIZU2J64oitTxCiFgd3dXTV5Zlqn4NOkD44yTfpZlK5OjTU7r0BUhosSqKh5RFKk+9H9XtVFpK1a260g/v75rzsR3fVS1DYfDRhN9m0KEx4kSlGUZbG1trQhNHMfOsQghYG9vT+2TZRkMh0O1rSsWcRxDFEXw/Pxc+ncduiJEcRzDeDyGp6enlXi4tnfF02zTz9Hz8zPkeW49R1W0LURSStjZ2YHBYFCa5HXyPIfhcLjSjvvimNM0LW2H8X58fAQhBOzv78Pt7W3lflTaFiJXrPI8hziOvecN90UpTNO0tM98PocoiuDHjx+lf0sp4cOHD3B+fg4/fvyAi4uLys8yeXUhwgmpqRAlSVKa1Mz/N6GtiUtKCaPRyHmsURRVfnv39ZFlWUkOMcYoBEmSQBAEMJvN1j5DRImVLx5mHPXMh6+tDm8VK/34q645Hd/1Uaety0KE18TT0xMA/Mp06JnDLMtgb2+PPBYpJRwcHMBisYAkSaDX663EQt8GoDoD5aILQmSOpYo8z53xtLXleQ6TyWTlHNXNErUpRGmaQq/Xg+l0CqPRyCokprzomJklKSUcHh7CYrEo/dvEt18d2hSiNE2h3+9bYzWfzyuzjWZmCceMgoj/fn5+Lm0rhHDuR72uXl2IMEtUJUSu9iiKSgKEGSPb0hCVNr/JuybWoihgOp1WTlx1JmczQ3J9fa2yBOssRNRYmejxMGOgi4OvrQ5vFaskSUoZIeq59l0fddq6LEQmZsaoKAo4OTmBb9++kYUlTVMlWXos9P3N/9eVCqQLQlRH5jCeeZ5blxBdbTpmxohKm0J0c3NTOu82IUrTFCaTiXWZBpd59KwYbuvr07dfHdoUopubG5VZ1AWlKAr4/PkzLBaLxkLkk57OCREuPYRhCNfX142EyFwyi6KIVBfho62JC7+dnp2drdS04KS7u7trrQOh9GGiT4w66y5E1FiZ+ERhE4QI66XMLwzU60XvZ5NriHR0mcH/J0lCmvSxzoVSQ7RJQpRlGUwmEzg7O1PnziUrvnhSY40igeeIShdqiBBTXGzotS96fQtKzunpqYr35eWl6se1Xx26UEOEgqL/XrfJCmbaMAaYcbq8vPRKDy6Z4X4XFxdqvzcTIvyl/enTJ6vwYPrd9kLp+fr1q/rFP5vN1kqI9GPVa1rM2g4pJUwmk5WJx9eHTpIkTtlcdyGixkrHjMcmChGi1xBRrxed9yJEaZqu1K6cnJyob6/ULIhZQwSw+ULU6/XU0oarxscXT2qssSamSQF6l4TIl+UBsNfFYC1QlmXQ7/dX4q3XENn2q0MXhGi5XKraqOfnZ5BSwh9//GEdi14c/ddff6kl1aoskG2/NxUiAFBZHd8dPNQao3VaMquq8dFxTcKUPqrqqtZdiEyqhMUWj00WIv1461xzyHsQoiRJVibxOI5VXOoIkU1uNl2IKDU+cRyr98zx+9qQNE0bFVMjXRKiNE29RfS+WiCMN2Z+9GzTOtYQIba7zHSoS1pNl8U6sWQGUL4V+qVCtE5F1eZk0kSIqvrwZYZcfdRh3YTIFY/3UlRd55pDNl2I8JrQjxPrVGyZadtt+ToUIdqkomrz2G1C5IvnP//5T2+s9UxHk8wQ0iUhiuMYkiRpJERmGwuRux9fUXXdz7fxW4QI4FeWqO5dZv/6178gDMPSbfdNbonWafu2e335Ql/aMJd0ptOp9XECrj7MpSQX6y5E1FhVxWNTbruviofrenGxyUIkRPUt4ridS1jMJTIhBMxms1KNi23/TbvtHid4vJW8qt6K+hwi6jmqoitCVKd+yLX0ZYv3/f195X5UuiBEeZ7Dzs5OaQltNput1ESZ0qPfWg/gv+3etx+F3yZEmCVq8jycf/zjH+obxbo/mNFc6qpaSvT1oS9F6i8zG7DuQgRAi1VVPPS7H80+fG1U2oyVLx6+a87GJgtRHMekLBCl0BeP2/Z8Hdv+etZk0x7MWHUHWB0hiuNYxdaWPaLSFSGiZm2EoD+YUa978e1HpQtCBPDrlnz8GfE9zwm3MwvJsXga+9AfzOjbjwL/6Q6mBMeKDseKBv/pDjpdEaJ1gP90Bx3+0x00WIiYEhwrOhwrGixEdFiI6LAQ0WEhosFCxJTgWNHhWNFgIaLDQkSHhYgOCxENFiKmBMeKDseKBgsRHRYiOixEdFiIaLAQMSU4VnQ4VjRYiOiwENFhIaLDQkSDhYgpwbGiw7GiwUJEh4WIDgsRHRYiGixETAmOFR2OFQ0WIjosRHRYiOiwENFgIWJKcKzocKxosBDRYSGiw0JEh4WIBgsRU4JjRYdjRYOFiA4LER0WIjosRDRYiJgSHCs6HCsaLER0er0eBKcBBGf21zNwDBEWIjosRDRYiJgSHCs6HCsaLER0fELEMlSGhYgOCxENFiKmBMeKDseKBgsRHZcQsQytwkJEh4WIBgsRU4JjRYdjRYOFiI5NiFiG7LAQ0WEhosFCxJTgWNHhWNFgIaJjChHLkBsWIjosRDRYiJgSHCs6HCsaLER0dCFiGfLDQkSHhYgGCxFTgmNFh2NFg4WIDt92T4eFiA4LEY1GQiSlhMFgAIPBAKSUAABQFAWMx+PSe3WJosi6vxACRqMRBEEAo9EI7u7uavXb5sSFcQiCAIIggCRJSG06QggIw1Btl2UZAABkWabe019Jknjb6tC1SR7Pveua8sXUFUdb23g8hqIoah1bm7HSz28YhiCEUG3U6wrxxZTS9vDwUOvY2xYiIQRsbW2peFxdXTnbxuMxPD09VfZhbieEgIODA2ssfG1VdEWIiqKAyWSixn9+fr5yXHmeq3Orv3BbXx96fMMwhMViUfsY30KI8Nze39+X3tve3lZjub29Xdkvz3Po9/vWWGVZ5mx7fn4u7evqv4q3EKLlcgmHh4elWBVFAUdHR+q6+fLli/V6Xy6XKqZBEMDl5aXazhYPbNP3+/jxIzw+PtY65hcJURAEEEWRGmhTIbq7u4Pj42MIgmBlf+w3iiL4z3/+A+PxuPbk1ebEFUWROj4hBOzu7qrJy9eGYGx1CTInQCTLMme8fW0+uiZELknW220xrYpjlmXq2m1KW7EyrxXz3FKuK8T2ZYbaNhwOYTAYdFqI8DhRgrIsg62tLTXh4nmvOpaq7eI4tsbiJXEC6I4QxXGsJFAIAXt7e5XSkuc5DIdDNW5XH/o5en5+hjRNS/tRaVuIpJSws7MDg8FATfL4njkWXQJsYKxs2+ltQgjY399XEuTbz0fbQmSLFQDAfD6H8XgMj4+PpbHp1zzuixKU5zlsb2/D7e3tyj55nsPOzg58//4dpJTw4cMHOD8/hx8/fsDFxQXEcVzrGnmxEOEk01SIsK8wDCEMw5X98Zs8futNksQpCC7amriklDAajazH5mvTybKsJHwYVz27gf3pEz61rYouCVGWZbC7u+vMWPhiWhXHKIpqZ89M3ipW+rip1xXAz5+dIAhgNputxLROW5eFCM87ZnMwS4HnPY5jSJKk8lh822VZBnt7eyuxSNMUer1e4zgBdEOIpJRwcHBQK2tjSo6vDzOD1uTzANoVIjy30+kURqORmuTNjJGUEg4PD71jMSWK2kbt30abQpSmKfT7/ZVY4bGbAmSS5zlMJhOV3cGskite2KcQopSRon6ezouFCLNEVULkapdSwmw2AyGEtR2XCsxlozqTfZvf5JssRfhwyU2SJM5Mma+tiq4IUVEUcHx8DN++fXuVmOpxLIoCptNpLam28Vax0s9vnRhcX18796nT1mUhMtEn6qIoYDabVU4mvu2KooCTkxP49u3byrKYHqd1XjJrcvxpmpZE1NcHSipOcDgB2pYufbQpRDc3N6Vzi5OuOVmbk7mNNE2d2/jaKO0u2hSim5sblRXUBcW2hEbBzBjpXFxcqHi8uRBFUQRRFEEYhnB9fd1IiKra8dupKUR1vt23NXHht9OzszNr/Y+rzYdNblxZo6o2Cl0RoiRJIEkS74RfJ6Z6HDGrsru7a63JodJ2rDBbai791b2uNr2GSEefqDEToZ93m/T4tkvTVF2Xm1pDlGUZTCYTODs7U+fOlbEAWBUcgF/f8l196PVFrjquKrpSQ6TXxVTVrfiyHb42rFNa5xoivCZOT09VDZBNckxsEoi1QnoNES6ZYZ8XFxfQ7/dJn4G8WIjwl/SnT5+8QlNV8LspQqQfm1634mtzkSSJt8j8NTNRSBeESEoJx8fHlRkQakzNOJp1NlJKmEwma1NvpdcQNbmu3osQpWlaquUxa2GklHB0dLQyHtd2i8UCTk5O1LffTRaiXq9XKurV67BMbOPFgmtbH5i1w7Z1qSECsC+R7ezsrIzFlQWxCRWlDVmXGiIAuxD1+31VSK3XBrmu+ap46jVE+JlYVP3XX3/BZDJpV4gAftZjoOS8doZonZbMfHUr1NogxFcrlSSJsyDY10ahC0IURZGKCyVD5IsppeasTh2OThdqiOpeVwDvQ4iSJPFO4gD02hU9Y4TF2psuRPoSli0DpJOm6UoBurkMpvexjjVEiCktdWuIbLGitCHrUEOEuDJElNoggJ/xqBIm37LYmyyZAZRvYf5dQrQORdXmZKJPTr42E1dmCPEVBL+0WPithcisT9NfZqyqYloVR/0z11WI6lxXyKYLEZ73quOsI0TD4dCZ6dZv6wdYfyEyj79KiGwF6L4+3rMQ+Yr1KQX/6yxE5v99QkS9W88nPU1qll5FiAB+ZYmaPofIJUTreNu9vnxh3h7takOqbpv+nfVDAG8vRCZVS4CumPriaMZeCAHT6bSzzyGqOl7KdaWzyULku0U8y7LS0owQAmaz2Ur9CmW7Tc4QAZQnZ/N2eh2fLLn6wH02YckMJ3XKklmT+iFziQyvxS4XVSM2IZnP56Vl1J2dnZVYLZdL6+34APYlss+fP8Pj4+OKHM3nc4iiqL3b7nUhwizRawsR9r2uD2bU5cTXhujLj7bsyGvc2u9j3YTIFdOqOOq1bU2v2TZj5TteynWls8lCFMexN4uDt09jHF1jqdpu04XIfKii7zZwV3bH14cQ7+vBjAD+7I6vzbwW69YPAXRHiMwHM9rqe+bzufWBn7gt3taP8UA5Aig/tLG1BzOuG5s6rt8Bx4oOx4oG/+kOOl0RonWA/3QHHf7THTRYiJgSHCs6HCsaLER0WIjosBDRYSGiwULElOBY0eFY0WAhosNCRIeFiA4LEQ0WIqYEx4oOx4oGCxEdFiI6LER0WIhosBAxJThWdDhWNFiI6LAQ0WEhosNCRIOFiCnBsaLDsaLBQkSHhYgOCxEdFiIaLERMCY4VHY4VDRYiOixEdFiI6LAQ0WAhYkpwrOhwrGiwENFhIaLDQkSHhYgGCxFTgmNFh2NFg4WIDgsRHRYiOixENFiImBIcKzocKxosRHR6vR4EpwEEZ/bXM3AMERYiOixENFiImBIcKzocKxosRHR8QsQyVIaFiA4LEQ0WIqYEx4oOx4oGCxEdlxCxDK3CQkSHhYgGCxFTgmNFh2NFg4WIjk2IWIbssBDRYSGiwULElOBY0eFY0WAhomMKEcuQGxYiOixENFiImBIcKzocKxosRHR0IWIZ8sNCRIeFiAYLEVOCY0WHY0WDhYgO33ZPh4WIDgsRjUZCJKWEwWAAg8EApJQAAFAUBYzH49J7dYmiyLt/VbuLNicujEMQBBAEASRJQmrTEUJAGIYQBAGMx2MoisK6zWg0KsVC77/peejaJG8bpw5lzL4+qvr30WassixT100YhiCEUG3U6wppGg9se3h4qHXsbQuREAK2trZUPK6urlRbURQwmUxU2/n5+cpxZVmmjll/nZ+fl/oOwxAWi4X1c802Kl0QIt/4zWPT4zkYDErXhh6P8XgMT09PpDYqbyFEQgg4ODiA+/v70nvb29sQBAF8/PgRHh8frfsWRQFHR0cqtno89T7CMITb29va/ft4CyFaLpdweHhYipUZgy9fvliv9+VyqcasjzvPc+j3+yvX5pcvX0rXgu2zKbxIiIIggCiK1ECbCtHd3R0cHx87J7Wq9iranLiiKFISI4SA3d1dNXn52hCMLU5qSZKoGJufY8YiiiK1rf7vOnRNiCiSXDVmVx82sa9DW7Eyr5Usy0rHTLmuEN+Yq9qGw+HKpEehTSHC40QJyrIMtra2lJzEcawmYCEE7O3tVYpLlmUwHA5hsViU+k7TFIbDITw8PKx8rt5Why4IkUme586xxHEMURTB8/Nz6d8YD5z00zQltdWhbSGSUsLOzg4MBgM10eJ7lLHgtff4+AhCCNjf34fb21vVx9XVlepjOBzC/f29s/+6425biGyxAgCYz+fWGJjxyvMc4jiuHGee57CzswPfv38vffaHDx9gMBiU3qfwYiHCb6tNhQj7CsMQwjBc2b+qnUJbE5eUEkajkXUy8rXpmN/QbftlWQa7u7ve7ZpmProkRLZx6lDG7OojSRIIggBms9laZIh09HFTrysA/5jrtHVZiLIsK2UcMIORZRlIKeHg4KBW5kYXHcwO4Pj1/nxtdeiaEOnjN4/LHKMegzZi1aYQpWkKvV4PptMpjEYjNcmbGSMpJRweHq6MxfV+VR/U/qtoU4jSNIV+v78SKzx2mwCZzOdza0ZSB8Xn8vJSbXdxcWH9bCovFiLMElUJkatdSgmz2QyEEI3aKbT5Tf6lSzNVQlQUBRwfH8O3b99K21FEikJXhMg1Tp2msQIAuL6+VhmVdX0gw1EAACAASURBVBOiJElKGSHq8fvGXKety0Jk4hMaCmmaKsFCudKzT5PJpLKtDl0TIn38Jk2lZx2F6ObmRv0M6IJCFRbbUhuCy0gonXmew2QyUVmUdROim5sblYHVl62oy1hFUcDnz58rxeni4kLFyfzsN1kywyWKMAzh+vq6kRC9VruPtiYu/HZ6dnamZDHLsso2HYwttuG3c/3/SZKsTFybJkSucepUjblJH3VoO1ZYW6bXEFGvK7OfTa4h0tEndD1WeEx6fZGJKTn6e7baF18blS4JkT5+2zH5xMbMLGGG5erqyttWZ+xdqCGyLXf1er1S1gIAlOScnp6qa0/fRq+t0euEqP1X0YUaIj0GWAdkGwdK3+7ubqmmSt/OlMiqz6byYiHCX9KfPn2yCgtO6LaXreB43YVIH1eWZWry8rWZ6EXVZ2dnMB6PVcr/+PjY+k1+k4TIN04d35ib9lGHt4qVXkNU57pC3osQpWlaqnnCYmFMxZv1RSa2Cd+sfTFriGxtdeiSEFVl1KoyPXrh9OnpKYzHYzWB+dqodEGI8D0sAD49PbVKJBYD4/WR5zlsbW2VaojMa0fPQlX1X0VXhKjf76tC6jzPYXt7e0V2lstlqbZISgl//PFHKeZVwvNmQgTws6gTJYczRL/uCsNjzrLM2+ZDn+SjKFLbb7IQ+cap4xtz0z7q0IUaoibX1XsQoiRJVmTHV19kwyyQfW81RFXFznXG3LTNR1eESMe1pKUvgwGUMxx1lsXWYckMcWWIbDGoqhUya48uLi68RddvKkR6RuM9C5E5meiTk6+N0qcQolS3pb8we7QJRdVmfZo5TnNb25irYqWz7kLU5LradCFKksR6N5w5gVcJURzHkCTJuxUic/wmvqJqk6ZtProoRK528/2mQlT1+S66IETm/18iRFh03UkhAviVJWp6C/MmCBHAzzjoyxfm7dGuNsSc5F23ktsmrk287b5KWChjXvcMkXmtCCFgOp2qrBDlutLZZCESwn8rvT7J4+30tvH46odwf31ZzNdWh64IUVX9EOK77V6XJWpbHbogRKa8+MaiX3v4KIP7+3slBrYlM7P/+Xy+FrfdA9ilRL97DG+ZN6XFfH+5XMLnz59rZZbeXIgwS/Tehch8SJ7+7dPXpqM/hK/Ogxn17ErXn61DpUpYKGNedyECKNfimeOkXlfIJgtRHMfWzCCKjflgRldRtSvDo9e+bOqDGQHoGS6sncLrUr828jxX594sMve1UemCEAFA6WGBdR7MqBcU63VC5oMZqf376IoQ+WKgg7fu43Wl92HLGFE+mwL/6Q6mBMeKDseKBv/pDjpdEaJ1gP90Bx3+0x00WIiYEhwrOhwrGixEdFiI6LAQ0WEhosFCxJTgWNHhWNFgIaLDQkSHhYgOCxENFiKmBMeKDseKBgsRHRYiOixEdFiIaLAQMSU4VnQ4VjRYiOiwENFhIaLDQkSDhYgpwbGiw7GiwUJEh4WIDgsRHRYiGixETAmOFR2OFQ0WIjosRHRYiOiwENFgIWJKcKzocKxosBDRYSGiw0JEh4WIxooQ8Ytf/OIXv/jFL3691xdniBgA4FjVgWNFgzNEdHq9HgSnAQRn9tczcAwRzhDR4QwRDV4yY0pwrOhwrGiwENHxCRHLUBkWIjosRDRYiJgSHCs6HCsaLER0XELEMrQKCxEdFiIaLERMCY4VHY4VDRYiOjYhYhmyw0JEh4WIBgsRU4JjRYdjRYOFiI4pRCxDbliI6LAQ0WAhYkpwrOhwrGiwENHRhYhlyA8LER0WIhosREwJjhUdjhUNFiI6/BwiOixEdFiIaDQSIiklDAYDGAwGIKUEAICiKGA8Hpfeq0sURSv7F0UB//jHPyAMQwiCAEajEQghavXb5sSFccDnGSRJAgAAWZZZn3eA7ZQ+dIQQMBqNVmKF+zU9D12Z5PV4hWFYec5t8fC1CSHUNTUej6EoitrH2GasfPGgXC86dWNltj08PNQ69raFSAgBW1tbKh5XV1fWtjAMYbFYWPsoigImk4n6WTLHLISAg4OD0vt63+PxGJ6enmofexeEKMsydc701/n5ufPYbPHI81z1Y8ba10alTSESQsD29raKxeXlpYpFURRwdHQEvV4PBoMB3N/fW/vQt3PFE+Oo90HZr4q3EKLlcgmHh4fesXz58sU6luVyqeL98eNHeHx8tPYxGAzg+/fv3v7rXCMvEqIgCCCKInUgTYXo7u4Ojo+PrRP533//DUEQwNevXwHgpzRRJkidNieuKIrUBCuEgN3dXeuxZlnmjFVVHzYhxf3wfOj/rkMXhMgcsy9WiE2mXW0YPxSHJEk6HauqeFCvOQD3tUNpGw6HVjmook0hwuNECcqyDLa2tmCxWKy0pWnqHE8cxxBFETw/P5f+rbfr+2LfOFmlabqyD4UuCJFJnucwHA69592MhxAC9vb2lOjoffja6tCWEEkpYWdnB66uruD5+RnyPIetrS24vb0FgOprBYnjGMbjMTw+PoIQAvb391Uf+ueYUjWfz737UWhbiOqORY8X7qv/LMVxrM71fD6HKIrgx48fpX+b/S+XS2v/Pl4sRCgnTYUI+wrDEMIwrNwfvylnWUb+jLYmLiklKYOFY7aNoaqPJEkgCAKYzWalb/Lmfr5v+j66IEQmVTHJsgx2d3et47W1mbGhnjeTt4qVfrx1jt117dRt67IQZVlWys5gpifLspUshpQSDg4OVrIT5vvmflmWwd7eXikW1L6r6JoQ6RLpOq48z1fiYevHFY+msWpLiPI8h8lkorIUmIW4uroCKSUcHh6uXCtmlsjcziRNU+j1ejCdTmE0Gqn9q/aj0qYQpWkK/X7fOZYqQTEzS/p+Zh/6ttT+fbxYiDBLVCVErnYpJcxmMxBCkIQqiqLOChFVQpIkcS7TVPVxfX2tMgGbNMn78MWrKAo4Pj6Gb9++WZcQbW3rHis9HnXE13Xt1G3rshCZ6BO6LkcAq/KE+OSmKAo4OTmBb9++lbbZVCFK09S7/IfxyPN8ZcnM7GcymVj78bX5eKsaIj1jZAqQS2BcooTc3NyonzF9u6r9qLQpRDc3N/D09ARCiJLY2JbQbPiEyOzT19aEFwkRLsuEYQjX19eNhIjaDvArO9TVJTP8BXt2dqZk0RQ3HKdL6Ch9AKxO6us+ydvAOh/f+U6SBJIksU7krjYzQ4cZkDqSDdB+rGzxoF4vZj+bXEOkY07oem2Qa6L3yY1+TZnbmMtxvV6vVL9EoUtChLHyZYfSNLXGA8G6KludkK+NwlsJEQocLvtQhAizTKenp+rnQa9DQsz+qPtV0YUaIn0s/X7fORYUTmzDjNPl5aVXiLIsI/Xv48VChL+kP336ZBUanGyqCoqrhEgvgq1b79GmEJmF1OZkXvWNntKHrZ9NFCLEVUMkpYTj42NrZsPXBlC+ns7OzryS6uKtYqXHg3q96LwXITJrhFBakiRRv2gpBdMoRHmew/Hxsfr26yuqPj09hfF4vNZC5JIcREoJJycnznjo+OqEul5DpJOmKQyHQ2cGxydE/X5f1cWYdUiITYjM/ba3tztfQwRgF6J+v68KqfWxmNe8XlT9119/KTGvEiLs/8ePH6r/f//73+3UEOkFvCg5vyNDpE9eTYq2284Q4dKOLRtUVcBL6QPgfQmRayxRFKm4mOP3tVH7r6ILNUTU60XnPQhRkiSqmBqhLmu5ttvd3VWCQ5GFdV8yqyoMj+NYZY9eEo+u1xAhaZquSEzdDJGtDkmPrytDVLVfFV0RoiZjoS6ZYYbI7L9OluhVhIgiLE2FSL+luO5SGfJWNUS2ySmKIu9t0ZQ+bNu9t6Jqs45Nf339+tXZRll+pNIFIaJeLzqbLkRJktTK/FCKqvXb+M2XLQtUJQguuiREcRyrbJoJZttc8bAtg6yzEJmZIYRaVG2+TxUi6n5VdEGIzP9Tx+IrnNbbTFl6MyEC+JUlavr8G5cQ6c9fqbukgbR9272+fGF7VlPVOHx9ILaJa1NuuzfHLISA6XTqfVZQnUneFKyux6oqHpTrRWeThUiI8i3dOlgTU7VkBlB9K3WVXPluv/bRFSGi1A/pmPEwl8GEEDCbzeDp6QmyLHO21aEtIfJdUwD1brvHaw/jUyVOAD9vJa/ar4ouCBHAz7Hoy387OztOyUTpsd1a77vt/vz8XC2Z7ezslJ5TVMWrCRFmiV5biPTlOFf9URVtTvLmQ/J0+aEuzfj6QGwTl541WfcHM+q1Z5Sx1J3kddFehwcz+uJBuV50NlmI4jj2ZnH0bI+vmFfPgFAfzKg/0HCdH8wIUD9rY4sHFpbbYuhro9KWEMVxbH1QJWYesAgYx0J9MCOlqJq6XxVdESLqWLDeKAhWH8wopYQPHz6oePsezNhKUfW6sanj+h1wrOhwrGjwn+6g0xUhWgf4T3fQ4T/dQYOFiCnBsaLDsaLBQkSHhYgOCxEdFiIaLERMCY4VHY4VDRYiOixEdFiI6LAQ0WAhYkpwrOhwrGiwENFhIaLDQkSHhYgGCxFTgmNFh2NFg4WIDgsRHRYiOixENFiImBIcKzocKxosRHRYiOiwENFhIaLBQsSU4FjR4VjRYCGiw0JEh4WIDgsRDRYipgTHig7HigYLER0WIjosRHRYiGiwEDElOFZ0OFY0WIjosBDRYSGiw0JEg4WIKcGxosOxosFCRKfX60FwGkBwZn89A8cQYSGiw0JEg4WIKcGxosOxosFCRMcnRCxDZViI6LAQ0WAhYkpwrOhwrGiwENFxCRHL0CosRHRYiGiwEDElOFZ0OFY0WIjo2ISIZcgOCxEdFiIaLERMCY4VHY4VDRYiOqYQsQy5YSGiw0JEg4WIKcGxosOxosFCREcXIpYhPyxEdFiIaLAQMSU4VnQ4VjRYiOjwbfd0WIjosBDRaCREUkoYDAYwGAxASgkAAEVRwHg8Lr1XlyiKrPt//foVwjCEIAhgNBrB3d1drX7bnLgwDkEQQBAEkCSJahNCqHGEYQhCCGsf+nZBEECWZaQ+fJ9NpSuTvC8Gru1cMRVCwGg0Kl1X1HPho81YZVmmYvHS826LR522h4eHWsfethAJIWBra0vF4+rqyto2Ho/h6enJ2keWZeq4wzCExWLh7VvfXn+dn5/XGncXhIg6ljzPndtV9WGLY91xtylEQgjY3t5Wx3t5eblyvEIIODg4gPv7e1IfHz9+hMfHxxe1UXkLIVoul3B4eKjikec59Pv9lWviy5cvK7FcLpeV8Tb7p7b5eJEQBUEAURQBwMuE6O7uDo6PjyEIgpX9ceKKokh97ng8hqIoyP23OXFFUaSOTwgBu7u7IIRQx44Te5Ik1liZ22VZpibAqj5cn12HLgiRLwa+7VwxNUWbul8VbcXKPJdZljU+77YvM9S24XAIg8Gg00KEx6mLytbWFiwWC9WWJAk8Pz9DmqYQRZF1Ytvb21MSlGUZDIdDWCwWzr5NcJ8msXprITLJ85w0Ft92ept+jp6fnyHPc2ccfbQlRFJK2NnZWTne29vblW0Gg4FzEs7zHOI4tp5fSttLxtq2EFHjsbOzs9KO+6IE5XkO29vbcHt7W4rPfD6H4XAI379/X+nb1+bjxUKEE1VTIcK+wjCEMAy9+zf9jLYmLikljEYjUpbCtW2WZSXhwzFnWebtw/fZdeiCEPlioEOJaZZlsLu7W9qOei6qeKtYNT3vSZJAEAQwm81WskB12rosRHjtYOanKAqYTCbq5+fg4EAdv5QSDg4OKidi3O6///u/rX3rGSjcXhenOnRNiEx5abKdTYAmk4k1jnXG3pYQ4fFiVqYoCjg6OlLHm6Yp9Ho9mE6nMBqNnAIQx7GS8Tpt8/nc2UalTSFK0xT6/b43Hqb06FTFG7fZ39+39u9rq+LFQoRZoipZcbVLKWE2m4EQolJ27u7uYDAYqKwUlTa/ybuWG8xJ3Zz0XejZDF8fvs+uQxeEyMTM6CBVMS2KAo6Pj+Hbt2+l2DQ9FyZvFaskSRqd9+vra+c+ddq6LEQm+mTcVIjSNLUur7nEx7U9ha4JEXUsvu3SNC0JkAlVukzeqobIzBjd3Nyonw/XkllRFDCbzazXWlXb58+fa2fPTNoUopubG3h6egIhhHPZCq8JytKfKU9FUcCff/4JeZ6v9O9ro/AiIYqiCKIogjAM4fr6upEQUdvxM7tcQ4QT69nZmbX2Ra/1oE7A+uTn66Pqs6l0UYjMGOj4YpokCSRJYp3km5wLk7ZjhcvH+vJhk/O+6TVEOvpEbQoMfrN3ZXKwzkWvIXL1jbiyRlS6JETUzI1vO0ofVcLk4q2EyDWZ+4RISgmHh4ewu7urVlZwya1pWx26UEOE2DI+Psx4p2kKSZLAYrFY6f/i4sLZRuHFQoS/pD99+mQVGky321568Sd1OQwFrM7yRptCpI/LVv+DbZS6FXMbXx++z65D14TIFydfPKSUcHx8bM16NDkXNt4qVnoNUZPz/l6EKE3TlZonvZj39PTUuhRrYqsHStPUWi9jZqHq0iUhoo7Ft11VH644UngLIcLjtU20PiESQsD+/n5JdP744w+4v79v3FaHLglRnYJnM95SSvjzzz/h8fFxJQOlt71JUTUuXUVRpCTnd2WIEHMCoNB2hqhu/Y+NJElWJjZfH9S6myq6JES2GOj44hFFkRq7ud0m1RA1Oe/vQYiSJKks1K1bQ4TbpWnq7NtVqE2lS0JEHYtvu6q2JsXUSNtChMfrytBU3WWmg5kf29ibtvnokhClaUoqEk/TdKWYej6fq8yS2b+vjcqrCJF+C3NbQlRnon+rGqKmQuTKWPj68H12HboiRJSsjSse3759K9W46a8mcuqiC0LU5LxvuhDhtfOSzIaOLkRJkngzGr7iWApdEiLqWJoUC78kM4S0KUS+zBDCQlTGJSXz+bzycRS2eGMtke33+v/8z/8422yF2y5eRYgAfmWJmj6HyCVEf//9t8oIFUXhfFaRj7Zvu9eXL/BYcXxVyzS+26ar+nB9dh26IETURwbUialNGtZlycw8l0IImE6nKitU97xvshCZt8zrmJmeOI6t2QtziUwIAbPZDP71r385+wZ4ef0QQHeE6HfWD/nOUR3aEiLq8fqECB87gG14TT09PTnbHh8fvW116IoQUeqHlsulWib0XXudew6RLkSYJXptISqKAs7Oztb2wYzUhyoi+vKjmdmo6sP32VS6IERVMdChxNQ2yVP2q6LNWOm1eLafkTrnfZOFKI5j67Vje4Ci7+4pLLjGeD88PFT2TV2C89EVIWq6nEhpi+PY+tDGrt5l5jpeM/NQlSEyryl9u6ZtVLoiRJjh8snOfD4nxbszQrRubOq4fgccKzocKxr8pzvodEWI1gH+0x10+E930GAhYkpwrOhwrGiwENFhIaLDQkSHhYgGCxFTgmNFh2NFg4WIDgsRHRYiOixENFiImBIcKzocKxosRHRYiOiwENFhIaLBQsSU4FjR4VjRYCGiw0JEh4WIDgsRDRYipgTHig7HigYLER0WIjosRHRYiGiwEDElOFZ0OFY0WIjosBDRYSGiw0JEg4WIKcGxosOxosFCRIeFiA4LER0WIhosREwJjhUdjhUNFiI6LER0WIjosBDRYCFiSnCs6HCsaLAQ0en1ehCcBhCc2V/PwDFEWIjosBDRYCFiSnCs6HCsaLAQ0fEJEctQGRYiOixENFiImBIcKzocKxosRHRcQsQytAoLER0WIhosREwJjhUdjhUNFiI6NiFiGbLDQkSHhYgGCxFTgmNFh2NFg4WIjilELENuWIjosBDRYCFiSnCs6HCsaLAQ0dGFiGXIDwsRHRYiGixETAmOFR2OFQ0WIjp82z0dFiI6LEQ0GgmRlBIGgwEMBgOQUgIAQFEUMB6PS+/VJYoi7/5ZlkEQBBBFUa1+25y4MA5BEEAQBJAkiWoTQkAYhhAEAYRhCEIIax/6duPxGIqieNX+fXRlktfHEgQBZFlWezu8Xsx46O/rLz2WFNqMlWssAP5rwoYQAkajkfXnjNL28PBQ69jbFqIsy9RnhmEIi8VCtRVFAZPJBIIggMFg4ByLvl0QBHB+fg7Pz88ghICtrS31/tXVVe2+fXRFiPRxmjF0bX9wcGAdc9O2KtoUIiEEbG9vq/N+eXmpzpOvzdfHx48f4fHxEQB+XjtHR0fQ6/VgMBjA/f292k9v06/FOryFEC2XSzg8PFRjyfMc+v3+yu/dL1++rIxnuVw6Y6W3hWEIt7e31v31z6byIiHS5eQlQnR3dwfHx8fqF4ltf/2XfpeFKIoiJTFCCNjd3QUhhIoZTthJkljHitvhpJYkSWm8L+2/ii4IkTmWLMusgufbTo8Ntrni4Wvz0VasqsbiuiZs2L7MUNuGw2Gjib5NIRJCwN7enprAsyyD4XCojjmOY4iiCJ6fn0v/NonjGMbjMTw9Pak+8zyH4XCoJCjLMtja2lKfRe3bRxeECM/11dUVPD8/Q5qmpRi6trddG1XXTRzHjeWxLSGSUsLOzo6KR57nsLW1Bbe3t942kzzPIY5j5/VmXjs4tvl8DuPxGB4fH0EIAfv7+9b+fbQtRBgXU+508jyHnZ0dazvGyjy/2C9K58XFBQyHQ/j+/Xtpu/l8bn2/ihcLEU5ATYUI+wrDEMIw9E5aaItdFSIpJYxGI+tkZH7zdm3r2+41+q+iC0KUZVkpM4bXlpklom4H4I6HKVV1eKtYUa8JkyRJIAgCmM1mK1mgOm1dFiITKSUcHBzAYrEo/RvAnZ0wt0OyLIPJZAJPT08A8CsjdHV1Re67ii4IkXnsrngAAKRpCr1eD6bT6cq14WsD+Dnp7e3tNbqmANoTojzPYTKZrGRzrq6u1DVhazPPYxzHkCTJyvtSSjg8PFy5du7v71famtKmEKVpCv1+X513m/CYYmMyn8+tmTAz84Px0bNEeZ7D/v6+87N9vFiIUFCqhMjVLqWE2WwGQgjn/rjv7u4uhGHYWSHyLTeYk7U5mbv60Ce81+i/ii4IkQlVWnzbJUlijYfrfQpvFSv9mH3XhMn19bVznzpt6yREaZqWMj2UiZ4qM3ompY5E+OiCEOmih1kPXQR19GvDjJmvrSgKODk5gTzP12LJTMfMClHaiqKA2WxmvR50AcI+UILMtqa0KUQ3Nzfq5821bJWmaUkkdYqigM+fP1uXwkzhtMnqn3/+CXmet79kFkURRFEEYRjC9fV1IyGitONSyP/+7/92WohQQs7Ozqw1Lfqyn2sSti19YT+v0X8VXRQiqrTYtsMaI9uSmy+jRKHtWNnGUnVNuPrZ5BoigF81MHr9C1Va9Jjiseu1QkgT2aqiC0IEUK6HwjH6qFsnlKYpJEmyNjVEOr7J3NWGkrO7u1uqfQHwCxFmoE5PT9W16Mqq+OhCDRHiy6IBuGOF2+o1VXptEQDAxcUFJEkCi8XibYQIf0l/+vTJKjQ4oVcVsfoySFhTg5/VZSHSx6XXtNhqg1xyqBcKn52dqUn7tfr30TUhoo6jajtbnVCd7IqNt4qVPhbfNeHiPQgRotcQ1RGiXq+nUvZmrRAArNTVbJIQYeYLx19VQwRQT4iklHBycmIVyTq8hRBhLFxZD1ebWfsjpYQ//vgD7u/vK4Wo3++rc5HnOWxvb3e+hgjALURVBc/L5VLF6vn5uRQrzMCdn5/Djx8/SjVEUkr4888/4fHx8W2KqlFMoihSkvPaGSJ9olsHIXLVtDSt8dG3+x39m3RJiJIkId0tR9nOFg+zYL0uXaghqlNHhbwnIdLFpG6GyFYrBPBz4jMFaZOEqMlY6ghRHMcqO7BOQoTn3SYjvjYbvmUxW4aIUqPko0tClKaptWDahV4nZC7D6W36dfWmQqRnNF5TiMzbifVXnYnsrWqIXkNY9P1+R/8mXRGi18oMIbZ4RFFU+1Z7nS4Ike+acPFehYha+Gy+rwtRkiTWbMl7Lap27eNqw+yT7Xd63Um+TSFqmhlyoUuPr6jalKVNECJXwbQLihBlWQY7OzvW66rOEuOrCBHAryxR0+cQUe5S63qGCKA8yepLGzi+qiUtc+LGOq3X6r+KLghR1a3jlO3MJTIhBEyn01qZlCrazDz6xuK6JlxsshCZt9kLIWA2m6lsT53b7vGOIOwT74pyicGm3HaPAojjf+0lM2pbFW0JkfkoB2qbDj6yASdyynWp33aP58Lsh0pXhIgidObt+MvlEj5//gyPj49qf9uSWdVnU3g1IUJZee9CZGa19AlXz6T5lnj0RwxUPZixSf8+uiBE+hKs/jLlpWo7vX7NVpvWJIOm02asfGPxXRM2NlmIAH7GCj/TfMaNnqGo82DGq6sr5/WGS2nUvn10QYgA+MGMOnEcq+vJzDz42szziI8hwOtDn6yxNsbWZj6YcZ2LqvVsj28MeOu+LR6dezDjurGp4/odcKzocKxo8J/uoNMVIVoH+E930OE/3UGDhYgpwbGiw7GiwUJEh4WIDgsRHRYiGixETAmOFR2OFQ0WIjosRHRYiOiwENFgIWJKcKzocKxosBDRYSGiw0JEh4WIBgsRU4JjRYdjRYOFiA4LER0WIjosRDRYiJgSHCs6HCsaLER0WIjosBDRYSGiwULElOBY0eFY0WAhosNCRIeFiA4LEQ0WIqYEx4oOx4oGCxEdFiI6LER0WIhorAgRv/jFL37xi1/84td7fXGGiAEAjlUdOFY0OENEp9frQXAaQHBmfz0DxxDhDBEdzhDR4CUzpgTHig7HigYLER2fELEMlWEhosNCRIOFiCnBsaLDsaLBQkTHJUQsQ6uwENFhIaLBQsSU4FjR4VjRYCGiYxMiliE7LER0WIhosBAxJThWdDhWNFiI6JhCxDLkhoWIDgsRDRYipgTHig7HigYLER1diFiG/LAQ0WEhosFCxJTgWNHhWNFgIaLDzyGiw0JEh4WIRiMhklLCYDCAwWAAUkoAACiKAsbjcem9ukRRZN0/XcUUxgAAIABJREFUy7LSMwLCMAQhBLnfNicujAMea5Ikqk0IAWEYQhAEMB6PoSiKF/Vh9qO31Y0R0rVJXggBo9HIeU35YuXqw7yefPv6aDNW+jGb55YSAx1fTCltDw8PtY69bSHKskx9ZhiGsFgsVrYRQsDBwYFzLEII2NraUj9jT09PlX0XRQGTyQSCIIDBYFA7TgDdESJ9/K4Ymtub8dTjEQQBnJ+fr4yt6jz4aFOIhBCwvb2txnJ5eanGkuc59Pt9Favb29vKvg4ODuD+/l69VxQFHB0dqWtLj5X+2ZT+bbyFEC2XSzg8PFTj1OOkv758+bJyXSyXSzXmjx8/wuPjo7VNPxe+/qnXyYuEKAgCiKIIAF4mRHd3d3B8fKx+kZj7J0nSeIIHaHfiiqJISYoQAnZ3d0EIoWKGk1WSJCp21D4Afv5Ctu2H/WdZpvpvci66JEQ28TbxxYraR5ZlnY6V7RrQj7cqBjq+eFS1DYfDRhN9m0IkhIC9vT01gWdZBsPhsHTMVWPBdpyU0jSFKIpgsVh4+47jGKIogufn59K/69AFIcLxX11dqfGbMTSJ43glnnEcK5k0z4v+OU3lsS0hklLCzs6Oikee57C1tQW3t7cr48rzHIbDYUl2TOI4XtkGY/X4+AhCCNjf34fb29uVz8Zz4evfRttChMc9GAycx5rnOezs7Ky04776z18cx/Djxw/VpkvQ9vY23N7ervzcYP/fv38nH/eLhQhFpakQYV9hGEIYhiv7v0bmqa2JS0oJo9HIOhmZ37xd2/r6APg5+VGyIFX9uOiKECVJAkEQwGw2c2YsqsZI7UMXyTq8Vaz0cdc5z7541GnrshCZSCnh4OBATVhpmkKv1/OOxcxamH3Y+ja3aZr56IIQUceP5HkOe3t7pXhW7YPnYTqdNrqmANoTojzPYTKZqCwFZnNQUnSklHB4eEiKFYqAbx8zm1TVv4s2hShNU+j3++rc2oTIFBsdM7OEY769vYUsy0jnQkoJHz58sPbv48VChFmiKnFxtUspYTabgRDC2a5/VhiG8Pfff5MHCNDuN3nqUoRrIvP1URQFTKdT6+SH8cWJPcsy77Kci64I0fX1tcp4NFneofaRJEmjOAG8Xaz0Y66KgY4vHnXa1kmI0jQtLXnpY3EJC1UI9L7rSoSLLggRLnXpGZHJZKJiaG57cnICeZ6Xxl8lhJTzUMVb1RCZWRudNE1LE7aOGSuc8G1LaPo++oRvyhmVNoXo5uZG/UzoYqPji5NPiGwCahOfi4uLRnF6kRBFUQRRFEEYhnB9fd1IiKrasS7mH//4BxRFoT6vizVEKCFnZ2dK4FBQbEtaeju1j9FoBLu7u5W1JOs2ybvwTfi+WFH6MCWyLm3HCn8W9PNOjYHZzybXEAH8qoFpUkOkLxkB/Mpm4P9tfW+SEAGU6390oTRJ0xSSJFkZP07cZ2dn6vzbBGIdhcg2mWOdj6/GB2O1WCxKAoSxOj09VbHSJ3i9vsisp6HShRoixJdhA1jNHmHGyZbtsYkP9l83OwTwCkKEv6Q/ffpkFRqc+KuKWKlLY1hcWqcAtk0h0o8ty7LS5KUXPZ+dnVknY18fZn2IlBImkwlIKa01Sl2ui6FSJUS+eFf1USe7YuOtYqXXEFFjoPMehAix1RAB1CuqPj09hfF4rITI1vcmCZGthsoWQyklnJycWDNkeZ5Dr9dTfWDdjRmPdROiqhoeVw2RLVZmsbEZK72GyDwXXa8hAnALket9cxssnP7rr79KGUvk4uIChsPhSo0QpX8XLxYigJ91LSg5r50hMum6EOmZGV8GwrVk1rSPTashQigZoqpYufrwFbZT6EINUZ3rBXlPQuQSkzoTMaWGaJOEiDqWOI7VJOXKEGFmyVyGc31WHdoWojRNlai4cNX42GJlZohsdTHrWEOEuMREL5KmYFsyu7i4cBZTX1xc1Opf51WESM98vGchMicT3+REzVqwENEn77pC5CpQp9IFIapzvSAsRPUmYte277moGrNItsy/PpFjH+suRNTMjE1YMMtji9Xl5eWK9Gy6EM3nc+sjGKj94Llw3T2G/b+ZEAH8yhI1vRvMJUS6AGENUd3PaPu2e335Ao/VFBSsv6rTh3m7tRACptMpFEWh4veelswA3LGq6uOl9UMA7WYeXecdgBYDnU0WInOJTAgBs9lspQamqoZIFwC8hb6q70257R7lJUkS8m33tnjGcaz6wKWkukuXPtoSItsjAxBzicx1vZn9mUXUtljd398rOdqUJbOq+iGA1YzQfD6HKIrgx48fsFwu1SMJbPu/pH4I4BWFCLNEry1EAABfv35VGaiuZz3Mh+TpE67+cL06D2bU+9BrslwF6LaCayrrJkS+WPn6aJpB02kzVr7zTomBziYLEcDPWOFnup5xUzUR6w9g1IuKscDa1reeNeEHM64+mHFdi6rjOFbn3MzuoKTo10SVrNiEyHwwoz6hY8E2not1fTAjgP+OMR39IYt6Ifl8PveeC2r/LvhPdzAlOFZ0OFY0+E930OmKEK0D/Kc76PCf7qDBQsSU4FjR4VjRYCGiw0JEh4WIDgsRDRYipgTHig7HigYLER0WIjosRHRYiGiwEDElOFZ0OFY0WIjosBDRYSGiw0JEg4WIKcGxosOxosFCRIeFiA4LER0WIhosREwJjhUdjhUNFiI6LER0WIjosBDRYCFiSnCs6HCsaLAQ0WEhosNCRIeFiAYLEVOCY0WHY0WDhYgOCxEdFiI6LEQ0WIiYEhwrOhwrGixEdFiI6LAQ0WEhosFCxJTgWNHhWNFgIaLT6/UgOA0gOLO/noFjiLAQ0WEhosFCxJTgWNHhWNFgIaLjEyKWoTIsRHRYiGiwEDElOFZ0OFY0WIjouISIZWgVFiI6LEQ0WIiYEhwrOhwrGixEdGxCxDJkh4WIDgsRDRYipgTHig7HigYLER1TiFiG3LAQ0WEhosFCxJTgWNHhWNFgIaKjCxHLkB8WIjosRDRYiJgSHCs6HCsaLER0+LZ7OixEdFiIaDQSIiklDAYDGAwGIKUEAICiKGA8Hpfeq0sURdb9i6KA4+NjCIIAwjCEr1+/1uq3rYkryzIIgmDllSQJAPyKURAE3jjp/YRhCEII1SaEgDAMVft4PIaiKCrbqKzbJK+P2Ryv3uaLo9lGpc1Y+a4J/brSrzcXQggYjUbW64/S9vDwUOvY2xaiLMvUZ4ZhCIvFgtSmI4SAra0tFdOrqyvr++PxGJ6enirbqHRFiPSxUOPk2k4IAQcHB6XrJs9z0nnw0aYQCSFge3tbndvLy8uV84TjvL+/r+zLtZ2tLc9z6Pf7Kla3t7e1j/8thGi5XMLh4WFpLMvlUsURx2K73vXt9HjrsdBfX758gR8/fjj3o/IiIQqCAKIoAoCXCdHd3Z0SHnN/7BcnO5SmOhPYW03yWZaVxhNFkYqX/m8dIQTs7u6q8Zl9ZFlm3a+qjco6CRFehygASZKo8WNblmWqDePoa6tDW7GquiaiKFI/H+a2JrYvM9S24XAIg8Gg00IkhIC9vT01wWZZBsPhEB4eHrxtOjhWlKAsy2BrawsWi4X6GbONxddGpQtCpI//+fkZ0jStjJNrO9t1Y56HPM+t/VfRlhBJKWFnZ0eNM89z2NraWhGTOI5hOBxWCpFvO7NNCAH7+/vqszBWVZ9h0rYQYcwGg4E6VnwPJQWvF3Ms5nZ5nsP29rZVnvI8h52dHfj+/TtIKeHDhw8r+/373/8m/0y9WIjw22pTIcK+wjCEMAxX9sdv8lXfen28xSRvTrpSShiNRmqi8n0TN/vR94uiyBkLXxuVdRIiM4Z6rJq21eGtYqUfb51jT5IEgiCA2Wy2cu3VaeuyEJlIKeHg4MCagXC1ZVlWyu4URQGTyQSurq7Uz5htLHEcO9uodEGIzIyOK05V26VpCr1eD6bTqfe68Z0jH20JUZ7nMJlM4PHxEQB+Xg9HR0dKkHCbvb09GI1GXlnxbUfpQ0oJh4eHtWPVphClaQr9fl+ddxyLmTHCsZiiQ4k37m8KkG2/OlmiFwsRZomqhMjVLqWE2WwGQghrOy4VoFg04S0mriRJVpazmkzCej9FUcB0OrXu42urw6YIEV5veN3gJIdxdLXV4a1ipV8TVLEGALi+vnbuU6dtnYQoTVPn0pWvTQezHP/v//0/mE6n1smoKAqYzWaNln50uiBEugDqE40Zp6rt9OvGXDLTSdPU2n8Vb1VDZGaMiqKAk5MTyPPcu2Tm247aB8YKJ30qbQrRzc0NPD09gRCiJECm2JgC48LMGCEXFxfe/U1hovAiIcJlnzAM4fr6upEQVbUnSQJhGMJsNlMZqbpy1PbEZU64APWFCDNjer0I7rO7u7tSS+Jrq8M6CZFt6UuXZ722xhQeXxuVtmNluyZQ5s7OztQXlKqfj02vIQL4Vdtiq0/xtdlAcfq///s/ODg4KP2M4f6Y5bC11aELQgTwS3aqaqEo27mEqO55MHkrITKlJE1TSJIEFotFpcy4tqvqA2uY1r2GCKWo1+vBx48fSWJnk0BX1kinSphsvFiI8Jf0p0+fnEJjKzQ2iz99QqRnoVDAulxDZJtUmmaI9HoRsz5ESgmTyaSyrQ7rJEQA5eLos7MzJaK2+iKzhsjWVocu1KZhBhXHkmVZ5c/HexAixFUnVNWG6HUxZu2LlBKOjo4q2+rQBSHCjNj5+Tmphqhqu6oMUddriHTMuhcpJZycnKiMiEuIfNtR+wBYnxoiAPsS2c7Ozsr14huLaxubbOlcXFzAcDiE79+/1zrmFwsRwM/aFZSc184QmUtmTZbQ2p649OJepKkQ+bZr2uZj3YRI5z3WEJnLfbbspMl7EqImNURImqaqmPq1+3bRBSF6rRoi13YmXa8hQvB60DM0cRyrLIVPZnzbUfsAWI8aIsSUFmoNEZKmqbOY+uLiAuI4tp7/i4uL2sXUyKsIkf4t/bWFCPteJyGyFTe/VlH1a7T5WGch0mP6XoTIHAsLUZmm0uLKdrxG3z5YiOi0KUS2TAVmPGyrH3rdim+7f/7znzAcDiv70D/zPQhRVfZoPp/D+fn5yvlvmhlCXkWIAH5liZo+h8glRPj+uiyZ+SYkym335i3VQgiYTqdQFEXjtjqskxCZIqPHFM+DbVnM11aHtmJVdW51ATe3tbHJQmQugwkhYDabwdPTk7dNx1z+es2+q+iCEGFdEN4x55JD6namEJlLZE1j1ZYQua4H23av/Rwic4kMY9XlomrEFCCs+6laMlsul+pRA7afBVf9UNV+FF5NiDCT89pChJ83Go3Woqi6KmuDd+f54qTXXflqsuq0UVknIQIoP7Bwkx/M6Du35oMZ33tRdZIk6jPN5ybhreC2NiSOY+s39qurqxf3XUUXhAjg9z+Y8TVi1ZYQxXGsjtWXwfkdQgSwGqu69UMA3RAifK/qwYzz+dwbb1dmqWo/CvynO5gSHCs6HCsa/Kc76HRFiNYB/tMddPhPd9BgIWJKcKzocKxosBDRYSGiw0JEh4WIBgsRU4JjRYdjRYOFiA4LER0WIjosRDRYiJgSHCs6HCsaLER0WIjosBDRYSGiwULElOBY0eFY0WAhosNCRIeFiA4LEQ0WIqYEx4oOx4oGCxEdFiI6LER0WIhosBAxJThWdDhWNFiI6LAQ0WEhosNCRIOFiCnBsaLDsaLBQkSHhYgOCxEdFiIaLERMCY4VHY4VDRYiOixEdFiI6LAQ0WAhYkpwrOhwrGiwENHp9XoQnAYQnK2+noHjp8NCRIeFiAYLEVOCY0WHY0WDhYiOS4hYhlZhIaLDQkSDhYgpwbGiw7GiwUJExyZELEN2WIjosBDRYCFiSnCs6HCsaLAQ0TGFiGXIDQsRHRYiGixETAmOFR2OFQ0WIjq6ELEM+WEhosNCRIOFiCnBsaLDsaLBQkQHhYhlqBoWIjosRDRYiJgSHCs6HCsaLER0+LZ7OixEdFiIaDQSIiklDAYDGAwGIKUEAICiKGA8Hpfeq0sURSv7J0kCQRCsvLIsI/fb1sSVZZn1WJMkKW0nhIDRaOSME8YyCIKVeAghIAxD1fd4PIaiKFbawjAEIUTtMazbJK/H3ByzL1a+GFNpM1a+cepjsV1vJr7rj9L28PBQ69jbFqIsy9RnhmEIi8ViZRshBBwcHDjHIoSAra2t0rXz9PRUeh/fs+3j+twquiJEvnG6tjfjWRQFTCYTFcPz83M1tteIVZtCJISA7e1tNZbLy8vSWPS2jx8/wuPjo7evg4MDuL+/r91/Vd8u3kKIlsslHB4elsa5XC7VWMIwhNvbW+v1XhQFHB0dqZ/jL1++qO30PsxY6fsNBgP4/v17rWN+kRAFQQBRFKkDaSpEd3d3cHx8XDk5Nf2Mt5rksyxbOVabTJpEUaTiqv8b+9T/b/aLopgkSaNzsU5CJISA3d1dJQdmvF2xAvDHmEpbsaoaZxRFSvbMbU18119V23A4hMFg0GkhEkLA3t6emmCzLIPhcLhyzHEce8eC145+zBgDnNjTNFXbYNvV1RUAAKRpav3cKrogRL5x+rY34xnHcUkk8bzoscL+m8SqLSGSUsLOzo463jzPYWtrC25vbwEAIM9ziOOYfN7iOIbhcKhEwdc/tpnnou642xYiPO7BYLAyThQYPO+6MCHz+RzG4zE8Pj6CEAL29/dL8cA+8jyH7e1tJVbz+VzFR/83lRcLEX5bbSor2FcYhhCGoXd/zBbVyQ4BvM0kbwoKwK/jn81mzm/hUkoYjUZqQjO/sUdRZM0AmNuZ/VBZJyEyMcfsilVVjKm8Vaz0469znn3XX522LguRiZQSDg4OShmILMtgb2/PO5Y4jiFJktIxm1kQvW9fWx26IER1xpKmKfR6PZhOp6V4+vZ5rVi1JUR5nsNkMlGZGcxCoMDYrhVfX3jtoQj4+jezSVJKODw8rB2rNoUoTVPo9/vqmsBjNzNGOBYzS+R6H8Afq4eHh9J+tgxVFS8WIswSVQmRq11KCbPZDIQQ3v3xM/VlDypvMXElSbJyrNfX1+pbPHXJQp/wiqKA6XRqnfwwvihgWZatTaxeCz3mvlituzzq46wjc77rr07bOglRmqalJZ+iKODk5AS+ffvmXDIrigJms9nKpOObyHF5CDNEWZbBZDKpXGoyWTch0q8NfR/fkqQeK/yW3yRWb1VDpGd0np6erNeKDbz28jxfWTJz9b+OQnRzc6OygrqQmCJpyg1SR2SklPDhwwe4vLxc+TyfWLl4kRDhUkMYhnB9fd1IiKjtWENRVR9ho+2Jy5QTk6ZChP/e3d2trCVpIkMA6ylEWCukx8MXq3UVIts4UXzPzs7I9XWbXkME8KtGxaxPSdMUkiTxTtgoAPq1Yy71YF+9Xk/9X6+ZodTd2OiCENmWtHCcrmMz44mT3dnZmTr/+v6vEau3EqI0TdVEjpOufq3gUpptvyRJYLFYeIXI7F9fTsNzodfNUOhKDZFe4+Oqh8Jr5/T0FPr9/kqdkM7FxYWKVSeECH9Jf/r0ySo0rqJoU26qhAjFax0Khau+tTcVIrM+REoJk8kEpJTqnGBM30MNkYleW+OL1boKEaKP0/yikGVZ5c/JexAiRK8hklLCycmJ+vbqEiKzDklKCUdHR/Dw8FAqBj49PYXxeAxXV1fWupt1rSECAOc46whRr9dT8cC6GF0sXxqrtxAis+7Fd63o2K49mxDZ6mr0ourT09NSdo1KF4TIVg9lqyHK8xz6/b4qpDbrhJCLiwsYDoeqcJq6JOfjxUIE8FNWUHJ+R4boJctlAO1PXEmSeIt0mwqRiSlL6zzJvwbvJVb68ZpLo1XZSYD3JUT6ck8URSouVXeZufpwvb9JNUQmlLG4MkT6UiVO5OtWQ4SkaVoqprbhWtKK41hJjEuIXtJ/FV0QIqqwVNVsAfyUIVOSOiNE+u3Nv0OIsP8mdwIBtD9xuYp5Ed+kU6fgd5Mm+deAKkSbVFRtHjsLURmcbPM8h+FwaM1U45JXVR++mqJNFiKKPFbVEK27EPnuiNKxCQtmRmzXHuWOKx1fdsnHOgmRuZ0pRBgr85Z6s7/Wi6p1QcEsUdNnuviE6CX1QwDtTlwvnZAA3LeEm7dbCyFgOp2qIuLxePyulsx88fC1AazXbfeUsehLZlXnfZOFyLzNXggBs9lspUbFN8m7+vi///u/0sQdx7G6HR0nfLzbaJ2XzExB0cfpwhZP/e4rFNKHhwcVq3VZMjOXxXRwXPoSmu16M/vTpUaIX7eVm5iC1eRWcoBuCBGKTdWSGcDPcerLrTs7O3B/f1+Kle16fNPb7vVJBLM4712IKJmZKiHC+NoEU6/J8j20cV3qrV6KLx6+Nl+MqbQZK99YzAczvvei6iRJ1Ge6njVUlfXA4lWzD/2hj5v8YEbfOG3Y4mk+mFFf8niNWLUlRHEcq1i4sjv6tVI3y1PVP9bUBMH7fTAjxmI+n3tjJeXPu87wXLTyYMZ1Y1PH9TvgWNHhWNHgP91BpytCtA7wn+6gw3+6gwYLEVOCY0WHY0WDhYgOCxEdFiI6LEQ0WIiYEhwrOhwrGixEdFiI6LAQ0WEhosFCxJTgWNHhWNFgIaLDQkSHhYgOCxENFiKmBMeKDseKBgsRHRYiOixEdFiIaLAQMSU4VnQ4VjRYiOiwENFhIaLDQkSDhYgpwbGiw7GiwUJEh4WIDgsRHRYiGixETAmOFR2OFQ0WIjosRHRYiOiwENFYESJ+8Ytf/OIXv/jFr/f64gwRAwAcqzpwrGhwhogOZ4jocIaIDmeIaPCSGVOCY0WHY0WDhYgOCxEdFiI6LEQ0WIiYEhwrOhwrGixEdFiI6LAQ0WEhosFCxJTgWNHhWNFgIaLDQkSHhYgOCxENFiKmBMeKDseKBgsRHRYiOixEdFiIaLAQMSU4VnQ4VjRYiOiwENFhIaLDQkSDhYgpwbGiw7GiwUJEh4WIDgsRHRYiGrWFKIoi5737URT99gMuigLG4zEMBgOQUpL2qTtxCSFgNBpV9m9ul2WZNS5JkpSO3Xzf1m8YhhAEAYRhCEKI2m1BEMB4PIaiKGqNvc1JXj9e81ipsfJtR22rcy3pvHasfMfrO7fUsfi2q2qbTCaq7eHhoda4focQZVmm+g3DEBaLhWoTQsDW1paK09PTk7XN3A/xjVffPwgCuLq6craZn03hdwmREAIODg5KY6kzzqqxmP3nea7Oj/46Pz8vnTuzrc7YX1uIhBCwvb2tjufy8lIdj9728eNHeHx8JO3n69/sB7c5ODiA+/t7635hGMLt7W3tsb22EC2XS+eY9TZzjL79fP3bYrVcLuHw8LAUK32/MAzh3//+d61rqnGGCH+BNpl0db59+wYXFxe1P/d3CZGUEgaDQWX/lO2yLCu1R1Gk4iWEgN3d3ZLQ6P1mWQYAAEmSqD58bfh5L5XStoQIx4KTfpIkpWOnxKpqu6o2/Dz933V47Vj5jtd3bqlj8W3XtI3CawuREAL29vaUzGRZBsPhEB4eHkBKCcPhEJIkgefnZ0jTFKIogufnZ9WGEpOmqVXw4jhW++j/NvfPsgy2trZKx4HbNuV3CBEetzlW1zgBfo4ljmPyscRx7JXlPM/VOarT5uM1hUhKCTs7O3B1dQXPz8+Q5zlsbW3B7e2takNhM68p1362cVbFNI5jGA6HapI3+0/TtNRO5TWFCI8JZSbPc9je3nbGKo5j+PHjh3c/MyYYK9/5nc/nMBwO4fv37+q4Pnz4oPq/uLgotVN4UyHCb711fsH+TiFKkgSCIIDZbObNEFG2M+VFSgmj0cg6qeuYWSd9P18bwM/JypVJodKWEPnGQo2Vb7s6bdSMoMlrxqpqzK5zSx2LbztXGwrGwcGBtY3K714yw2NcLBYrmQpqm60vgHLmI8symEwmKlOCGRYUpDiOlYg15bWFKE1T6PV6MJ1OS+fNN06AemPJ8xz29vac14UukmZ/vrYqXlOI8jxfObdHR0dwdXW1krWRUsLh4SEsFgt1TWD2Qt/PHE9VTPU44mf5PrsOrylEGCvbmIUQpawNHu/t7W2tWM3nc2/GMM9z2N/fL8XKzBjpn029tn6rEN3d3cHx8bFKe02nU7i7uyvtj20oOPgLF983J4nfKUTX19fq27lvgqRslyRJKTbUSRfHhyKVZZnqp6ptOp1WSkQVXRCipkuWTduoAmbymrHyHa/v3FLH0lS0TQEyBYnC7xYi/Fl7enrySg8KjPnzYy6pVUkTok/mRVHAbDarPVGZvLYQ6b+r9HFVxYk6lqIo4OTkBPI8X1mSQ9I0LckGta2K31lDpGdm6kiJmdFBqmJqxhE/y5QGU0ao/M4aIj3z4xMimwzrGSOkKAr4/PmzU2SKooA///wT8jwvfZYtVkdHR7Vi9duESF9Suru7g7u7uxWRMTNEuE8URVAUhfq/rV6iizVEiCkuAL9++Z6dnSnZ09tt+1fV1uhtOInt7u5a64uotL1kpi//YUyosfJt52vrohD5jtd3bt+zEGGdi14LZFsW6/V66v963YytLqaOEKVpqvrA7fRz1ESO2qoh8o2zzljSNIUkSaw1SgDlLJo5Ll8bhd8pRChqj4+P1mWrXq9nrX/R99NBMdBjqi+rYRwXi8VKDRFO9L1ez1pLQ+F3CpEtVhibNE2h3++/Sqxwfz1WZg3RS2P124QIC4z1NL/5nmvJ7Pr6Gv7rv/5LBUSXn3UQItv75tizLLNKi622xqwhsrWZNSdSSphMJm+6DFSFXih8dnamJJIaK992vrauCpHveF3n9j0LEaLXEAGUC4JPT0/VdWWrL7IVE1OECGs59M/U65qklHB0dNSoAP2thYg6FiklnJycWDNzrs+ltlH4XUJkq9PRC5tPT0+tIuer7xFCwP7+vpIgKSX88ccfcH9/b42jWUOk1+S8dQ2Rju149MLmv/76q3aslsulihXWaemx+vPPP+Hx8dGajfrw4QOcn5/xTcRVAAADYElEQVTDjx8/ulVDpH/jR6qECH8Rh+H/b++MbhOGgTBcsUJHIDMFnkheWIA5gGVgjgzAKghdn0zPh33+kwJyyv9JJ5U6ieJLpXy1z+ZbjsejDMPwULg8ByGyBcIi8fSWSHoUKXXNMTVEmhpe8mPQ94vmyjvOa6tViJA+i0z7m/jPQlSa1hpTQ4QcczgcomLqsffkUYMQWXJtXdfdX3Q5udEFyBavDeEVQhSerbeSKzVlhpyXu0YqjzXXEAV0n3PPMDVlhpyXu4bOla0ZqrqGaMoIUWjXUwVznDJLFcDaYylEMbpvU3PlSY9us7lBn7fllTVEqBChffGOy7XNsajaol/UiATY39lz7MjQlHvyeJcQlfqpyeVpuVw+LJ0PWxGEPniFxH8tQn+2EKGjL1ZSpozahJd1WGGXymOoyalRiNA+W0n5S65Op5M0TePmqlohCjLj1RCFY6wQhc9hlGlOI0Tei0yLkl2Sb89PTYt5bfZ6wzBI27bV7kNkX8Kppd6lXJWOK7XVuOw+db+lZ/tpy+5TU2Rt20a1POGFoZeTh5oVb8rMnqN/tlNJpXtarVZV70OU6+eUvqSu/8r6IZHnCpH3bK2EoH8TmiA+euQnlVMrQKEmpqYpMzulpbES0ve9bDYbud1u7nma8/ksTdNEIz/r9bq4D5HOVXVTZiL+KrPAbre7S8/lcrl/DivMttttVD9SuxB5IzN2ZV2uqFrX1ozZmDEIpJXIMbxzhEhvZFnamBEpQLfHeW1BxmvKlXe/3rNF++IdV2oL/8XWsjHjfr+/X9fek974b8rGjLn+dl2XHRER+S3gnponkfcKkfdcx/Yld/2x03BjeKYQdV2X3CxS75mzWCzk6yveJLB0nsbmNFdrVPvGjH3fT8pV6TxNKMb2clXVxoxz4r/26xUwVzjMFQa/ugOHX92Bw6/uwOFXd2BQiEgEc4XDXGFQiHAoRDgUIhwKEQaFiEQwVzjMFQaFCIdChEMhwqEQYVCISARzhcNcYVCIcChEOBQiHAoRBoWIRDBXOMwVBoUIh0KEQyHCoRBhUIhIBHOFw1xhUIhwKEQ4FCIcChEGhYhEMFc4zBUGhQiHQoRDIcKhEGE8CBGDwWAwGAzGpwaFiMFgMBgMxsfH9XoVjv8TQggh5OP5AR/IQdLoD7r9AAAAAElFTkSuQmCC)
Ainsi, il apparait que l’usufruitier sans investir de fonds propres réalisera un gain de trésorerie après IS de 293 K€, ce qui constituera le bénéfice de l’opération. Ce bénéfice pourrait être distribué au nu-propriétaire, actionnaire de l’usufruitier.
De son côté, le nu-propriétaire deviendra plein propriétaire du bien immobilier à l’échéance du démembrement en n’ayant payé que le prix de la nue-propriété 350 K€ sans supporter de fiscalité et pourra le revendre en bénéficiant de la fiscalité de la plus-value des particuliers avec l’abattement pour durée de détention calculé d’après la date et le prix d’acquisition de la nue-propriété.
Afin de pouvoir procéder aux comparaisons avec les exemples précédents, il sera considéré que le nu-propriétaire finance l’acquisition de la nue-propriété avec un apport personnel de 200 K€. Ce dernier devant emprunter 188 K€ compte tenu des frais d’acquisition et donc faire face à des remboursements bancaires sans avoir de revenus correspondants, ce qui l’obligera à consentir un effort d’épargne, mais qui sera compensé en partie par les dividendes distribués par l’usufruitier provenant des bénéfices générés par la détention de l’usufruit.
En cas de revente au prix de 1 196 K€, la 19ème année, aucune imposition sur la plus-value ne sera due compte tenu du forfait d’acquisition de 7,5% et du forfait pour travaux de 15%, le nu-propriétaire aura réalisé un TRI de 7,61% sans tenir compte des dividendes.
Le détail des conséquences financières pour le nu-propriétaire est le suivant :
![](data:image/png;base64,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)
Il apparait donc que l’imposition totale supportée par l’usufruitier et le nu-propriétaire est de 193 K€, contre 584 K€ dans le cadre d’une SCI à l’IR et 550 K€ d’une imposition à l’IS. Le net disponible est de 1 187 K€.
Le demembrement de propriété est donc avantageux fiscalement, si bien qu’en 2012 le législateur, dans le cadre d’une disposition anti abus (art 13.5 du CGI) a prévu que la cession d’un usufruit temporaire, lorsque le contribuable relève de la fiscalité des particuliers, entraine une imposition au taux progressif de l’IR sur le prix de vente, ce qui implique que les acquisitions en démembrement ne peuvent être effectuées qu’auprès de société relevant de l’IS. Pour plus de détail sur la disposition, nous vous invitons à consulter notre article « Quel avenir pour le démembrement temporaire de propriété ? ». Il est toutefois possible, sous certaines conditions, de bénéficier des avantages fiscaux de l’acquisition en démembrement en ayant recours au démembrement de parts sociales de SCI.
Il est à noter que par rapport à une SCI à l’IS, le démembrement de propriété nécessite un apport personnel ou un effort d’épargne pendant la durée du prêt, ce qui peut être un obstacle à la formule.
Demembrement de parts de SCI
Dans cette hypothèse, le démembrement ne porte pas sur le bien immobilier lui-même mais sur les parts sociales de la SCI, qui aura acquis le bien en pleine propriété. Cette formule s’impose lorsque le vendeur relève de la fiscalité des particuliers et refuse donc de vendre la nue-propriété d’une part et l’usufruit temporaire d’autre part, afin d’éviter de tomber sous le coup de l’article 13.5 du CGI.
Les modalités du démembrement de parts de SCI sont diverses et selon les modalités retenues, le gain fiscal est plus ou moins important. Pour notre part, les schémas que nous proposons évitent les écueils mentionnés dans nos articles "Notre intervention dans les schémas fiscaux d’acquisition immobilières" et "Démembrement de SCI, les problématiques en suspens".
Nous refusons de proposer des schémas, tels qu’ils sont parfois proposés, qui peuvent conduire à des redressements fiscaux au titre de la valorisation de l’usufruit, de l’imposition de nu-propriétaire sur une partie des revenus fonciers de la SCI ou d’un avantage occulte et dans les cas extrêmes de l’abus de droit.
Malgré le surcoût fiscal afin de sécuriser les schémas le démembrement de parts de SCI que nous proposons, ils restent toutefois nettement plus intéressants que les schémas d’acquisition à travers une SCI non démembrée.
En reprenant notre exemple avec un apport de 200 K€ par le nu-propriétaire et une cession du bien immobilier à l’expiration du démembrement de 18 ans au prix de 1 196 K€, l’imposition totale supportée par l’usufruitier et le nu-propriétaire est de 172 K€ contre 193 K€ dans le cadre d’un démembrement direct. Le net disponible est de 1 208 K€ contre 1 187K€.
Ces chiffres sont à comparer aux schémas d’une acquisition à travers une société à l’IS ou une SCI à l’IR, où ils sont respectivement de 550 K€ et 584 K€ pour l’imposition et de 830 K€ et 796 K€ pour le net disponible.
Pour plus de précision sur le schéma de démembrement de parts sociales de SCI, nous vous invitons à vous reporter sur notre article « Le démembrement de propriété de parts sociales de SCI ».
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