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<!--English disclaimer below.-->
<!--
Nutzungsrechte 
ZUGFeRD Datenformat Version 2.5.0, 30.06.2026
Beispiel Version 30.06.2026
 
Zweck des Forums elektronische Rechnung Deutschland FeRD, welches am 31. März 2010 unter der Arbeitsgemeinschaft für 
wirtschaftliche Verwaltung e. V. gegründet wurde, ist u. a. die Schaffung und Spezifizierung eines offenen Datenformats 
für strukturierten elektronischen Datenaustausch auf der Grundlage offener und nicht diskriminierender, standardisierter 
Technologien („ZUGFeRD Datenformat“).
 
Das ZUGFeRD Datenformat wird nach Maßgabe des FeRD sowohl Unternehmen als auch der öffentlichen Verwaltung 
frei zugänglich gemacht. Hierfür bietet FeRD allen Unternehmen und Organisationen der öffentlichen Verwaltung eine 
Lizenz für die Nutzung des urheberrechtlich geschützten ZUGFeRD-Datenformats zu fairen, sachgerechten und nicht 
diskriminierenden Bedingungen an.
 
Die Spezifikation des FeRD zur Implementierung des ZUGFeRD Datenformats ist in ihrer jeweils geltenden Fassung 
abrufbar unter www.ferd-net.de.
 
Im Einzelnen schließt die Nutzungsgewährung ein: 
================================================
 
FeRD räumt eine Lizenz für die Nutzung des urheberrechtlich geschützten ZUGFeRD Datenformats in der jeweils 
geltenden und akzeptierten Fassung (www.ferd-net.de) ein. 
Die Lizenz beinhaltet ein unwiderrufliches Nutzungsrecht einschließlich des Rechts der Weiterentwicklung, 
Weiterbearbeitung und Verbindung mit anderen Produkten.
Die Lizenz gilt insbesondere für die Entwicklung, die Gestaltung, die Herstellung, den Verkauf, die Nutzung oder 
anderweitige Verwendung des ZUGFeRD Datenformats für Hardware- und/oder Softwareprodukte sowie sonstige 
Anwendungen und Dienste. 
Diese Lizenz schließt nicht die wesentlichen Patente der Mitglieder von FeRD ein. Als wesentliche Patente sind Patente 
und Patentanmeldungen weltweit zu verstehen, die einen oder mehrere Patentansprüche beinhalten, bei denen es sich um 
notwendige Ansprüche handelt. Notwendige Ansprüche sind lediglich jene Ansprüche der Wesentlichen Patente, die durch 
die Implementierung des ZUGFeRD Datenformats notwendigerweise verletzt würden. 
Der Lizenznehmer ist berechtigt, seinen jeweiligen Konzerngesellschaften ein unbefristetes, weltweites, nicht übertragbares, 
unwiderrufliches Nutzungsrecht einschließlich des Rechts der Weiterentwicklung, Weiterbearbeitung und Verbindung mit 
anderen Produkten einzuräumen. 
 
Die Lizenz wird kostenfrei zur Verfügung gestellt. 
 
Außer im Falle vorsätzlichen Verschuldens oder grober Fahrlässigkeit haftet FeRD weder für Nutzungsausfall, entgangenen 
Gewinn, Datenverlust, Kommunikationsverlust, Einnahmeausfall, Vertragseinbußen, Geschäftsausfall oder für Kosten, 
Schäden, Verluste oder Haftpflichten im Zusammenhang mit einer Unterbrechung der Geschäftstätigkeit, noch für konkrete, 
beiläufig entstandene, mittelbare Schäden, Straf- oder Folgeschäden und zwar auch dann nicht, wenn die Möglichkeit der 
Kosten, Verluste bzw. Schäden hätte normalerweise vorhergesehen werden können.
-->
<!--
Right of use 
ZUGFeRD Data format version 2.5.0, June 30th, 2026
 
The purpose of the Forum elektronische Rechnung Deutschland (FeRD), which was founded on March 31, 2010 under the 
umbrella of Arbeitsgemeinschaft für wirtschaftliche Verwaltung e. V., is, among other things, to create and specify an 
open data format for structured electronic data exchange on the basis of open and non discriminatory, standardised 
technologies ("ZUGFeRD data format").
 
The ZUGFeRD data format is used by both companies and public administration according to the FeRD 
made freely accessible. For this purpose FeRD offers all companies and organisations of the public administration a 
License to use the copyrighted ZUGFeRD data format in a fair, appropriate and non 
discriminatory conditions.
 
The specification of the FeRD for the implementation of the ZUGFeRD data format is, in its currently valid version 
available at www.ferd-net.de.
 
In detail, the grant of use includes 
=====================================
 
FeRD grants a license for the use of the copyrighted ZUGFeRD data format in the respective 
valid and accepted version (www.ferd-net.de). 
The license includes an irrevocable right of use including the right of further development, 
Further processing and connection with other products.
The license applies in particular to the development, design, production, sale, use or 
other use of the ZUGFeRD data format for hardware and/or software products and other 
applications and services. 
This license does not include the essential patents of the members of FeRD. The essential patents are patents 
and patent applications worldwide which contain one or more claims that are 
necessary claims. Necessary claims are only those claims of the essential patents which are 
the implementation of the ZUGFeRD data format would necessarily be violated. 
The Licensee is entitled to provide its respective group companies with an unlimited, worldwide, non-transferable, 
irrevocable right of use including the right of further development, further processing and connection with 
other products. 
 
The license is provided free of charge. 
 
Except in the case of intentional fault or gross negligence, FeRD is not liable for loss of use, loss of 
Profit, loss of data, loss of communication, loss of revenue, loss of contracts, loss of business or for costs 
damages, losses or liabilities in connection with an interruption of business, nor for concrete, 
incidental, indirect, punitive or consequential damages, even if the possibility of 
costs, losses or damages could normally have been foreseen.
-->
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dekm8Fk3WW9H3TawmiL5YRZ6KMoh/uU26eX3sfRmPlqGrauXvq1mH22sSmWv5f2mGu7/24LHvtOt8ynjqiPc1XKxd72zDy5qeg660wMlkxuMv//HlbLyaLVmbrONMVkfOFcdbHiYkNV/mPU8MWM1flbvmQ0XdJ60OqmrFyB0PVhRuKCn53mJpOSaUfiQvBymUknKxl6MqtveAy9d5vBpvk9IfZ2uxZmniiP24QhM+qV5koihJ7Hbjows2iZvCZtKKLemma9Oems7zztMdpe6jFlrH8yAe9QxnMx0vWytOqcV3CR/piGw9BpaaArU2fxMuOM/TpVltQ2dOi0vBpH1TQfLudKYljlZdsAd1vnT+YjCdnF1PkRB9WCD32y4q16Q55rVOEnl51t0NfeWbuZSYM1ajndbIX8PGRKXwyPctPNfqGZh6Ejy/CxZUoahs96aSp20umaIK8DBt/Iw2VaJJcl3zyyD5d5e5ehxI8z85hG/OREYoT08cEMWONVp1zQTjE4ip8N65qkzGFN4tfnn7QX6XS0kMCUiaKA3AZIrl6TE4wt97ZQj5LzunEaG+Pax5cdyiWb/DqAfM6qfENkwoxjEXcVocztpsUiucMOsxAVULhZnYw1VI/A5jHMaivDeaOmINLTCDXlNasc5/15HhvWZeNj1LAZ1w+De5G91Xr3xrTFjDDSyp6oQvpaB0OdXI8Mkts7kCWkw8FxGX+eB1Fpt1xEhPo7aPL/PIjjY5gZxm1dMs6TNcXZy1KbxMpsnrpqnM43cSxvVSiZax+Wy2XJPPiVHaf7Db+23nfaSmXM5gDb9Oeh0/bPUh8jdSHOK95par7dXm9Yv03zjE3LpVL3A62fZi7OPXbzB5XF8P3b5g7MpXkkSAvJjrgfvXqLHPFGlg3kQEOYgbwBxjRIM0nvcSRJfqyXn9xfpNlgu5d/ivfRO0xwHA9nn7PlfaHcuGOaUpLZwh2Js03Dx0xDp0wW7tZ686ql7JjK7jaurweTKeQ/mddgMvXePDxul0YHj5+8yL8hMIknIHM+LfZi2hy0bqjpDW/6Mv9y9hCidzd32XmuM6xxU9bwVm+eR38sBydTUXj0MyHOC6b8uE23cmQFZzYrC9nBj1c70cjOGxFVXfpLOJMbvVu/1Xn6Kyd26K5FvuEwaDycnMfn9MCutGWD7S78gczpu7w+OPvSueRAYdBsObcpR7Jjgst0YHh6O30nhXOpzqikG1Z+0g8wfvPlRXTpmugSoMWTm4Pj/AcagpZBx1fv89/yTBvRuKW/PCcONL7X9fA0ivKdudNp7M99N/H1XHWSpPBD75jzILO4OPqYaJ2mi2ICcBQQBSx5LK/WjfkrSN2lHjfWPEZay3z/t9IKJnReRaWeqKx992icDGnoYboqQolsLWpn2ZWJvM5w4z5uXV75MyppzVsPbn6ivBb50qrC57RqHFWorrweGPpjOq281HdeChf3a2n4zJYOygplTVoOu5+kpZg/YW6Nt0/U0q577Hi3IE9yaC3TOz/4TgIe3TTeNag7eammmXPaPhMu8kZm2uAnuOOH/H5ovIfobV2pd0pFYdwA//s/fP/7P/3pdcat44BDJCcWNi1Y85lmPqQ3lxrL303eVdnxdZv0ZsomPse1HV0uPze5/dexzW1b93Xe+Av9Pqzpxj7KA3T6Hg4CzR+FSixoaV6liK7zIuokORarKzWeh3d6hufD/U1x5USmVWPNY12kluHrf02q6ywKZW5kc3RyZWFtCmVuZG9iago4IDAgb2JqCjw8L0ZpbHRlciAvRmxhdGVEZWNvZGUvTGVuZ3RoIDM5MTE+PgpzdHJlYW0KeNrFXNuOI7cRfZ+v0LOBtHm/AIsBNkFeAsdxgI0vCPIwOzvyS08AO/8PpNjXU012sylLtgeytDXkYR0eFllFSSMvgn7+JOl/wcguhOiduby+P/3yJDpvh98uLwbz/BN8Z6OwVl6kpo7OKOUvnozORCcvWnfOKe/s5de3px+e/ks9vn6Rnbj8/D9CDsIHowk5GitiuMjLrz83I7a0vz79k35+eZLOd9JSH3U3t5shmzrMjivjOq+E8fdzvBmyqcPsuFauU8Eare/meDNkU4fZcSNsF6zQ0dzN8WbIpg6L48F2Rlpt7+h4K2RTh9lx+l0Xg9DS3s3xZsimDrPjzpjOGkvmuzneDNnUYXbcU2BIKZSmTvRy6vT+FPSyta7mnpn9amYoYP/hK/ILiTr6z1/yF2nzL0HT/zsrowskhnedFUaP/hf9Y609tL5+Ne39dtl36aVVLkaVyK7nyGrumdmsZoYCdk6WOuWHmiqoIkGVpgMt57T2eS9D9WVvOCe0/zGcFK3k+ZhBnfDcRKGYHRRhOHWl2LFco9V2hue8UKsyVr/jEOd1Qq2H89LKLKcr6oXpAurF7KALw6nrxbKRGq+21CXnhXqVsfodhzivE3o9nJcRekkqUC/MklAvZgddGE5dL5aE1Xi1ZWw5L9SrjNXvOMR5ndDr8bzotJtzKdQLk0PUi9lRL8Sp68VyzxqvtkQ154V6lbH6HYc4rxN6PZyXdWpJIZlekBMzvdAOujCcE3phyl3l1ZSf57yYXkWsfschzuuMXo/mNeSNU+aMemEpgHoxO+jCcOp6sUqjxqutLMl5oV5lrH7HIc7rhF4P5+WVWsoN1AsrINSL2UEXhlPXixVYNV5t1VjOC/UqY/U7DnFeJ/R6OC+oLpTwnXFRb+ouMPfM7FYzQwF7vUZxYdYW/PRUbSuzqVAo+c1bxqVlqY705TrSl+vIsFNHhpY68t58oJ5g+kAtwARidlCC4dQVYmXbMSXWtJUT06iM1O84s6khQ1MNeXdOUEcwnaAGYDoxO+jBcOo6sXLtmBNr2sqJ6VRG6nec2dSOoal2vDsnqB+YTpD7M52YHfRgOHWdWJl2zIk1beXEdCoj9TvObGrG0FQz3p/TWjcwnSDnZzoxO+qEOHWdWHl2zIk1beXEdCoj9TvObGrF0FQr3p0T1AtcpzXX5zqhHfRgOCd0wrKswgmbtnLiOhWR+h1nNjViaKoR784J6gSmE+T4TCdmBz0YTl0nVo4dc2JNWzkxncpI/Y4zm9owNNWGd+cE9QHTCXJ7phOzgx4Mp64TK8OOObGmrZyYTmWkfseZTU0YmmrCu3PCfJrcMtZs6wwws7pJydXMUMBerTOUFLOm0lKuqqgfNRK02qzjhYYSsdRULU1LlUYsV4KxWAmuvnBGaP8jGOHZjxph7o0iMTuowXDqKiHMSopWbeeiCUEhKVYGxFLbQ1aoUxmq33GHszqh1INZ4X5FgWkoE9muvtXMVh+hLmaGAvbtm91ORidC+vCUoO3ZZGtR2Vllp83yvnVxLVJtU2h6yG/t8l5G6su+cH5or0fX/RnhnY8XnY4+2y9WM2Pk4mpGFLTXGRkx67vu0yp00bqwIUS7d9ZSi6Vlgc/a470M1Jc94XzQ/vvzwZ0Y9cEbIhQI7agE4pxQCGEqlLBpOyfUqIzU7zjDOZ1Q6aGc8MYHdcJNFHVCO+qBOCd0QpgKJ2zazgl1KiP1O85wTid0eignvPFBnfCGCHVCO+qBOCd0QpgKJ2zazgl1KiP1O85wTid0eiwnyGtQJ7whQp3QznQCnBM6IUyFEzZt54Q6lZH6HWc4pxM6PZQT3vgwneCGiOkEdtQDcc7oBDA1TtC0nRPTqYjU7zjDOZ3R6ZGc8MYHdcIbItQJ7agH4pzQCWEqnLBpOyfUqYzU7zjDOZ3Q6aGcsDZAnfCGCHVCO+qBOCd0QpgKJ2zazgl1KiP1O85wTid0eignzD0pGHVQWSW4mlmdEcxqZihgr9cZXs+aVu9ZvCo1Pbw5Wru8l5H6si+cEdr/CEZ4TqJGmDWiSMwOajCcukos5V9I1e9YVlanb45QpzJUv+MOZ3VCqQezgtjWgvY3F7Z1O5jZ6otxNeMOgfbWm6MQZpWr9yz0stD08OZo7fJeRurLvnB+aK9H1/0ZgTI2dulTSrRBSmE6EZyThn+oqfXriSchmzosX1CMunPeS7LezfN2zLYey3cUaVV7p324n+vNkE0dCl/1u5vn7ZhtPZYvzUnZRe2FuOOst2O29Vi+NydDl/YLpe7neztmW49l3kWcGVtrO8rJgrDppFsWIJh7ZjarmaGAveWrcwCthvOMltDwBor0Wqmw+cJIrbE6/GAqowqiM67MDqQYzo1kEbvOtt66QBc1CTRbSlnPhV2sTFc6xWYrg1jNN6pKaeQ0VydULTeuqAo0ccqAJzOvjBjIbUTZaqkyrbc+VtSplCNbrXmsgrlnZr2aGQrYb1Q1ymm6TohabHusKSMKs8aYMjtQYjg3UkWlqlyrjSuq0r4tTJBCclVXM1PVhtXMUMB+m6pOuXm26rLuNK7oilRRP+TK7ECK4dxIlq2ZKtt664qylIl6mQ5iruxqZspGtZoZCthvVNbJeb5OKFtuXFEWqeK8IVdmB1IM50ayiF1nW299rKxXVAN77TSPWTD3zOxXM0MBe1ZJ0/DGXvIXXNlo5/k6oWy58fHXeRhVmDfGldmBFMO5kSxbNVW29db6WFlHyR15GXnaBGamrNOrmaGA/baY9URrmq+6sjuNj2OWUUUFkSuzAymGcyNZxK6zrbeuxGwMnYtROsWVXc1M2ehXM0MB+43KOjfP1wlly40ryiJVnDfkyuxAiuHcSJatmirbeusC3fWGKlAuHb0KOmAfqTul1S1XZGfwzrfOL5ju428b3vnWhbuZ+zjcCNjQfHR5HX/4g2804p8/Pcn5b8ThX92h7UqYKC+f3p++/ub7H7/56V8XGszKaGlD+XR9+vcHIax/lvaDkP6LkFEIadPzdfy3d6NNvgiKk+dIzeLLs1T0LN/Sr5//c/n0Nxg7LGPbdEVuh3Fo8G9/+v7jP/5yoSDz0YUAYyuxjL0BS5/Vnr97x9CGnuSGH9wYvFLhWZnJq/D6LPXioZCvr89q12Nl/PLFsWwQ2hyGXsMUpKl54ehpqgRN1Wc7jmS3FEjVTrggaa/I0WnFJPfT3L/EgUWahhDzMbKpMW54A8JYV8I1K3fyKIyztAEIbvneSE77dRx2AHgBN142KI5OC0G1QvpWQ67Q27hYxETks13lScqlSV3W1KDSBtyn9wuciefnLmkxWeMo1bC6hCpIA0vVW4q/6KWZ0PXbl4OlGEwXFbkytyZn0lADWU3DaVpOg39p+Dj9W09TWF6ui5e0PMPovLa0IQh94AfVG1GKuPrhzLBMyXt6vA6P5Ju+HgSWEqoL0dmV+1VMvRPKGz2uo+0qF1T+O1nwUynRGdpkrMtHoNY0J29CKP9sJrfVdZgy7a8H4bmViXo+O/khD/j0SEvB0UP4YcJpkSwLMbwOPpTnRgfZGRoj+MK6uJKL1o7Py1xs163xpnOaRAyllfVW6gHBmJEcw4jIZPGhQqdcDMMfUstXcPJy20NTykH+m8KaNzpuW6eiQsv0Tc0deHqYcUKKEwHaKem7EJRcaaWtNQVN2hWqu9+4ZigizimwhnZyId1loAAHwWBdR0dv/H1Ce0Cnc2xATM/HvjnbBWVKgQqPOUhnba5qavc2/Ps4ULcj3Bqo2aQL/TKqa6cz9LOdp3WciLQYxjlan7MjCyIzlzURH9aFPBeZZYSjyMxZ7UcmZfFUSRinS+Po/ajMWh9FZWltJ/h1MqpRGSiBTSnOb47KM7O/5qXays4HFe1xYuoCjW5LicIQSOJZyk0+CimGklPcJRvFZPzA07h0Nnx+GW2D/W2y7aVy66aive90JOLqKLVdt441kPSU+kAqPR9KNJ6fZ/t13lBKceaonqS8j1Iu7kca05tnbSfe/FB8dvTyVU7J4LKpbSLMqU4HY70uYY+Tk7Y8TStem4mjuKbNIZvbYs5lvO7oRI7CFQaYN4GlBhFtCR0txI7OxLSac/DmZHQULYgUgvQss+SUqrNoTVBNg92aohqZ7gXIJ4dLLtKvI+Xg9YAZXMGIKbhWyDaNoxmN6c117kDabHx2WBnyx9AadHlrmpJta0vpq5XBxxL2NduHVaeoCxXDeetT255L5bSl072EkO/JNPVRWiWK431Z85BhbLmvm6GXLsp1bTxSo+1gxxplrh1qlGMfaZS1PpUwOmE7Fama1LsIBzrlPa7juhhOJlVIr9YTiZKezlIgK3V4Is33Ae46b9qjkMOhMT2Ktwzpg4fTm8SG1qEJ2pjz9yLlO5l84Gxy0oe2lTd+M+qcPabJSZO0Kwi4TakTba0ybTbjalF+vRsZcja7LObDPW7YWIcLJazFptMlP0b8/h2Gi76Tnk4Tk7s38DnBK91g0KkUvH0Mr6MT8pAa8VFOG5l7OJzAZ+kZ00ntnMFlnS022mvmimV2MC2yNRXaW3Aj5yGzf5mz9pE3bXNzfqxtKC1MRStTcgdvWJfOh87HaITdHr5q//B1IKDcCDjde41lyetEJLv3irpTSgYTcweGYyhtN3auwfSu917qzjgqjmUlAT8X6+OUZqBjWv4GxXPFKzokpDJRu6MtKl0SDpnqyziBaUnjqYWrIUXBdBMr3TzhL1nCHfYuaSHSuXMNke5pt/fBU9AdxYIfYxUdPFw0BzKw8U7LsJ5JwdKeLbVVx1VSweNt4IrpuEqb03KvK9jUg2y7yUxwroshpnckDpLQ335nvkjGBxw2Z/eshgLKj0zTw04XC6koUR8Obqtt+gD69D5LhuzMcwjQOyFXluvuPIV0W+3tYfjsLLSxcmNb0RxJWbRR+6FISVvl23TeEA3v19W5RtS0VbvCtfnwG3HlZf18m2TD9FpMr9+mSHtbdrnZiVQpDU6kLXgqEaeMZbr6ghEPZi92Tmg5x/f5afhyehoysl842eHwyciOLv/10/S24S+V9+G8XbLLSKcFbV7jgvj47ce/f/fdZVkJOg4lqDDkuyUHbRjewhHmutrSs0knkR1/bymyzHR5luzaDmXD8Nqk9p/HNtu27vP4TElOupSjeJpOuhRA83NoJOq8pFpYpIsoSsBc+kKMdrLM1U0+Jl5+fD2PP6wcUoSy+cHn0c58GX7+D88QGsgKZW5kc3RyZWFtCmVuZG9iagoxMCAwIG9iago8PC9UeXBlIC9FbWJlZGRlZEZpbGUvU3VidHlwZSAvYXBwbGljYXRpb24jMmZ4bWwvUGFyYW1zIDw8L0NoZWNrU3VtIDwxNmUxMDc5ZjJjYjlkOTY4ZWEyNTE3MTg5Yzc4MzVjMj4vU2l6ZSAxMzM3Ny9DcmVhdGlvbkRhdGUgKEQ6MjAyNjA1MDcyMDI5MDZaKS9Nb2REYXRlIChEOjIwMjYwNTA3MjAyOTA2Wik+Pi9GaWx0ZXIgL0ZsYXRlRGVjb2RlL0xlbmd0aCAzOTQ1Pj4Kc3RyZWFtCnja7VrLcttGFt3jK3pUNWW7iqJAUu+yNEU9LCuxHI0ke6ayawJNsiOgwTQaoqRVPmRqvNE3ZOUd/yRfMud2AyBIQjLtOBlP1bgSW0R338e55z4a4su/3cYRuxE6lYnae9Zq+s+YUEESSjXYe/bu6tXq9rO/7Xsv/7K6eqwGkUyHLJRpEHEZC816IkrGzdVVt8F7m5n7TA1SLYKhEcz78d3JK3FxxI64Eaqf6Jgb9t6pYu3mRtNvsI7f9Debbb+96R0ImY6kiMotlTXIGovgmoUiZa8SncUpE5G4NjpRsGYo2AVUKuhmRyIzeBJxFTJS3mBjEWFHynjMOq0mO5s86HvW9ls+y5SBEyH+7+qekCYdiFhIheO8b1h/8lEzbyy1cQ8iSYpg3JhHhlSJJnvfZAMx0JOPKhSGjTMdigaTqWFZk/EmoBLskg73aX8Gky5H4l725b0U2oqQCpYl/b5QQlVxSpln9adGZ9cm09iPtVmn8wM8Sw3+D4aMZ33rzQlkhxEfiFyytqoV7DcUvWstY6kgUcBq3YAOgMU1VqwWOH1FaCZRMpBQ8vy3X/5dE8nffvnXiyYCc8RTVhdoAAedHGad8cmHAe8JFz3alybjZBixd4S/EsMYWniECGXYTQ5MfiW7HeKqCrnX10Ky+2wweSA2YjtCBh2myV7DeAtZTwqDYFhFPIogoKqHkPhBDzgg5AYsw6MnNVKEmPdG3gt17yhBQc2Zbj3K9FD0hLakz01CMCYfzT1FLIdmdSa29xnrcwn8AT6sHwiXMaoSJ28+UIodCMpKqCW4lMWe+OUYdW29mUJ8n2l2Go8iMFqZnG20WBOq1DJWKiaHGlD8JMZCIhoDERmn+BVPU4s+7+ms3+M6z5zxeNzsCx2uKmGaoSCLTmN2LNW9iAhYykMpJh9MFTMk2XjyMCzov8u8vc/8AzXWBT15yGLjIvS7AzQHiGNFAYU3xYIixK/vxcjkKVmA83wOjRdkWNPFKLcONUYNwSthjYaosYQWQGppl7KZ+slcJbIAWqvJFSpzMI9s+wcKFjHDjGVwHeFYg3nuWU9wW86KmgM296QK6WMsDagT0jl2rpMQtUWASRUbBzIiLqQ9kSZ24xTT46ouenAiUDpsmrjPr1G4jYjyDS6PrlGUGjMhSch6z1oBdI0cuKIqnIWPctSa8Rplasy1WCXH1qyky6Rv6NEod4eKi6S/VWple12Vy86jB2exJFxo0tLxKVmLQinQOtJpUTgna4yw4J9Jg/Ij6McbZJ211oa7C7ZUTpWHUgSg/OBl5QeuYhHlxqFRGUKEysONhXJIFYIMIY4rh1wsKEtFeT4dof2QqpJdOIOfKQDUMVLoBnuymHkqMQQFodKdnhtSKCJU0Le1y9byCKXH1dufILW67Ki4CJOzO8w0znj049LFaGol8QMBAhaRQLKyMSgAryhy0OriZsu6thWs58qoHBiUVYeYS2BJ6H6foCxpAJ2Coa6jEzw2D3uiryEBfSNtlGGgnx0VJh8h2mg+QOmjp95Xz9ylEtdbyFzShEJPddDCMlNtbAO+TlKC1nVNTRKRR9RDqAhSrhp7rJtNPhCKMcoZWiZIrdPJg7mf9kM4lEUAP3UsHOgEmGD3UEeThzSVg2tirkU1771jmx42bQt4MKb0Ib+BEdOgBQ8sQ70TMZYKpLUsoGBjoGkgXnGcqbyvpeVjdBfFEfJS1HsXGgp4j7yAoBNb3x/6plDobLamfG8BQQwvaUtIP753soXb9RoujGxcCWAg8mOW8hj4Ik9cHIha2g0VPQq4Y7OuqDXAziECCiVggFV9nahrLSg1PEQZsGV9OSAo7AAGLBokHkEhmrGpfZfwr7/qrHuVRK57PRTN6B7FL5+cuFKOsURi/Expdzb51SauDY+tvAUCpdu9+3GzVMfwD2yA2cjGqEzBBD1UU+4MbaGiNGTXk1+VovZRXgAu5AD0T/osS2fHf87yqfBmdvz/LkM16fhm2GD5nH+FmjLK9ChJaXplBh/twL/MvP+c1L2A80PKujEG034CiETIoPGMUynqtBrF7E9gkHgvixHGKOKk79GLwKfuATT2N3DHSKjDQSzJxrSGZyZhgRbgNnVelo5EIPt3+Jl5yYimzwo6+MdO/AEmflgNlwPrcuB2iduASCjIHbK8x1NJtwdmBZF0RSMgELKDIzeJvquO9xDpmelon7LnK0WMKlas2LGe4lCzCC8puCHr3bEe/GRBEo8wTNP9CvpHWQ/wMB7S3ApP3FDKgyDRNLsSFjaiJNWLeYjpQgsR3dEWgSrSiwAm4k3gpSUP7Ha6yuiUJvo5nUllmk8LzjxiCE3yAYqYIEuIpLQ3SEZ3mpgLt2pdpoM0ryO+I4wZIy2LaBLe3izgEIfmZY0pcHQxl4EzomA1qeknjoOyaI4zW+rxb9hRHb0kyDR1EaB3wyMZlrnl8RsuIw4sGd3DaoZ0mm4N9jSsmoHmqsxaqYIoo4blfdYsbmUgHizK8S08y6Z5vATOtA0tFngZeYPUdI4R0kSQEZ0svFyYt5sO7MKA0hFkmgRQN0lgIdHVGuU2WWYOK0v9TNsUDsWNiJIRBQZF+1X+FBSwZMUpsgzxVmQvbBpLZERSbAqRx+BA1SjwJyLewtUR10YGWYTqnWfFjDZYLgeo0rkcSKe7YoQeYRFFHXd6KvjWYUphGOZDM1m7RhUmn5hLG10aWXGetTDIk8kWLKFvYH1q4UVSFq6EibCzWgG0NQGw0ITHI7hHY2CZj7GIe5S++Eg2NtlV7W5rVf6zZwuK/cBmrBonOgppAMsLPQIAMiNrlAUmTiDEvqFKoRoYkFAPIYI6TvlplzDuzj2x+xKFdDJDqjr509yBRVudciv881J4nGCSYoVBEgp76LAyiSA4zFmclylB9Zb0GkzgxBOE7IY8p/yvJArGsWxUqYuWiJwGhAiFCWIbU9RoJFGrKIkqRfpQToDbXyVD+ssliDeXIcyby9y0cDO07YH0ofFh/LBbj2+pEhTVIuAuAaSiqEAHItTnGS6xiZ1SU5BUDOwVIICjNhjSETeS1l1KkYj2OY8b5QcPc3afRrjiAQVx+ilwA6pj5fQxcBQqE9V9CmDD0emjXpbSi7+UbCT1AUYyED7kMR+IfJ+wq2QjLjAmLxrzUFJtozlUZ6OCdYVsCnMhXQX53IloAlZwNKIuEkqMr/BvBDcsjdzmVPyc5VwvLSKnmMx7a0Kdmqy6szBZ66tG56cgyxLdTpJg+ZDf0C0VgmAVRslydNRpvHtIoTrFZQfN+u5U3SQgA7uNI5XuYnlvJdNqN6P/kDb4OxB9QLpLEdktBpxaGbst31/JBf0cmuUE/T1D3+njfk+j69XdaEaK5kuacyFwcwDDuoOBFgMk90EemtP8rouIHVNu31XF36Z7K0NjRrtra9Thxp0mBpy1tu+31v559gZjuoh5sTdb1qF36udal/Y9xiz8x/loGR4lAV0mzSFYK24NbaAtPN49yUCdCA5cunFmYe85xzbwTLtD+bHTo32yEKndFNmuUK3NnU5rFzP41su1fN3pWPt8JTjzCdvrnat4BfXrW62W356zhj4QTIe4du13tn23XD6pCEjTTNDV9UrGovQckdktHuL+RqXQxXxvBbpW9um243f8jZdrizureNRId1pd0w3fJkbMwG19h4flBQlXmcnD5AM7EMW7OdzmYua3mn7H/nKl6TQVB6vKF5Qsp3t6EcbVid5W7eJWjcZ9RtdNXaMuP3+Z9X5CQbIAXxyfuI3Vh1/Bttf2bVeKhKQXPlpluNqTfazLWu3Of9e2YligEdfdkNnxW5sv7PlhEoNA5sVyFnYPDz7LwkcSqcygywwD2N3hEGPWlca17YqmB24bUY2D87vfIJ9PjYhnzO2maRLQRarURttmM7TcbCUc7bec9fmnQtra8uIcUEVpscaduzFkTuFJlPR4dHpEr4Ux1Z0e7a34rU0UzHUfNFnf8Omfjbxm5XvnRFwi24Tu0rsxJUIsXx2g5HbX88DMr84efosit3+F653qRfaFjGbFSbs04/uTDs26TKDYXV30JFGD9An10HONzpnLyWXiwXRnwVs7lHXjJIOYneaO7+dlcmZhKn9taQUOA2H+SEM+KX4O3MehewTiIzQypPLdnFsHEpEPMWLY1s9o9qL03Ft5vb1FjaHpl+bPbv2UXfP6HjHrUhgT1YW+6y5ZmFhcjvPbBaDL/ve+e1XXEasxQS4OEn1nFy/zcFSfzR+4wOLUhHOhAzKxtdMs0KjfMBfVp5yoyf4pGITPGa6QBjfCS3QFPi1uc4XoKsH8nHOqtbNd2je/NmfZFyl+LNbzQZwt608X4D+nVre/hVqNPxv+zvbmenv782p19+LtRXv5Sv1dMhji8ssOuOJKfNN1eqO58W3U6WUN+Tbr9Mb/6/RMGd76pst0e2vjf7NMT3F6LbBDP0VsW6dcenBt5umMwrWxvrPT8mcvuk9WUX97O6+ifsuOve0nq6iteG+koNeKyrCTuPd6sRTme88T+u6IcycMtUjThSDSlgAMtCzc9jud/Ho287wu8j+oihn0ZQ/NJx8Ea1cIQFsWMgG5ay09m3xU9HvvPBmKxwv7iT76DjAcHRfXsuLJHKme8naO7vz2wt5NdT2zZwL06pAGxtZaq9VZW/fb/k5NbNeWE/87rHjfXQECrc7m5s7Gztbml9pQ7baLLHYlObt7muEnx23A0G61HiG5jeP3mf0mV/eEvsZjxFej6ObOduH9UhR1dhTsbG0syc5XYPU1vWr/M+iZ97c63OcL+eMF6vFKVtsKu4HJeFQsVYrk8c1iM/whcL8GDRbewX2l93BTVx9XlUOxhN1PgDaLxeOYLc4F+UBv33cfOhNd6z5+d1F0nMVFb8mRIp8SIvpdJUb28uLTbG8U08LcmvfZs4jLbvo6Q03Drj73vnB2+f2Ty6fmli/EsbPV3Gz/cThW76d/MI7L3tSXAnLuqsTviO9XQsfzjfNI0Jcv7G+/9n/kQ/ruFJNKCT3kUY91fHbF6dt/mNtMwnoyZT6ItW5ffDdY56/s8jpRWJkeaRVHaHNro3hL7qyuanvqaldj75NTrUvvJ+ba2ql2fauzxFQ7vV9V1/3m7N3r8bPdKErGHFWv/njt8hxz+a3l3mO2160vSKgs5t98Ce5o+kCNw21ss7m9VQp7XM4JemdYXd5o75QnFxbnbKCVcy1GXIYLKNQszvE0I1bYXwcual5Y9Ja5kTxJmicazWwDca/+n3zB77bU/XZ13/sPNeXCUQplbmRzdHJlYW0KZW5kb2JqCjEzIDAgb2JqCjw8L0xlbmd0aDEgMTU5ODAvRmlsdGVyIC9GbGF0ZURlY29kZS9MZW5ndGggNzAwMD4+CnN0cmVhbQp42u17CZQc1XX2e7X0Wr3vPb3vy/S+zb6vmkWjWbRvM6NlhCRmpBHaQMIoIECWjIwXMORH/GATZIMRi2yCsJEtmxjDOSGQYww4CQ7k5Bhjx8YQYtDU5Fb1Mj2akZHj5Dj/+VX39OtXr17V/d69991736tuhBFCDPoMIlFTZ1t7R028ph0h/FP4eJYOxZI90epZqO+HXhvHd45ObVJJ30KIuAhtga2j01PIiNxw7SX4KLfuOLBl+3+c9iJkTSPkzE5sHt30z/Xfg3txE1zPTkCD7Lzkx3BugXPPxM49+38mUD+HkGwHQornd0yOj37vg3NahOgbEBL+eufo/ilKjNdA35/Bx3Ht6M7NxuHUZxGiPPCM5VOT03tmB9AzcO0idx1hGIUYSZACCWdnoYSxkf+OHkVC9Ah8uJHOHRTfmz9m+/hnLDzgDgFiEf6B5PqLCnZU/O4lz0Dkr/gWTNv/46s3/3aDou5DZBLxV8798gZOJuh7oQ8Ow73T4neF90FfMSKKt1Je4llEIxH9FToFj7Dlv8mX0TMEEiFCISRIiiIJ6jOoiDN/9A05HDBWh0OZxya8j/A5EDrFP/Q8LeclQaK8XvMHgaKF8ZD8uFVAGDRnhNIChJEfCKNKIIzqgDBqAMKoDbVDuQIIo9VAGK0HwmgCCKNpIIwOAGF0IxDGBCagFGKQNlZgJZRmbIbShm1QBnAAygE8AOVqDE/D6/A6KHfgHVBO4kkor8N7oTyED0F5O74dyuP4OJQn8Uko78H3QHkKn4LyND4N5Vl8Fspn8DNQnsfnoXwJv4QwOUKOQLmSXAnlDhKeT+4md0N5mASc5Hvkh7yEOG1w0tUWJKZFFAb7A3k5QFJyKIMohqpRC8ihC/WjATSElqOVIIltaArtRQfR/WBf76CLDiVYHCf5AMgwjppBcp2oB/oPohG+/yjajnbP7z/7Nrkc2D9bUq2QL53IWzC/wdlx4ocwv7779ljB8kI8tjhKIphhqArV8K1VgG3wEsscgfGuhHFToGsj6NgPuOpAp5xGV4MOJ9A0aAt0BBqygWYGQCPrQBOTnAZA/reD3E+CvM+CTDlkqzkJUWKob0J3F+oYJHSsUOeM9kihTgKurkKdAu7xQp3mbS5fF0ANoVaQyw6Q5RjIZhuKgJwn4XwTyHgztExD2yS6FqSaKIx6fn9HqX8fnI1D2yTcM4m2oD2AwHHZ3ty1JDwvjjKltvl9T5d6ZKG28OncsyehZYovR6Elj5Szm2Z4zg74HoS2rSDnPXAXd7YZvrlR7YVyU2FGFo/Gy9Ln59GFPGFqUVpdovs+hd7D7xH6MtpJ/PDTiSR42lSgCwtpcVhUXRkdK6MXrhL1Au0oUfgSOkK/sJAE5gJtWoTO/veSsGYRuomnp/4QiUiefGV0p+j1chJrL0PbeXoiTxLVIrShRNsX0AVp22XosyX6chm9uTgxlj8LdfwJtPEqXaX/QTrO0wNXSH9TRm8vTjKzbOB/JT0he0Ju/BNphfxe+W8UY4qHFTNKWlmlbFLeC0sOednS4m/h/HVkQH/kQd2ATlzuGi2df43818v3XXCvCXUvaGOu/P5FsW7M30+OLf4cAYtO0O1/Go8Sr5a551A3XSKHH0EedSUyqEbHr5jfOaRftH0C8vdFDvJVlEJXj6sHZwu/g7XhFbTNs6sedJhcBauqK7HNHlh5lp8L0ZIruY+4DZn+V8vtRVRxheM/XPKzH8G6+7/K77V5zzm8qA87gg6X81uApe/KdLYYduKn859LJhb66EX1+PzCuEI99umxhutDN/1xMQnwHriSNh7/C4v7zMvKP4ra/7/xCcv+PHzBrq8eV4+rx9Xj/8mDUM7FK8KNDv23+uSp0tua+TynUe0fhfEw2g6f0avausKcQo6GC9/1f2Yc1eiLaCUaQR60ETAtAzwt/Fsjw+zH1AVai1zIh5BXrxcI3K4o4SedQjnpdvl82RxuIFNJG2EQukkn9Tgj0FclUtU2hlrBmgcpmTUTjqa1AgbfIVC6G1K1HX6V4Pv423hyzBPS0aRYKcPUjFwjpQSGkJu6QaWTkqRUr3l+5g3ufRWsbqksLUc2FEZVEMO1csrtdPkyqnQ25QSmOq2cENpInI4SbrcqlWwgNHNVKutrXTd1Yz/7sDMSceL2fV/bVWeMtoZz69oD7CPGeHf9LV+obovoW201q7v+8ru5npwd39w+tbwhoPFXUhOV/sCyG4ZjQ21ppSS59Br8T/6GoJ49UxFrnPl9pDNuZk8aIq0gIQ4j9zZSjew8QmIeQroMz/l13/z9I+yLPJreR3/7teXsb8IbvnTgltt3fHE8QdzzxMz9PXnGy069++Da+/Y0XzxZteth7m0m8CCPA49K0MGlHHR8g+qSKnSXKMQzezlmxFGxXELTErmYTeJbxQqurhCzB/ArXH2r1W+U5vlKTH6bBc7YH0gNfovVZ5CwX5Aa/RyC7tl3qXtpD7e/wI8RjMDtkgNHG5FKZnMqsIVMuoHII1JxeoIefEvSRsGdYplYVrPxlpXr795RU3vNl1ZXLvd+qNZymPBZpUkj0TVv3Lotc++HX1+98czvvzJ8bGtbBUO1W0MmiSfkad73V5snT++u0WpxZSRr8RmkUr1dOzNji5gtWsmq07+759TM4+sNTp8lxUsLbPZGsNlYQVocEpVTVarmUQFMZ6lK3SizJX3+lFXGWhhb0u9L2WQyW8rnT9oY/I7MmvL7kjaZR6KUCARQENKZD4t16vlijfXiN4v1Io4GwJEq4vD5/HgRGIUZpNMKhBjr9VSD1J4NNlebhOyBBViuF2odSX8gbWfUJvb/4L/Qi/1SlVQggadumblHqpQKBFBQF6R5HNKZ1wmfTCWhoFWi8vjZ2My3gxUFixoGbOZ5FlUSDGdBw2AlkpnHnJECcxm+Cxroa23BCgbs5a7iUD/5N6kpWBivYBdYaV253N2YcxTgMrC7bOjZFO8zcIobO89TsEtqjXs9cQtDsLdTanvc5Yrb1ST7ZUJqi0G7VZqNPBJtiTsYbKSwS2YPVnkfr/Cb5pRCWT95B4ZK0pwALJ+8XWq/KZVVuKtDF2dIHKrxKORwV0E7T9NqzvPyaPMgQUVuvV63EKrGRhpSvjIhUU8rK7yaKXcqHDCx37XUGAiKklZEPe6oWZILnPClgx7NRX044FNjkmQsUY8rapKsNXiMUrm3MUmsyx6q7bqjd2aNJK8zCfXZWExmy/hZf3hoaCDQcXc7sUGiZGia4ayJ4PGSIF0LChbm4HyBgs6ocm9Dth35zmd2yPIGxCQCOBEd2rNvuJL9VbyjLzi1t3EkayFv2fnwdB07XhLV8VhMaGjYcONY28qQlO121Y8UOPcB5yxqm9Osn4ySCxDoDTay4JMNBr0ep31+n68IqE9kq0mGklaG2qMLJJpCg0Vs4A6Xploq+g+tiDqb1tdZU5GAZqdCwj5a06JNRfYerRqusrikCgnIV8VgZ6I3ZWY1Jch3VfopUppdsa+veftwg0YeqO6Ozvrc5KamlWpawH6+ItEG2m6c/QW4RC+3r1DwX1TBOxEcuEw6KiicC3Tz/ZuAPN575JvjrdMra81SCjymPDUw2R3vzVjifWMTY33x9utOrYquHWjQCmmCFMqk0njH2ly4KayLLd00sak/jm/ecs/WtN7uMiei9pBZ6gw4DaEGX2VjIhyvH9mzbN2JdVG50aaVG9xma8DMWJwVOm/aGs5fn+Zm1vHZX1CPwmwNz3nfstmqLYxhzjQf7bjtR0cOfv9oJ2NP8p7L1zle3zDW5mVgKvsS4Ef+ed+zR9rqb/jrG8iSJGeovl1LvL7u7W2ktOTGMNKD9h8C3h7QPT+VKW6WZLNlEzgJeYGQVNFKT0MyUB0wqcQUeyNDm+qy0bRFSuNajDMUY83GoimNkIlyQR5TIkYlo67nsgBKolVcNJM/V+kYPg3gRuwErm0FHz6XdZClpGMOgkZTRIApv1pqbKyKZe1y+nfvC+T2XCRdrWU0OMu+pZYZGqpjOYdM8PY/CMChR5I1eqmKfWvcHdILKLGSwa+yEUYppgT6kJvIEBpPGJBBOzuMH+HaaX3IM/MbDhv366WHYT4Ey3wnZzw57CwGPZgKOn4iYKhBZy4W04EwzRhU+N9ZOaOS0jQYM/Fi0E/L9CpWTVg12glrwCSJVlZqna6AhbRIjQGLLWiShHyJCr/XX3Hx3+KcH+gES95LvgYomjj+nGjALWXyIuKZpzLpvPUWWijeKIR5e9Zz4Zrcqw2HIkFV7sTyzn0r4vUHntq3QuVvjjeO96aUfDyxdKyfrN32pY2VH22sX541dTZmVkXtcqVQqJR31rZ4u3d09U/3eLKhxpDW4rLIzT6D3WN12zTBkaNr31B7Us6qpmx6djaPlm4jfJhbYQgI4QpuDIfBnhE9hUKc9y1atF+30LTzkZEujEeo0ut5V4LSY3esifR3tnukppDNDkJiIHh441bG1dbWFRg/tiLAfqIKtaZM8VTWlhnNJNoiWvzevu8e7VL5aoKjvDORKKS0u+h9WQ2EG/nSo09eV33NYELuygbYn7Z1Jge2gL67Zt8lneRPUIbXt6AsswFfIci7CoGuMAs5vNCbFhprlqyIbj21I9e6/6tjgb7WjF5Mk1qlypfuSo5NmFN9qXRPlU8mZoTUGbPbqDA4zcqmQ0/tOXrhMw3gDvQKo9tUEwPh3nVn17VLvHafXVIRAtn1gERfondCPl5dFmfL9Q9uuCRBEvxvKU8DEyVfkhiDNkfAJG2/a+2WE6sCqbE7N/QcrJPy8rMwH2fHs4nOsE4dbEubE6msw1WU1fiSQRDPOCfD+lr8dlFwM+m2rsTg5kzVNUNJhSsXAIRLAOG3wELD3G+3MEjIWSYb3XwJEjp/lkcoJL8V9Mz8vKJ2XXPLpu64QsyISIISyWpW72nZ9+T+2oa9p6+ZOrUl/gG5ZkO8M2Yi8MfRyup1zS6NQSNUO016u14hNxpUdQefObTvuVs6Wq67f73jmgOe+qEYN2dNsx8Td9P7udxkXv6qK2Re5aGsmMumivkrcTclkgiEKpPLUOE3Mw9yabNW8yBjSXo8Cat0SqOhoWnS07dvmb8jIBdT1PtWt0YoFAlV3trwoMQQsOZiM1FJPvOWEK/EctaAQdKz5vY1UZlCZvJza50K9gvkA+SrqAH1ow15uXGZSD5x9AvAwPSGQngtyi8HEz+d5cu82sHZQMwtTXRuOeTz++Vk4Yx8QK/cptekR28fDvfrGE0q+nrvvmXhmj2PXbf7/26NqZxxeziWDbtDubHbBkN9Tlyh0rHfGej2VnnVA52+Kq+mtqvxSbNdI9i8tro/riU3xqPGemf/gaGwTi7z6K1eQkR6W9fXtVy3POlpWpVx1uWSBsPSWO2o3z3W3X/9SEQirmR/3zVgClfb25YaQ7mZ5ZE4QWvcDpsymTb4eF0dnv2YfAW8Q7I8j+RdAOhgoY/IxwEd+QpjSXi8CQuj8VT74mOZoksofjff2r3mUJ/LVVQDnmlekrF2tM48VmwpdwdNjXUTnx0Ha94++zE+QfcjHfe+07uAvYbzAJwaQP744KU8NQ3DI7X1I8N1Ja7kQZhLwAP4x3trqrp7a6uLYz4HY06XZVhXsFYgz0mtyUAw5VQL2dcuZY5FIq0z4fOm7IxCwX6Co4zUCYGIi2oy/BM2sHDYF3+Lxxk13ypVuDTsT9mI1ppHhw8COt1iElg4atfCJxfGKBCDXxj4w3q9nKJ1hYBfkIBAzFjiXh8sDFTujDeyNgvcPRx3lSvria4tqV9iDtodIYNkyRcGcivbk6pAX0+Pf9XBHkcJJaGKXGIIC1vIG4q1rQMDhnCdN9zg19RtPdZXtFcY15XZq+7T7LUE+CtDn2Kv80ABmFEutnZBbKUAjQb5y7LFAvdiJC3GA4qqO/j09fvO7KmqP/jt6/efma5iZ3TJocaq4WyFPjHcUD2cNeNf7H72tiUth5/eu/s7ty5pPvz0TS2Tg9Hg0slO+I4E+yf5iM5+ieLeI86P6IuM/nIRHeLQen9zfZ2jJAZT0M6lP/6e/qHYGBfRP1YFW5OmBBfRN6YT7ZU6/Kt9zx3tUtijdnZtaRn1j0WZbAvUB7V9R5/YV71tMKHgIvobrd3JZVvyGiPO8TnUvGggvBxeAXEOQpFEpDXZ1LpQBHR2ia7cDVVVFpnNYZTSFEH2eGANyHl/T13lzN8v1NZkstmnIIViCaML8XsrvyDeBzT/hbUJ8X71xOeGkmu64noGMmqxNNw0knVl/Fpvfd+yvnpvcv2tw6GlTZUaEUWSQkYk9lX3xF1Jh9LXsHTZ0gYftvXu6fcrDEZdpNLq1glNNrPcHDDbwg6Lq7JpdWPT9t4Qo9YpFDq7ocKlFeqMOrnZrbWHHBZnZdMqblYbZt8jPkc9zv1C21vc91kQQucHWn0xGSA+J1W7YzlLz7Vdru0aLSeba6TW/Kz4voSPsheitVqHSSUUSAX0wcqYBpynb+n+QfxCPob+DegdUmklVPgoy67r7haKhUKdB0H2CdhgFdEP2efD3G+7CS/xbVTATMUBczOcJMtX+84ycLo/NBryX0LO4vxlJ8swStSeywyIPO9xXXx4LgmYg2qpjOguO64CXlpE/RxtLpfxJVgFl8Xq/MNKoEVSjTuaq+gFzOxNZUOBJFbpii4+GHzjnJ7kUlqnvhCp0zqMaqFAIgQ9RbVypjCesmFanHqFTH65gX5UXHR+tECVGB3gsl7y+Xk+tpjzXrISzubmst+XOC/iDBrBmQ6uPdTn5EHDvFV7weWO5opZr6vcj07cvoUoNbCiDt7pEsuKLZxd8Wj4Vc3Z/KrmEMqvlMknAWNlfh4LSztfc/7XoDHkNHkXSD6JSZpiP6BV/tZsptWnotkPIKhLLQlvkNskeVEg+BEps8R83phZQp6i5Sq9/OLr3BqZZnRK0q91yAUAh6LFKmZml8lE3MGoILZLuH8DtYNL/jV5ntsvWLBCLdunLa5QYSL+mt8B+OsKKylWMLif/YHGQINmCKdcKxNSIhDEU3ijGHzsVmvQKPYEo2prhUVFUPGM1W+QCJQWXUJrt1iUMzMivZ/7pwl5nvgl3YakyMD9/wGXZUl0ecaEN2WW9KSz3b0pfGumZ0maO5vRUS925DKtXdlMW+GbfZx7Q0We5zMxKfd/HzzvKSeKeRY7Tb1USKvYb3Azh/0Zfgg7ud/TcJIQCvM6yWmKGsEPidQW3VGhyugyWz1KTB9UutJed9KpeDrQXJOznpfIRTQnCqy9zxXSC4X6EKfrQ7O/g+cGAAu3Bp9D8lDz8HBT88hQ08l1TY0r1zc1Ql+C/TtyOf23XPakKbAvpHHCi7TSGnYG0xWUgFhOKS0RRyhlpmh2RqaU0CKlSSW4Q6bK1ziutfgOoopYhxSFdVWeLa/AKr2R3WjS6034fkbF0PijmmisuioqMQbgvu3sKcJCn+T+wYYF4ADUBr22sKcSJXnDyOMhDMPLVwwK9JGAJVChILMDGXNFdmmGYIxBhydqJOmVF9jRN95kx59XGpQiSigVTrz62pu7pt587e+30SIhKZTrgdsocFMDN2dhHuQ3bdK5rDqTJvy+wkzQqwm1ObM0SyoqApZgRC8YWrF8hCZNEa89YJaSEzsI8643X3t1AphQImD3A3zqzTfwqQsyvRwYiehX2CGwiWGYiS/THsibu+ZFT+rSaCm8JPEoJEDky3V7vj65+uhYg1euCPdf/9h+X19LVCGiCVIklzC+bHd82VSHA+urW/srx46vCrGsOtASs2TTcZ0x1hmLtkeN+MzYXx1oD/Zde+yBNb0P3f/5nU1iuVqm1Fi09qBBIlMydVtv65VbtLLsps9NpfoyFRK1Sb79jmG3q2GIW/nV82PwQr6W434bV56z5fLqSV3yriu/3WDIZrnXXcX1XZZ8uX7fmelrH5qqcjaPNqYGa2y5nV/dsf0rYzF71WC6fmOLm/1HbbgxPDyoq+yIdy+1mTIDmWhH1LB509goXrPy2IZE5cihZbnRoW6npblvbbb/xnXJ6PB1nbFVA51WR9fQeqLeXeXX9rU5svGoOTw28y1vfTZpNiVz9e7+wWEuD6yGsfwExqKZt1c5l31SZdknRf4kuevsX9zyzS3B1K6zR255bEuA/Uiis1dWuWr7Imp9bEnaXxexaYTE8Xs/PrN+zTc++st7PuG/T689MdEVVlfv/vquY2e3h03J3k2HufnxRRDnGdrA/eeo4PeKW2IQ0QT5dXLOW1hAqHgvfEYglYtnsiIISzTUfvuywaoSECI5g/W0wui3+2JG0atihZTeZAFHJ+Hei/mNUnLJtJRWhXxGu14ueoqiSQzZlfiTVwtvy1Zy/3YDKTRcgiMH8+ySzTlBSbdC/q3LszTniI16h1YsUJq0b7UORlW6YEOodk17VCaWiWhSIDG1ju1t2nzXpoSx99juuzArUTGC7dagWSoyVLqdMa9b95uO6Q0DHmdtpcnmtTOWmMtgN6iMXrcxteZQV+PBE9/YdS9jCgLSEW6vBpCuLGlLwHuyUuqZfzGSF2KxZTH0OhtJfmvJzU/vbNmzqkYtFpJKpSTRu6U5N1xrdbdv65ySqRl+z3NXzep6hz7cFk2v7U4xIkZEEQKxtmH99V3rPz+estWsqG7b0RPA149+eUtGY7EptRVBiNIV9gpzrDUY6UpZhHq/3erViiqSnWFnbdhk9zqEWp/N5NQrNT6PqXLoQG/tloEqOSnKDGzmbNIDcfkdWgtrk2hhX6W0iZIpaQbPWYUeu7GTfEennmZscR+3w8Oq5HoFeB2ZBN9JG8MtsVRXWDutNLDbCPYbeAXek8q8W8wP3hWaYn5HzOfSED8Uy8QU9zrq4ocJ4uaZR0HeG0HeZ2g5Zxlz8p6X63Oz2z3v/S44+sImB3mm+5Zzu+t2LM+pwENRYkYkCbZubK3Z0OKxNW3prtkQsprsLmIzBGpap2XT7nbftgcna/BXt31tV53CYFCoTT6zxW+UGCwGY2agKt6TNjNWP5EMuBlz2FaXZX9JEYkNJ7gcp+BZCQH5Yz5nXsbvUMiLb7mL2c38lII8R8Eqg10u0MAiJNNgJUT4xzNv6XTcfgeJ1Ua5kDplDXudmotemVJMChUGFfl+rs4WtjBCYyVwLfhC4PoS//uDFjh/Duwzzv0eAedz33mro1z5xmfhDdjci2nyOWVk6aEnD4ZHOhJ6CQn6YCobBxLDe7pcRPTI8NaTq4M1u78+tfrW0Wavgv3EGO+Kx9oiek2wJVazlfj+0tMP3LmziVFrdQGPM6AXytXyui1Hl1jD2S13rh19cF9LqH/ytvuS208u9zjrBhOZZRkz9yfx/wSmVyTQCmVuZHN0cmVhbQplbmRvYmoKMTQgMCBvYmoKPDwvTGVuZ3RoMSAxOTIzNi9GaWx0ZXIgL0ZsYXRlRGVjb2RlL0xlbmd0aCA4NzU3Pj4Kc3RyZWFtCnja7XwHmBzVmWC9ytW5qjrnNN09OffknhlNljSapAkazYw0kkZxpFHOCCGEvCIcSZZXGCMwWASDBHhBNg7AHmsWjDnwngH7c+A7Y+PE2mYDIGl67n/V3TM9QVi33jvffUf9X7169arq/eH97w+vqptABEFoiKMERdS1NDY1t32t7V2CoBsJAq3u6MkvakPdz0B9P9y1eu3W0e2GdTt+QBDkFWhr3jC6azvhJAJw7TXYDRvGD6zfLq45SxAemiByvBvHRtf9j7CpFu6tg+vRjdCgPa82wbkTzoMbt+7e3zTkfpYgdHBu+PX4xNpRd8h0gCCYhwiC37t1dP92uh2thHt/Art32+jWMbkhXw3PvwO7f/vErt1TDuIEXLuCrxMIuBAIFSET3NQUoYdzgq4kniA44nHYMaczG63crWxTVqWP+Rs8wRJxAr2kWnalMH6r8OycPnDvuAUxnisjB29Ypa/+N8LGK1e++bvDWCbEi+HWJnh2l/Asdx+cCgSZfJSiOXQHwRA8c4Yphi7ciSP1BnGCJHiC1DMkSdIUSR+Fxro0nO09Xi9RR3gvowRt3H1kyEsQZ5VOLzI6RRKYM44YhCOiBaivA0jUEaEj+pJ1EuqtyTpFFBDWZJ1Ou4eBViJZZ5X2PmKM2EnsIjYRE8Q2wFVI5MGzRUQ7tKyFKxNwbYJYT+wmKuFqAzFKjMOVNXBlk9JSBHcXEKVEN/SzgdgDV0fh2uz7Hp2+Lwq1+T3jfiegZbtSjkJLgpo8uFIP/YzDsRvaNhAb4dou5WwMjpjyvVCugzvxRiq8EYQRc6gcaVQER9wPloKXyCAyiXyiAihfRnQSA8RKYphYBT1vJw4S94Nu/Zx4j7jiNVxGoHGEcn+EyAG6K4GOTsA6qNw/SmwBzOn3E1NTU7+gjVQfEPAtyqWMFyYmSDmSWrmW/AfiGzC7vvOLNQldVLaIUmbBvggowttSYghkkr5thn56qZ3UADUOXIiEBGPoJEJEGCjLB8qqiRjRSDQBbSMgiY0gl93EAeJ66igikR4ZkB25UQR1okE0jMbRBNqD9qLr0El0K7oD3YOeQS+gF9F30cvoNZSN8pK0aZK4SaI8OXcoZY5h7AjwW6F0AiCFDgSU5ECZD4CAIjyPqgEQUBaDElOHiH4ABFQOQjkCgBQ9RkDxRigx1QjoPgDl9QAIqCeh5BDMdcwHlHZkh9KN3FBGUATKbJQNZR7QjdBStBTKTtQJ5SACLMDvMJTjaBzKCTQBJfAO5XXoOihPopNQ3opuhfIOmL0I/S36WyjvQfdAeRadhfJR9CiUz6BnoHwOPQclSAtKkBeUr6HXCARj0wtlPzUA5TiMEYKx2gnlQeoglEeoG6D8PfVvMOcq6IpZNqf2qnAn8dMZQLokdCwAN6N3U0AGFWhZEI4CvA7w8QxQHdTD1wDvYaBbknAuDX6cAMa6IPQwT6aAJdKg9jMAOD0ND8yBj7naBeCOJPx4PvDZCjyGQXD8BfClBKj8C8AmBe79VPgdBrUuDQ6qX5wFlxcGTbcCZ5Lw8WzQbgf4zjS8Ohd0ft1DV4HfTcNHM6Cv1n9lGj405E3DxF8FzvwF8LXP4DP43wg/N/xctIn51wg9aTAxB04m4UXxYyki9f1fBxeli7LzL4RB+T75X43rjU+YSJPKFDM1m+7/i+DH1whTfw7MBshudGmp0H+D8weUXO9/aaMHicchmxxd8NrvIS9L26hfzz6/2kY9QTzOaIiV8/q7MvM8SV9bX8q9tyVibzqSeIYaXvhZ9m3Am3Xt/X6qXPwz/dADc+TwBNGyIN+/gpw2bWP8xGPXjO9mws+5iZp57WHIVRbC9TxRRXy2fbZhXfghZJjX0DZLr0qIM9QayNyuRTdLiNWz+r4MOfO1zNsdkG2n+vhqWr16pv5/cqM/mI2XeokovUb+z0zb2beIm/7D4/TgrH7OLGjD1hFn0vHNo6X82sZsIdrJV2f3S/mIrk99tjxxP3me8M27tmd+20L3MPKfv28OvacWaDu5oDy/RPiZr88fQ2ofkUmdJfzz2jOJFf/f2ITgXwcv6PVn22fbZ9tn2/+TG5pS1u4JMkh8k2SIL/yn2mTL3PdTSb+8i2j61OeuTH0y6/6txE2wHyR3E8/DPvjZqP2ZmEJHbEkeu//KdLTCfh72nbBvgL0A9jFMH+xrMX1/TRrJLyXfDf1n9ffU1JK/tA+I71oJkghMXaKPMEaI6UIEkWE2s2zAn0eGKR+lowL+UChahmJUcZGbtHABykfv4ZEhw+PJkAV6YvJXmymVHHC6MvSIR0/TWlvY7c2y6+hD6Ofo72vMDh1NcRoBVcVfEbQCzegcZvpptY6nKF6vvm3yEEHh7J9GjI5wE9lYQsioowM+f6hULIkW+wCpyagjOTeFSvLIQEAsLoqR8kyVRp7yjrU72uLnLZmZFhTafWptkTm7Pqt0qCkSn7SXDy5++qWG7qhtWUbLlq7XL1UNNITQrpoN3bEskydMHwt7cpYfbM9b3lIuqUq7t5Eof2mpMz4cqOqY/GnlQLUnXu4s6wa7Mjr1R1rDuIkKkI9Rp4intCRGgkxYTB4+D/h1QKqbxFRhWdEakuGNdasOtR353u3tPaffvL5882Czg2comlfzuqKOHR19t60rK117x8r2XV0lek7FUhcNVklnzAw7lj/0py89cOXCkMmb5dDJdsnolIVwfrjpxIuHD337+vpQfogV3TByWHa3g+wkwqNIjpwlOS5NTrf3feWP5+L/rEgp45Fff6nrmZKJx05ceOrwYzsryHseufyV7oQ8+h/89ZlNzxxffEWMHX0ROAcM1GHAkKNwTs4bmYBPnFOlDtMqLT95N0ZFrue1PMNAEWfR0zxoAC1AfRmJeK2KbpEcEp9Ay0sOo+QQ+fhmweCUJbuBixfyogO/SX186hK1HCgIpzhMR5gU/jRJ1HJAzsVD6AUOECj1Ot7otVv9Rh7IaVZaX5KdgKmVMzhMskMUJn/JaTmGgYI+jylxYawrp/6Z3s94idok1lkjHC0TsRywBii0iFhnZ3SCpvfTvIbTlI/cOLjlsb21TQcfHas+VBr/76JICzAZvqg2SyqpcmjNusLTv3+wb/jRD+5YfGysya6iR2SXzIfyQstu/s7E4ReON7pc6IA/CETyvMEpxWV7yOW3aoYf/+Opey49OWoPZNr9CQnRnTB/85NjpAgkXTYJjTRBW6pKd/JGn9XuNfKTX4OaDcuHN/qtNp+RJ9sViUHNDlyAYDQ8GZv8+1Sd/nGqNnmJZFP15EihAaDDlE5HCiMaSOERTD6LLb33mR5xL9zUP6P3oJfItOTZpFyVuZXW43vOxoluZ1meX80xJAWzircF8jz+Aq8hgUoWUHP70cFCQS9qNKJNMrtETi/pxbyueuo+jBePUlLDPgaMxSm6Q6EwWkB8SStoMrIcQmYz9TFn9DsCOWYuHpwrQ/Qqa7D47HavzGmleA96XeSceCqwBhX5uckD0wo3I8sXyVpBw9EMNGjtlsmpyXvscnL+LQHa7LPm3/SAYpVfAnNKmHzJkjmN/A1sa5cYHbIAs+t8CsXlBwTRmRwnNhtmVHX6OAUQNvZg9lFg1qxS7D4qxrwrONls3uixWXwyT8aLKbXJZTS5jWoy3oJAa2xWYDjHsdFbELQKaB+DTqjtnpBtq94ha2aGe8PlU5yKo2gwefT45TPT7eeyghp7xHGlnzrnzrKpBdllSmr3EUbEq7cKtQkiYYgCZrNpAVLdlKU4lCYk+ojWZNeW2cOBgCm+0VvvJEmSlz1Wq0fic+zdrrDHJaJKV7So0IrALskem9kr8S1Gp8SrXUVh8t2K66paTy++8i/Tg/ZYxK+yZHom/7Fk7erh/I6vdpDfAR8Hpg20iVS06WWQrpPITGpwYK6ZotMsM/Vy3b4n9t8tyD4bHrssOzJltW/aujTzmar+4ZyzX1y2oTlI3T1677bqeN60pIACzlI7dKC/Y3OJbvKTSMtaIoGZVgPmKNE4M7JhKo+aR4HZ4qaSftUim82oJBQOhVKuQs0ag267z6im95lyY8urdqVoA9chF9bbl+xaFg4sGqrwluRGjLt1fHyysdNWW3znI41rF3lglGFeCQYNKizprw1M/miaZrCtDKUt75toqN/QUWnUZVcvK4z/Iuiiblq6ycKx8aW+qk6snS1TH1BrGR/RNj3/6Vnzv2TaHsz1vSy1tmHfA8P1E/1VFjXMbV5X3LljcflwQ7Coe9O2jd3FVZvuXJ7d314tszRJsWpOnd84XBntLLEX9WzetrmnGG1Z+V8gfvD6rRkes0vi/JGAu6yzuGxZVWFxbPmOjq7r+3L1No+sFq2yBC7ZGXC5ChZlRJdVFxXX9OzA1Oth9N+GMfBPe6sZi5zyEMqsfVvxhKdShgNqSU9JHVf8pOKkLt83Lb41vOiUZZfEYweFiMemPqAPgF3InvFPaXbBONdW0geajn59z5YnjzQmvKHM5/TsaVuypytbIcAHpvJne79xdFHswLP7qEAK6ZUPB0+syM0ZONZPWaZNNCL8oGcbAXcQtEwxGjSej9FomqkogiiSIy/SOlvYZfZZRQ1HxVfwSIr4nT5JoNEuhDZRPOiZJ6ileDeOCBHYPjVPP63EjBAeXH6ersXtOGbEkq0Bq/UuYK1OYcWmikrV5uKfTQlzI21wZro92U4dHf8TeYnS2TO9vhynnoo/xiIx5PUEZY5EAYSMlGDMcDt9RoFCmSRyUawccLkDBsSEdCKe46KOevNKfqpOf9Vix+Tq1JdfoivVeuxT9OrL36WrVFBndHaclRaATvx70j9PR9cITQfXacRPU4yo97SMlOn3Bk1qOv5u/KeMxhR0+0J6RotG4xc0nAF0M2RWsciMjIxK9rs8YZHWxJ+Mme16BpyhQFKTk2CRKEZvN5M9ZK3ZoYdYHHTOid7jtZwi18l/wJKtAh9zCnQ2M83HYEUtQ2kqazYpBgNBjTqleBza7qVUkpbsnXxapcPi0KnINxweWiXqJs+T+0WpVYb4zhvI0JptHhN1DuI5CVtVjzdssNndxisjfmy1hmC+11Kvgvetw/ixeMB8l7IzUXZxaUlijidbaEWlucSsN+NwjKo1OB12j67qzq6WXV25sd2PbDpsLlxWUTPaVqjhwTZzjkV960tG/2Z56KHbGtct8qzorJ+osWo0LKvRDNY2ZzSvr1+6fXFGc0lnqcMVcPEGm97msgdcck7vkeUvWXJrM5t7FjVOTSWoZdxkCOGvJ1mSG8Y8nIHWHzI7iCzspVLzMWyaPzETqskl+eFEs1nxAT8sXnvHcHZbc3MYAmETCInlZK/VBn4osqS1NbLmlv7IeVNJX503VtcUbjzcEBsos6H393zzeLMYqszcBnOTpmFuMuV8IqrhJ3+ZWR4wLLvxyT1Nx9bVSFmLiuJnevqr1x7C4z0I1HqpV/Da/vxshk0YVDY9l6G8JMPZqpcM5I+eHiut33FmRXZXY6lVYElJqw9X91buu95XN1xd0VebrcGe/cuiTdTaMlxS3aGv7bnp+YNVBrvfqpOtUtjji/gunu+/cSA7mB3gZRfIbjVQcy+zFXLPirR4JH38wV1NS5ACP5WWaZVR93Ki02gCtWo5s3Ltrf2RojV3ruq4sY4zerD8hHMN1zXWgrRAevW+mrrmsC0lrH3tfe03PrVm9zePtzQ1kOqUd59sAjmtOVzXeGwM5NZQCBQOA4VnQEOziRI8umzAlyYb02wJkqZwVKGQo86EbZNPu5u3d9Wta8vXcGqWIilOHe3bUTfx8M7K6h33r938+dW556gD+2qGYn6ISsK+Jfv78kx2E6ezSVpZr1HbrHLs4NcP7v7GDU2Nu744IB87lbd0rAyPYcbUJfIEsx9bw1n5iSkZoaa7/EAyVylO5SfkCbC1LGdyZzoySry6V8BaMJL+FR50DgI4/nqDAevQ9YHWrYsDi4IasMF62aJjBLVgLe6qXMOJdjnovfI7bK5xMkuZvEHZLnLDI5/ry9TqNbIjSSH9AnMAf/2AZrRqIfp8VyU1EafMPOybaaZfgCzT5InYF9e8gme4aJimPz4+l5Ng65aWnEUmFbCCn/LCU9XoVAa0ZjeYBGwMDV4nSGH99rXzmZvPaO/wTX2ZeoEGTmWvS8DP9Y/OtGGLANxTzwL3MtGb5qGTOkJdA+uz5qIJ21/qWcEcdrvCFpXKEna5w2ZB+hSOWzY1mnOCDgixSWBbtGc4mypJzm6jX3OGcA8hpzPDJgi2jMuFn8aqwhbNCyq1wSp6nRzPgYwcVmV8/0A/Dho4Bvx9iq7NitFSA+ierajmtMmUSKRFtHmeNrZsBQPtBo9GsTzDG7HyFnv16DQv4bxD4n+FIyhJ/3601ZzhNHFwE8Sh7sx8c8u6OheVdxV91WvxKKar91upYP6thC7EVcOrBJXA6KySy2/QCWwGRMCkDn87Xxq/mzpJ/SMRI5YRqxJ6jrOSRBIZZmEIzZZkqJ0a/zJwbiVRpUyoMgwtxN/Tzgwvb4XCYR2VPKNOyvobAs6i4aPLytY6JEt99HcN27vzSrac27H1zJocg6/QW5hflOEJlgzdsDSzxYMMohiPjw0XtORbxlYWtuZbelZ1/cabaRWO710yFnNQuwOeYH/+sv09OS6zlOcO5JEq0lezoiq2vbcwo25FiS9WXmyzLc2pWR3KGF7UfnB5rsD74n8a2uAtb4usWO8pa50cqawleVtuZsRU3+AqiOHZfgb0/X7wgEWzcn9Fe7kFUulEvGOi7ofBU/ycNa+tIHa4MTGWMpdyfy13tA0eWuqzpYaO1LePNAYHeidvSbWk+7wlbTXrT47C7Ltp6hLqYvIJE34/Pn8tQsYzCw8DyB/F5uKUc6oqs/E+jZU6nlotQAWVWZkVsKd4Pgw8l6RlW9eybnCYl/12R8CqZ+PH5yJHy3nJBmm8H8ySPv4c2qZVKykVRG4C+jCunc/2lR+gvSqtQIFvETRWQ/y5eIZoSlCHYkDdwqsx87i2ze85ySPzBvi+zk8f16sNtCkZ2CYlwLyRGG+ZN+Y05lXsasKT3OKTOXNOQ17F7unhZyWnxewycEtvbytf0VhgyO1a0hLs39vmmVGEQMUcRZjfApmUGuQiqPl9vR32/PpIYWOWDBqyNKWvwNe16avpz+nrNMFfaP8z+jqLKCBmNfYWOCL7GVAjT69ypnmLVLSYinmon1XuemLnxFe2RSt2Pb4LjmXnHbHNHW2bGn2O2s0drZsbveiX275xYsmiI3+3E46L4Xi47diaipJVx9oXHxutKBk5hmPW+Cnqh4Bzdsy6AO9Xj1nvGok01tcF04RgNDkkLnNpe1fumptxzFqsxKzN4caDDbEVZXb0m73furHF4C8JxGMpLaN/A7KgcMZyICuWaVp6/MKephvWVcuZDYXxe3oGqtcdTuoh+bCSJcyKd7ir0cuSD5OswPMWV9BkKyitDMwdqYz6ygqX1hd0aWgKUWvMblEQBN6Yt7Rs8sn5Y3VjtDGsp3iVStA5gJquqQ/I14Ga/8AaBfl68cixZQX9TQVmFY3XILJr+8qzGosc4brO3q66cGb3oe5ga2WmCfwcxalYwR9ty8+qyzRF6rp7e+rCSNc0vjikt9iMQY9sN3AOr0MKRDNCJRGPPzvWV1062pajkUwGjd5sEG0Gzmwzy4ECZ7g04vVnVS9PyPID6kPw3EOfTn1ZNJpKvEzzxaw0KCzR1Ie5yw+0u6sKMww8iI3V2COl4VBVpsldXNdQV+z21/QWqTlzweKS6uXFFpjyNovXyBWtvXPVyhMrcgxuk5wXC0vRzpHOUqSJbVqao9aLBrcLU28wGiwZJa5QeW44syDWGS3piUV4a6kn0BwNRFrHqq7UTC+bfHvknvGq6MDOmsL+ZZLJn2MtaIiWtIwCv76pP5Bb6SeISmWu0wsHKleJSMitvMGbmWdphhjiiF7CmK5Lmcz3cdwJAUdZiyXoNPKMwNAr0yOERJRx9XCCgHwSaKP+wORDPvkI/hUcmUHep/x+DLf/BGiuh5Oi9HVO34Lh0gLcUI+4zSBrC7a28fw0Gq/OEHXRYb/yhZkwKT3y8YlX5StJL/0m/Q6OBmdkPIdW9qq0zryYEBcaBPpNXkwEcrXueH0aK5BQ6d2RhZlBz6ciyF8p46R7P9oyHRiudPkMOlWSnzQ2RaOo1WqvxihCqVWw+NS8wUTEKZzJUt+a5VNSeeyctblo2UxGey8nuUwWl8i2n1acB2dMkG3Jby2IHWqCTBaHt8K0T9nXu6x6w8k1pD9lnCb/tWNVQ8ZAL7kn1YI166SSV+OVimcUzeKU7/yU1TvqEFCZk5j93PS6/4zHsciWMjlh9qlDiKTI+PdprT3idkdsOjr+Os3gZXKLKyALdJymLpMq2eewuEWOOksLKg135VG8bkfzOhXVr5EECoRGQiFM2jUa8lcCJGEkrwZKSiG2OA6UNCmR8zQhVJhLW9ZbgKa0KnOcZuIfUVpLxO3Jsmmob5PkBUprz3R7wnAW/wS0HaaA0w+6/SOSfJkUJBCmR+LJt0n0FinIPrvVhenmjPoZqsnbBGFy1wwPeiMnqIEFCMEm7YIALEDGSOGXNtbUGcmrsGwzQbZLgCNlpc+Yeo9OLbDSJ8szK30NvBz2uAMmNf3O27Ta5He6MkQkIGv8Ix7JYa8rYFTR33+DVokehytDIoX4Jzk6WcNAwMehsfgX4UAxGlmHLqKHdbKWplgVF38KdbD4HYvaqI/j3476wdsfBsqCBOGjEoSVyfg9V6hkeuFUVhISs5Eji/ezhUV2r0iyhwUDFX+eNwTdbr9RYBCiPmZFv9cZFNn4MwaR0Rh1qIKWVNSQyapjKF6vncwj35LVDJ5NgHcFhDdvUxfxOvW8tcW0N6iptUUwuG+zvI6ffMvkwMJHt8WvN8h4uZGk1aKGw23xPegcD3O0WXaInNPn15nNNgO52ZchwTmrM4tendViN0ye5gwO/Ptm6iJ5P+Mm1IQF/5obpcX+THoegGKRaDQUhtQMrUnVJlfTL5ZFwqXlkUhp8hh/Ef9umrqo5Bdq/MtfNKuXrlT2EL9Afz+ZLMSfAklkxX+GdhHvEo6EJDguoeNlckrD0S5WZxFPMlrZJosWFaJvUluDdlvQor7dU5KXa3udU/GK2iH5qMNrYFmDF8eO35z6CN1GfX7h2FGcc45uE2wRjzcCimuNeD0RvAIw+5zyenMcarUjx+vPxcfcyYgv0eDz5cIEtucCL18AnNuAF7WyYjvD/bb8WHUe3re25Oc1wQ73ovj7lIr5Ds5DLEmWkwkR9witNbpMNp9Es+QwrZXdJjDcNPMnrZ6nOa2sZQ9p9QJwbNRCP03o78g8sgb/CkRZg0sgVVQmTxLjIxJs6MugGAz6JOz2hEJuVrQTaOqT+N00/pcD7ZznzDRhEK/UiJIkUv/VIMbfCnjdAb/fi+fxTfGH0b8wt+Bf/CAW3JFkmV63z6MU9U1wgP6wanjVSgbpXDbJLmuoaHe501PRXYwEg9NscRpIZs0r8RVvvR0f/J5GVDMkuJ71b77z0x07fvKjH2ygWRamqgHjOwj43gd8vqRNThmMqFRaQoZDSQtoltD7zvKuKKWR7ZLdpUXM0MjICE0anBaTU+TJDXtI246fvvPmeoZnSQamy6vo4bffQg+/IhhUgIqlvx/vwNiej79AOph9iW9GsERS/sk37XuV0Meh100RGrOkVktmDSJY8D963YMP4mP8is8B08vIZuNJyBosotd5qZrVW5T15fgL6NlE/0zijW3S4c+4fiUHfVYtWTRTOoir1dyDDyaOUxqLpL5kdEBg6xMtepZ5yekVLQZIyhwy1vYt4NW+zXgh526dFb3Sc2Ntbk7akkqevl0yfm5H1+GhmgyDlNex79y2jKV1OTqOJhHkz+pQtL14+ERvJmWvb+8r3HTHitB5S3RwUcbiplq7r3aktm4k5kIP9p490BZZPH7zQyM9j913y4ZqQS+ptXpZJ9kNvE7ULT366JDebdVXjJ1cXblqUVBr8Ug3nN+UW9A1BvaoGzh4jvHBbC3Dv3RKn7FlCeUqnvnqiSqZXoy3RKP4w6fUylCUeq56x7kt6+7bVhlZsq2peqjOV7j2zPo1tw/n4LX4lokl4Xdc5T2l4xOOiv7qsfEsf9OGxtpVNZ6bjh+9ES1dfuNgXlb3/vaa9X1L/J6mrqFo476B4vyubbXFI8vbvIHFvavIVVmNBbY1veGG6gpPyZHJL+ctqa/xeWKL2nJGN2+BsWgFTl4GTuRZbyFnslY6LWulqZfztz55w8GH12cXjD959BAcn9Q5sqvbC3o315jd9WOt5b01YIbImz//70+N9j/60f2nPlKOj4/es7e3zNZ567fG7/ze0cpgw8jOm0DHzoMNPstY8D9ZJP1K6k0VqCObCBvKMpLLDoo6U2dZlZabHOI0apYVtDzSXcKrfhSrFlAWrZGsEkRZ7G95ncA04sSKM9hlyS4K1DufV9Fat0W0GjTs8xRNI5pTs5dvF7B1IXYCHfeCDGJz6MABypzXVuz0uHLKG+B7GUEvTJbqTHqOUuk1l/s3VUjO0s4S5aUVOHWaZHhr1YotVSO3DeeZW05MfJ8s5vVqZjF+9cwZ3Gaj22LRItXQXfvXZGe3V/r9ET8vuU2Q+OlMwYC1dOhgU+zQ7Rd2viVIyor8Bhivu4DWgfQva6JpaV/i44rkDE22LES/CRTzrtjux7bU7xio1PMspdMKpT0TjYvWNfqzew60HwIyOVatE3Ys2tQWtpd0lVaOLi1S4UAFTKBc2TtRN/g3K3O9scGqhonOXLRzxe3ry0wuj04H7iDo9GZ4/bHeorKBOj8Mgkm26Tl/3YqySFvUE4gEGL3DrLeIOhlYzFu+p6VmU1eFmuRKO7dg+4Dftf4TYySysGagOe8ZUmODZvTCjALIR/2TUbor9fnK5G81Bi2YahWHfsDI7hy3r9BtuEs0xR8g4yvRw2i7LxT/YyoWRwbW4LbKbptFS0k8flMCDujKdwPkbybxv3qMgcRPMzqsHQt+y5SY3YFZ39SBQU4uj1Knm48+NV49vjwKdhB/4MSpslo2tTZs78oLdx3uqxkIOa0eF1nD61WMUYq7Am0FE+cmKtD9G788USnarDqNaJdEh8jbXHZv44bFsVW1Ho09g9T7vALoUDAS/zxDlo7ejLOFpF0lWepVJUtYC3K8AJR70rMEJYZNj9uoCxQjsPE8Rm8J2v0hiBfRbyfvlmVGpRPID3UmNUu/JLkcNt3l1zXgyVnw6fTiSFAGBWYlJ8abtIaA9zXl/1Pw+TnQ0QJiUfJb0DmrE2XpLwaTX9LMfJhHnTMWdB16dHt2V32OERCqeXWkprt49JaBHLL01Orxu1eEizY/tLPruqG6sHjBv2h1bf1QldNWPrhoya3kc8sfP3vLxiq1QZI8drNdx+gl/ZIj54Y8BVXrb+3p++Le5sz2rTc/0Hz0wnhBfse60qo1jRm5+D9fpv5EjpGnr231jhzzN29pbdu4yONr3NLWsaXOfqvBF80IlPgMcqDUHyn2aFFL+5EVRXn913W2HR4sia482FbeX+lylveUN64sNbmreiCqWTL1E2obU4qjKm7WV7o4pfAzOqPTaHaoKZ46zuhMDpPJoaF4XhA4itdC6iDwapbidEY1jEDr1E+Y7dBTmDYSBvJz+EipccZIR9BhgvifCMxaJQplbmRzdHJlYW0KZW5kb2JqCjE1IDAgb2JqCjw8L0xlbmd0aDEgOTA4OC9GaWx0ZXIgL0ZsYXRlRGVjb2RlL0xlbmd0aCA2ODAzPj4Kc3RyZWFtCnjarXcLlNvWdSDAGXksy9VvJI2k0YzmP5IGmgEBckhKo5EA4j8ESIAASKCKY5IgARIASQ3J4WfjxnVs13acplu7yTbOOj67TjeOmyb2xjneOGn2eL2bbpNm83Gcxm5db7N1feyN02TttMdrS/s4Gjmyne3Jye57fHz3/e7/3vcAwRAE7YBuhgYgNJlewmz7/X8DQXAWzN5Y8HP1wa8N3grGj4PxJ22vW4K/b++AoGs+A0HbP+YUcxb85vUfBOsTYH3ZARNDvzXwjwB+E7QZx292Yi9u+zIEDaBgzxe8WiFX+vfW5yEooIL1Z/1cpw41IR/AXwFtwi82c6/fcksBgnafg6Dhs9WcX5z8zyt3QdDgC+D8n9VrjealxyEM7P2r/n6oz7sH6hDULzD07jJwubv02OaZ9xZwYuCli78P5Jm8uHHxB9vG3oPD25wJQNAPF/729Pt3rbwOHRp4qb/wH81PlPv98y8sToOzxW1jg0An0Pb+3su04a/DvwdtgwYDXwkACaC7L/fwXwNe3gAod2wbCPTL4C/4vFwSvJTclO6hy7wNvARXwfi+TYafDjwFViagwctcbZ7cB/7hzX4QugP049BuMLMT7MKgMERBaSgD5aACVITKQJ4atAE9dOnSJgUUrMchBdK31m2wXoXW++uXfvR/rU/+Ek3/euUUtAY8r1+//M/U/wWP/jOVhT+2WT8L/9f31sABUHlQbwf1B4GLA4c26yyoysDdm/VLA/97cHZQGSz+CvUb0Nvm3Sxv/L+JH6CgU6Ctg4ZfNRf9tXB9G4oGXodu+LXOZqAbAqFfxEigBg0MfBN40K9y9gAU2fTM1y7zHVjZ6juAHxY6D3Qkvr35TTDur9GQHij8Qk7YgXT4K9AcfAZEC1iDXwIe/P+hDEyAmIBAdjD7ETK4HcCfgJ7egmHoAPSnW3AAyPqFLXgAUgGXl+FBaA5a3oK3QXuhmS34GgBBEAEiqQjipQwiRgJQB+SykyCa+nHUApGUA/NBYNlFEGcWgIqgoe84NfH2uYl3nfvVdp0GM++lcHoz8lEARwA/KJDgJNiD/koU4iA/1KEumCuDvc4mzYe28KFQCEAn3x5FAJQA+6rgTBOcqQMcExAL8nke4iAEwO3NuggovnPXIsg2NbBvEewhNjP4xFUUG5ujIuiLoO9zaYGdAejUpVcD1wWegYaheeAz2Hhg/76dgempxUA4tBoYmdoJxuMBHFsF48UAPEUayyMjywYZN5YPHFg24kurMzt3zqwuLa7O7No1sxp4hijfTtO3lc+dK99G07eXiTOnzFo4XDViMaMaDtfMU8BH1gGlEsi510DQ5PSeofkIDpe4m5Evngu4PnZv/wYBkQv/E+BqCoKOw2F4daBPfXrqmqH51QF8i8ld8CT8TxdPw1O7jx7ceWAePxKTdrBD8zHuxIJ4anr46ImRS3B7DZ7dPXvs5MGj2PQwG9k5e27x8KEgj06dCi2NvNWnFL30KvyPgJdZMJgcWoXxt1UwNx8Zh69I3qc9PAk/d/GH20bwg5i6OjW1mgmJlTFiWFyaOYMcGl06Nze3NjUElwO3PnfttROnlSCeOTvDnB5DQodOrs7Mn0UO7t8L+1s0A48C6YDGZ3cOXFF2n/LI0CIYX1H6ciTw6F48LqOpO/KRaOF3kvNr5PLelR2z2Okp2k8cO57wqTPV2fVRdGZ/tHCHLN9RiO4eO34Y2TN1eDem1VdX6xqGRYCVQQYLfBVIeT10CLwBrsi4AEeuyLcA3/AKeZtLku5t5CvcR1NtaX5eaqc+GngKMW7LGrcayDlMdiIRR8agLXynAL490BEIwqf3XME4NDw9MB0GnF/G+Ufct0MGMXMEJef/W/apzk2ZGw4vksduDjy17yQXmj+3dGTw4ufhtdWzZ6fR8Z19zWDAGn27g+wHL8JXNDEyPnDFK6+2yfziwGW9HRiBHxvh8MPLyOjhhcj47NrK3HEifWLi3ClseHUkHR2NnhwbQ1enpqnlyeNkap4rHQ4oE/O7J7GpKeTovuuuP3KSDodF7OBvHD52eHEO3zONT80GJw/s2HHkJIniAnoAn+5zB94FAQ9IDV5Gs/gwDk/DOBwJvChe/Gni4s+k9wXst1bAKtzP8QN/CqBdl/f168D0ZsXh7YFH9EcCn0t8R3008Kj6nUQhkHvrU6CtBG586wFwJgBFLr0GbtkXgEcuA6Khuctuv+mYY/C+AyPTi3B4eif8ttsMXRWkZ2D4t8+dOcEdmht7/8ociR0ZHDwzMBiYkGOjsaWjkfPtc/tOaDQyPDG/byY6tw9ePLMyfujk2Nz+E+cW/mL01L49x4aXju+aWp5fPnt0e3ho/7HJQ1P7tx9aiB6d3vTb1+D/ATibfId1+n46chU/fXM8vIeYO04uHTq0SB4/uboPH8+ciZ0nZmaI87Gl3DhcHp0ew+ljxyh8bGp0bhaZJc1w2CRnjx8D8gMqgUFA5drNjHSZztC2I/DQ5PjAe2iNB+CvDST5qVPI4QB8K3zxA/BhkIrC4j78RPFUyDg3O3NOxyJqdAzeSWYOAec4MLR7+/Tq4mhw4lh48Qrd2bMqtEl5d2ASUJ4Dbyho5LKjnYGn3ykbHsb3bOWH4atSY5/LxpHcMsYs7AuMFvCIcXZ6+qwRwfNHAtT+WF4iNk6sHjxJnpgn0dFREBAnyJMHb5jBxrD4XBZBZ85mcSxLzqEn5YvonM6hGALfMktiY4fR+HHQj49jJLAAuOnhnwZegw6CKO67xIH9e6b3bFEfg0Ec7vk3w1nMMKjrx4Kzo/ixgxQF/85xtJK5+N/hgdmVhYMHTtJL/xB47eI9fXn7b4jPBR4Hfr3rchRH9l0D5AqHlgHmT1HUzvG9e8f7DX76i/tHR/eDdpkH6AHAw8DlMw9QFBiAeR38/QRobwzwNg7vx38Zf6G5+Y+D5/k+8x08BgLw08OLu47j7+IT9odXDm55xALAvHlHzV51P/XtP7SF/koIBBZmyfOR5fPAquT55Qjoub4XHicWgTcSx4+Ti4de3rT5FduDfp7Gx8dxeh70Y8Axr0hzI6B5GEgDuMbflgikaPiKOGYgQPTFSWG/sX/H9muO7BzFZkeoTbY35QkMnAsM7luI90UBOOdA/HwU4Fy6Kn4OAD97z30zd3VqS+86M7935sie5VPp5FHs7ETYmljey5w4cGx8Lxvfv3Ts8JGllYng+RG4ODZ77d4jw5PT1+8hIsci07uQpWNHT1y77+jI7OzubbvGkMkZfHI3cgxwMnjpDfhkIAuNAk6m97wriPeADB7G9+PwyVuvGz68a+fRnQN750eGT8yM5HLUrfB9F39yeGp46Nqh00ND1x1B5+GZ2K239jUGpPsJ/HTf/pNXUtRcGLjk27kJgECeP/llDrBlfvjoxbfeNv/Fe/rmB5jBuxX+S4B5qP9eGNjMp/Dhta8l/lXgD3n46YtN+O7+N9u+Sy8PXB94FmSnMMT3b9Z3hO3QOxPW7Jb3XLlXIu8K5QB1UF8JplemplbSQdQ4FNp5enr29PED+4+fmp1YPXhxcMX+cFK6y15Zse+Skh8GPZ5pkWQzg2GZJkm2MvgLs8v9s0FlZerE7LEDs6OLpycnVxZHx6ffn7yzdPp06c6kdGfp1KnSndLVxwCad3x3g292aNDyqvYWLDQuw/2v3ly+7Fmgf6UfzLl63QNqAPAutZBDCg2k0EWsHGIVkWIVKTaQUhkprSMO+LWQsoWUG0i5iXhNxG8gfhOpekgd/JrIeg1puEhjA2muIxvlXAnJNXKgNZF8Efx80HpI3kby60gekACEbPsqYrmNPkGrkUeK+RZS9DZp1/rki02k2NpkouwhpVqfl1ILtC5i5xDbQmwPsRttxG71EHsDcXLtTVYBoi127S2OK34BcXM+4gI6bjGHuGXE9aqIC3a6DQdx24iX74vltWqgdRFvA/GL64hfKiK+DX4O4rtXZM4jVasvebWKVLtVpOYjtcaWGi60kHUfWa/29bFeKyHrYNwGP6Ca3AWkka8jjaKDNOxNZXlIo4o0gOLAynpfd0CQJhC76SLNWl+RLRcBcm2UkY1WFWnnikinZiPdGtJrPfLUN1/50N+TwTt3/+0nn3j5uw/edPKeyqVrrn1g8swt7u27tj2zFL/zdOyJ8mf2D3/wWe/5T1/Q37jv/tXczc98c/zme88/vahuOPtOQUzi2YGnb7jj2ee2PfrmH2y76bP0j3/+wJe/9PIn7N//+fQbv/vitg/ccKj5V9mzxUe+9+SHv/X11IPK5Kff+uOEO3ENPLIdfvKm372LPTH0qV1nFv4F8tjPyQ/cFvsPIv4nM3NPtZvVe6NPVmZemP3U3Z984UuvfwP7wCtvvHzj+J0XHn7h4u89QOx48D/99MbaD76WW31x7x1PH37pwZvPo+cLt1+Y/tETD3v3/NnDh9/adffIM8+p9//dKx9/rD524FEm+cGj3eefGNqR/tffK3FP/vF3773rXy688AfJfP5bz1fuH5s6+unac7c+dufDu+Nvfff7566/eerzf3f2q9/7y59+4Vxo5VXk+9JD9z0Rv+Er+7516eGHHlSbuQs3ve8b97/4mVvwj39J3/HK977ZeHZWeHWK1mdf4j7ynes2/nr7wImdv5X4yPTrJ759y01vnvZaP/lzXPvO6O2Pf3L9w+XUNm/9oS/8w81LjwfvfvnVj/z5v/3hUX+O7iCfNb++mr7vLz6P3vPMj0O3P3Pzh1T4vg99ceTf/WD2SHb4v3z1Z9/4m9Jv/s+9r0+M/GFh8sCxO6Sf3dverXws+rlPjEfn+T/69vO/+aOHxeOPHCjND78+sfPp246/NTDyXf7vw/kP/pA7+eNHhkfHH7olcj/rEwtPva9zJC5dCfWDl4OdAx+aSh+0S1QOazpxxSMFNaxsKJmyWKrWhZxbX9D5TrCIXqCaQitbXdKWE5QRzGScnpGxokkmvK6yRiMn1yKiFMzkMi07R0uc6TmOLDQKaZ0J65ipmKjQk3GLLHKoX8DbvQzruTpdC4lyqMXhSrgRF4NrZcMlaMnPoJ22UdHjRc8MGZrTMjWzXfDIqpRpruWDpKgwa5bMhNyChQbXuqLWIoqddU2j83SwIlBEislKLc1PShqexqygVlTpkKNnzO4aG/NNpoGlWZ1NaEG0iGKcqIoNwidaqUxhyfTNNtUxOhwd6ohKu8Wj9QU5G6yzPSrI2SKWwqSEWq0HhdQGJjaBMGnT1Gil6bmxrkm5SVZr19SukZGqzHpWj3VULVgQ4lbUqrYVVUUv5DDdstY6hKqFVYnWRLwSWmaqZFivaJasW2sbvp3j0lqEtPWyhemhfK/eMzmLU4JCQvWYsBYk2ZpmqWq6ya5jIVv27UYp5GscRQNRCTVBEKogBR2ejvUKXEfJVcmQWU2jQsYKW4zXVt2wWGRJnceMvEAWVN1jcm5QcJOeR1uhRkfTpWWFY8qqFdxgY7bBaE5WzwAre1LRRC1CpwmlkGXaWlarJS7oyzk/mMqxQVVh0KxAaTXZ73QFT1iQy7pW5AzHIDSlRIcYNtZ2SFqpGGrNpSpuj5DpckHNptcI0uWb4XKmipYpWfEpnyvFdCFkdBphsVKLcIRAZCle4xS+gjuSq3muFCfqVZEgUlyaVIUucKFOqkBKsUyC0DdUBY3RPVfjKzIudWptjhA1vuvoRC9lpaiQmuo5mE6oCuXQqtmhO8VgLZ5A7S5D1WyD9SpJtX2BLGvxZM8r5Am6HlPlXFKVCSNOdxgqinGOiCc4IUdg7gZtGyhR0rEMIYfTHTqdlPmuivM4gTpOSg2lBMxZEhyiSNihnElZdkHlG0lFtYxyCBd9e4lfksN4l8+KtU4rQdkGXZZltuM187Jm4IpLJNu0KbpNly2jPaJXK+NZIU2rUpUPhsq0r2lElqlnSU8qoXS1RFthjSHTuhPeAMrmTJzpiajnp11HLFcNp5Rp+mJFxRNMrGVlSMugSSNTFZppjfGkbphROoWMWhYqAt5BSayOZTxTydQ78azS0YBf8hm/mdb78+GYbWIOa+FFPVEVHEMJqWbSKJG9DTUuhyp0VtmwMh6qsmFSLjNU2iPLMlVfkzU9Z2ixXJqTsgaXVjWKYDoSGiIol032bEOgGoSuCAklE8wZXIfjdalSJkVXqQbrUia8pAaDRUYPxry0SVuu6xjZej3DWiHC5zia0vxCz47ShBajmRht6l463ZMrPBZuZNwOR+LBbJqNrZUYMlr0W5grNCxWdR0+S/SUYEdQO8vtDMtgRryeMDpoPK3rlRLrsWLQKQi+HjM8t2LQTELDpIjSY5xStpgzFKGb5pg8me60M75RLm0Ulkh2rZPNtmPJruImymbdiHQ2LrhmVsC7RUszlQtes1SIhzsFzUtXVLOaQYW8xTBd1UdjpEyjvFxTOL9Nk72mp/sLyyBNkvVu2szogpzxlZxQ0Voa4zasbH3ZyjaLJmbWPV8Kymy1mHDQcioorOmKHRPlQllEO2QOjXV0jIkUuNiCFnRVTSc7MtpVEv5yV9OK0pquRwuVTpynlYJcbXpEO9Tj6GVTKsdaYtw1OFbLlnyzUMeBFoIMIWQLrhGstUBklYqsVGHtGF9ww5yV9nwr67XlfLOac9sFRkfbWVRc4tqNssmQTjYbVA05uCZURDPHNKUSI7R0T2Gs9QtVtUIKBT3IZ3AyxFOdCEl2CLmroJYQI8VMLWaqasH3PS2X88l8NllUqnrepG3wGpM4oAdN7OqhHGu3GIHVC13xQsnjFzQ35mboGLsWlCiSoCtJW0gmGlG6S+ZCZlvpUricjMvFTLwSba21UYEhE0ngOymx3KjGsUIv1vFcPhiWgYfaqQrpKuFw26qSsuYyQc1vLhcYzAQ5D9PdGK+jpC7g5VKGC1eqVUk2UnplLS01E3ZIxzt2r4C5zbVUIUeAyBBRqa220YVYmrZSih3XtWaJjMkC245VeYevAv5R0XV1geLbjKc7xW67rSo8x9rGQjNLFUVK60pSpcShipwg+CzXtI1Es00rqNQCtBIJP1WQHDOU7dSW43HDJsk2LXs8tUYyNmvZGRGNp5J2uyio0QzTNWPFdCmSZAkM7xm5UtUTkw6aINq6z3SCqhBsF7h23RYrqGzqdZHoLAVTFY3A46gryXKO7opLZJmPAKVgVFdmSUIkDEZ0k0otllwqKCRJUnqmnSHAXSqQuJFgFkxBIgpJX8zjaRDnmraQays2oUSXUnFTlHymTrO6T1cKRUEPcckOStN2aIPmhAbp8BjI/zFQLqyxIpWMtX0a5OUSxqsJ2SZp1e6yQadtqiEzVTYivBPrKb1GkYnzJkuInK9raanEt1O2mDbj1obRo401yy5LlU5FZ3tBkWqWcYouGVnhAh6TMTNTiJtpwRNDnTLgxzVUWRdYoWUoILuTbkeySV5R2qhI8TavttMlTswlKmJJdAjU4GJrTMdJ8hslw8Skrkq6F6R2SBXLISWrNauMA2zWDUXoSgy8K6JpKY6GOCBHCu9kGVIr8F0+xlGkUWQVT6RqecEOeawWxlOk2+K6WjzW64R1roGxpGiTvqibVZMDdwvPNqMVGiOFUlmsJ9RoDKwtlDINN2fLFFExIiQndEyStqRyNE/3OlaRQvNsly6Y4M1QQNeDhEMDzboRGo0FOdKSSCVEmRlGtcp2D1wV5WRXDnJhhdcqfCxe1gjOYVy3ki8kFXshqYSybLoeyUjRWKqsZRIY7Wh4HU+VGmlD5otiT89msyJLOYRi9EKe4QbxUk/UYiTf5jGNNbMkQ1dqNG7LWgJjlAJB4Mm2HKYw0i1WeTGutXMmQRlsxkuBdJDHVcLhWaOw5gc5BuidtMUkXwlLRsapxElbpjHFwXG0Z7INj1BrOcNxGKlX2yDl6IKgoOJatd3juiHL7Ngux+hVo0dEGKeHUz0LU+JuOpcOpfCm7bNhppPEjCLdjXmiIrhZhsrxbmM52awUk0EloZRxJVEJ4ckKkclklfVUJ4qLshxhukHJBJ7B9RIFc6OwXEoLwF4yjhFLJQorNEuddpjtiOmEbXQz1bafcnol1gbPaDwc8dR2l1PAiyYWc9Y802XUalEsS27SDbdoS0yxqkzRzbq57tdKSQrEG+XahKd5HFELSRhv07FwrIhZG1SltmHEQ3mrKvEpthEyVd4mO9EL2U5DXMNSJUMmmvkwEY8vGSx4K1U4LOxL5JLF2lqS9XVHrujrILe0UvFwReWIBmuLMqdEg6TP18C9vBZPy52UrOW0EF3kSnLJLMcADoZUWTkf9fmMRLmdBIoyYteupIAOzG69R6iyYVqhCkYFlazVbqiqGOaoKKNmM2kh7olSpw3eXRan2VqD87W8iRVQo8pbRNvzTaqQTVEWQ6nRQqJrMKyvbLSa0YjqEI5AFUiDw4sShbZYMhTD+ViSjfMehYlWMkM6Gdet5imtbChRlqQbXaLiLlDlqGc4pJVzKjJ4l3ucWijqXDFLliOWpEQxjFCaxQzdEB27ZRKhPNMTfJOg02yP0Hggh1aWK2KqgJllXjbRYDehiGqcTRVSUsgQq+D+9ENFNs0v4WkxaKkFQ00VZCBDMY/JVS4dtRmWzxAVPUJ3oxmxE9og48E1wCGfLNOuQWrRLLOeS7q2n2raWgp1JFGpJ5LghcrIWk9XGiJFiiijRJt1WpbX1AZKOgRDo80g54d5jKVRxgniakfOUL6cE1QiorEFM1fhK5IVJWjXITi71mV6cpDoEt10l+/GlLYl2mKhUBUuEE7KEtNRh/XNTIYyMJEKZQCZhoE3QjmKzpMVO094VtvA3HSyYmzwcUHOKSGUlbUuJ4vhHF4IiirvGUo7lGqjuIYVltc6NpkqWWWdQa0cZVc4slrk6E6UoNrruCJjhKNUNalep3shjozzQdFvZ9bIaFnCtA1RU5IlgthI9jSQJ+i2KbihRAXtJMsEyuLKcsPnBYG00yxh4EWsjdIV0cfiIm5mpPWSVavHKlWLAdTVrFfmHTkkxkMLCc2JJNNhHyfbpXhXzguc57e0sJxjJELJknqJXM4JVWVD95rRUhbFGn5Qymn1TE5rMsUy75HOUrGFhgQLDxlrrnYG+j/etXIJCmVuZHN0cmVhbQplbmRvYmoKMTYgMCBvYmoKPDwvRmlsdGVyIC9GbGF0ZURlY29kZS9MZW5ndGggNTA3Pj4Kc3RyZWFtCnjaXVTLqtswEN37K7S8XVws62HFEAzl3k0Wty1N+wG2NEoNjW0UZ5G/rzxHTaGGBA5nnmdmVL+d3k/ztIn6W1r8mTYRpzkkui335EmMdJnmqlEiTH4riP/9dVirOjufH7eNrqc5LtXxKOrvmbxt6SFePodlpE9V/TUFStN8ES8/384Zn+/r+puuNG9CVn0vAsUc6GNYvwxXEjW7vZ5C5qft8Zp9/ln8eKwkFOMGxfgl0G0dPKVhvlB1lPnrxTHmr69oDv/xtoPbGP2vIe3mmrK5lMb3GTUNUGsZdZKR04xkBKeAFFDD6OBhCc5ZcAExEaVFFDsAHRiNsHTI51pwBMvi53puSzNSEjFLFMOc6xhZjimNQUecXTvUqRjlQsEZ9IcoDsiXblvUEpAhMmpL71CpRbftiDqLZccZSn+WlZAKluaAWqCuAiLE1KyLjqhaFw5+WsIPlgoZDDQzrJK26EgBRfSgDRA00w4xUadugFCLVrBsgCwQNNMt1EUUC12kY0TQTCF7C0sFzmBiuvTOKumimYKeB0zMScy2TAy7NBTO/J1MHjd4aGqRxWITuvi0LhNoUZPFTvmymQP2DdOJHpGggcUELHRV4JpSfVEEnEaGMo886v3Eyi3tx7a/Cc9L9veU8hHzw8HXu9/tNNPzbVmXdffaf38AZC8Y1AplbmRzdHJlYW0KZW5kb2JqCjIwIDAgb2JqCjw8L0ZpbHRlciAvRmxhdGVEZWNvZGUvTGVuZ3RoIDU5MT4+CnN0cmVhbQp42l2UzY6bMBSF9zwFy+liFLCNDVIUqZpusuiPmvYBwJgMUkMQIYu8fY2/24xUpCQ68f059xxzd2/HL8dpXPPdj+XqT2HNh3Hql3C73hcf8i6cxykrVd6PfhWUvv2lnbNdTD49bmu4HKfhmu33+e5nPLytyyN/+dxfu/Ap231f+rCM0zl/+f12ivh0n+c/4RKmNS+ywyHvwxALfW3nb+0l5LuU9nrs4/m4Pl5jzkfEr8cccpVwCRl/7cNtbn1Y2ukcsn0Rn0O+H+JzyMLU/3fuHGnd4N/bZQuvQgyPP/oQUdm0CTmTkHegJiE7JGR9QiV5tiKvIJIqFVVsvSHtVEKq39AWkvrZFFl78hR5PXn0c4IGkAWFVLOCmW4TCnDRirOafkQO9NMudS9AqmA+YQ0XV9GhpybMdEEVZtAWVILS7IVMWzFDSU2LEh01HSpVcpa4lAU1bUmeaJaULxTTGph5kEPPgC6avEJcobsXPVsQPB2zOyKrdLaZkxAzKPQ0RJacGbiI1hWaKfHd/vMptiGaSoaJjagP0g3MYaA1PUEGt5tBbt7Tf0td28G+gUVNF0Mud0rDyXjum/jBvVG18MUPzgZPTapU4gdzBgNzvNIgRwclNxquivkL4YIfxj/1kbeogUE/UJdoTSWZUQ3MIUoycYl7BmdV96G7RT+JRpGS22S4d23zVFNY1PJPgfsyOdNVuKSSKkYTqfBTo5jhTatRpepAMIyv7bZqZKdsS2fbjc+N5u/LEpdZWqBpi237a5zCc8fO13nL2j5/AZ4CTr0KZW5kc3RyZWFtCmVuZG9iagoyNCAwIG9iago8PC9GaWx0ZXIgL0ZsYXRlRGVjb2RlL0xlbmd0aCAzNDk+PgpzdHJlYW0KeNpdks9qhDAQxu8+RY7bw6IxRrsgQtlePPQPtX0ATcatUGOI7sG3b5Jv2UIFhZ/zfTOTmaTn9rk108bSd7eojjY2TkY7WperU8QGukwm4TnTk9puFL9q7m2SenO3rxvNrRmXpK5Z+uGD6+Z2dnjSy0APSfrmNLnJXNjh69x57q7W/tBMZmNZ0jRM0+gTvfT2tZ+JpdF2bLWPT9t+9J4/xeduieWROZpRi6bV9opcby6U1Jl/GlaP/mkSMvpfPC9hG0b13bsgFycvzzJZNoEKFak8RfI/A1UC9AiSUBZQctAIUiAoSyilhC8HccQIyh5URcpEpDyLJOCT8BXopUQvxQB6jFSCenSdV5F8gzELKkhUyJGlQBaOCgIVOKoLVOc4g8AZBHzyNglUqFCBYxICk5CYZ4V5+uZjn1jGbephLeH23Heurs75dccrFvccNjwZut9Cu9jgCu8vN3S04gplbmRzdHJlYW0KZW5kb2JqCjI5IDAgb2JqCjw8L04gMy9BbHRlcm5hdGUgL0RldmljZVJHQi9GaWx0ZXIgL0ZsYXRlRGVjb2RlL0xlbmd0aCAyNTUzPj4Kc3RyZWFtCnjatZZnVBNpF8efmfRGC72G3gy9BJDeRaVXGyEJEEqAkAAiNkRUYEUREQELyCLFBVdXQBYREcXCIqCAigVkEVDWxVVERWUn8kH3fc95P737P+eZ+c09987c5z4f5g8AqR8ggpGVyBPwAzxdaGHhETTcUyQkDr6KyUpNBv8t6Bu+G15+uksXXe3Fzj1pPHSkozxGp6+A6NoH/rck2JxUFvI6N4RZUcjHEa5FWDoqKMAV4XYA8OSY75j/HbMT2WwACDeQ/L0xX2uJfqLaBGEiF2G2iBM5zFSEMxDWiopPFiBcIYrzl/PPiljAYcUi3I0wOU3IQeqIornsSReI8klhohxWMl/ECQhbs2KZSA6pGuEVy/1/FSEVGaCZiakF+D9LdCbLpHUSAPEcAJrvsIT8tOUYWnTBACJyYtJAAagCTaAH6MAMWAM74ATcwSrgC4JAONgIWCAWJAI+SAdZYCfIBfngADgMysAJUA3qQCM4B1pAO7gCroPboB8MgVEwBibBSzAH3oFFCIJwEAWiQgqQGqQNGUJmEANygNyh1VAAFA5FQjEQDxJCWdAuKB8qgsqgSqgO+hm6CF2BbkID0ANoHJqB/oI+wiiYDEvDKrAObAwzYGfYBw6CN8AxcAqcCefA++FSuAo+AzfDV+Db8BA8Br+E51EARULJotRRdBQD5YryRUWgolF81DZUHqoEVYVqRLWhelB3UWOoWdQHNBZNRdPQdLQd2gsdjGahU9Db0AXoMnQtuhndjb6LHkfPob9gKBhljCHGFuONCcPEYNIxuZgSTA3mAuYaZggziXmHxWJlsbpYa6wXNhwbh92CLcAewzZhO7ED2AnsPA6HU8AZ4uxxvjgmToDLxR3FncFdxg3iJnHv8SS8Gt4M74GPwPPw2fgSfD2+Az+In8IvEiQI2gRbgi+BTdhMKCRUE9oIdwiThEWiJFGXaE8MIsYRdxJLiY3Ea8RHxDckEkmDZEPyJ3FJO0ilpLOkG6Rx0geyFNmA7EpeTxaS95NPkzvJD8hvKBSKDsWJEkERUPZT6ihXKU8o78WoYkZi3mJsse1i5WLNYoNir8QJ4trizuIbxTPFS8TPi98Rn5UgSOhIuEowJbZJlEtclBiRmJekSppK+komShZI1kvelJyWwknpSLlLsaVypE5JXZWaoKKomlRXKou6i1pNvUadlMZK60p7S8dJ50v/JN0nPScjJWMhEyKTIVMuc0lmTBYlqyPrLZsgWyh7TnZY9qOcipyzHEdun1yj3KDcgrySvJM8Rz5Pvkl+SP6jAk3BXSFe4aBCi8JjRbSigaK/YrriccVrirNK0kp2SiylPKVzSg+VYWUD5QDlLcqnlHuV51VUVTxVklWOqlxVmVWVVXVSjVMtVu1QnVGjqjmocdWK1S6rvaDJ0JxpCbRSWjdtTl1Z3UtdqF6p3qe+qKGrEayRrdGk8ViTqMnQjNYs1uzSnNNS01qjlaXVoPVQm6DN0I7VPqLdo72go6sTqrNHp0VnWlde11s3U7dB95EeRc9RL0WvSu+ePlafoR+vf0y/3wA2sDSINSg3uGMIG1oZcg2PGQ6swKywWcFbUbVihE6mO9PT6A30cSNZo9VG2UYtRq+MtYwjjA8a9xh/MbE0STCpNhk1lTJdZZpt2mb6l5mBGcus3OyeOcXcw3y7eav5awtDC47FcYv7llTLNZZ7LLssP1tZW/GtGq1mrLWsI60rrEcY0gw/RgHjhg3GxsVmu027zQdbK1uB7TnbP+3odvF29XbTK3VXclZWr5yw17Bn2lfajznQHCIdTjqMOao7Mh2rHJ85aTqxnWqcppz1neOczzi/cjFx4btccFlwtXXd6trphnLzdMtz63OXcg92L3N/4qHhEePR4DHnaem5xbPTC+Pl43XQa8RbxZvlXec9t8p61dZV3T5kn0CfMp9nqw1W81e3rYHXrFpzaM2jtdpreWtbfIGvt+8h38d+un4pfr/6Y/39/Mv9nweYBmQF9ARSAzcF1ge+C3IJKgwaDdYLFgZ3hYiHrA+pC1kIdQstCh0LMw7bGnY7XDGcG94agYsIiaiJmF/nvu7wusn1lutz1w9v0N2QseHmRsWNCRsvbRLfxNx0PhITGRpZH/mJ6cusYs5HeUdVRM2xXFlHWC/ZTuxi9gzHnlPEmYq2jy6Kno6xjzkUMxPrGFsSO8t15ZZxX8d5xZ2IW4j3jT8dv5QQmtCUiE+MTLzIk+LF87qTVJMykgaSDZNzk8dSbFMOp8zxffg1qVDqhtRWgTTyI+kV6gl3C8fTHNLK096nh6Sfz5DM4GX0bjbYvG/zVKZH5o9b0FtYW7qy1LN2Zo1vdd5auQ3aFrWta7vm9pztkzs8d9TuJO6M3/lbtkl2UfbbXaG72nJUcnbkTOz23N2QK5bLzx3ZY7fnxF70Xu7evn3m+47u+5LHzruVb5Jfkv+pgFVw6wfTH0p/WNofvb+v0Krw+AHsAd6B4YOOB2uLJIsyiyYOrTnUXEwrzit+e3jT4ZslFiUnjhCPCI+Mla4ubT2qdfTA0U9lsWVD5S7lTRXKFfsqFo6xjw0edzreeELlRP6Jjye5J+9XelY2V+lUlZzCnko79bw6pLrnR8aPdTWKNfk1n0/zTo/VBtR211nX1dUr1xc2wA3Chpkz68/0/+T2U2sjvbGySbYp/yw4Kzz74ufIn4fP+ZzrOs843/iL9i8VF6gX8pqh5s3Ncy2xLWOt4a0DF1dd7Gqza7vwq9Gvp9vV28svyVwq7CB25HQsXc68PN+Z3Dl7JebKRNemrtGrYVfvdft3913zuXbjusf1qz3OPZdv2N9ov2l78+Itxq2W21a3m3stey/8ZvnbhT6rvuY71nda+2362wZWDnQMOg5euet29/o973u3h9YODQwHD98fWT8ydp99f/pBwoPXD9MeLo7ueIR5lPdY4nHJE+UnVU/1nzaNWY1dGncb730W+Gx0gjXx8vfU3z9N5jynPC+ZUpuqmzabbp/xmOl/se7F5Mvkl4uzuX9I/lHxSu/VL386/dk7FzY3+Zr/eumvgjcKb06/tXjbNe83/+Rd4rvFhbz3Cu9rPzA+9HwM/Ti1mP4J96n0s/7nti8+Xx4tJS4tfedBjLzdXWlWpjZWVnQzuinNjRPNFCYIaCJn55qUkCTk0wKTmSwOjU4TmZV/zadEHQWgZTcA8g+/xRD5Ld+WPdl/+sh/CP6u7jiyRF5rz7dYUhUAjHkAUAdSuTFfY64BQbTv5kAP4ERz+BwestUQLiedy4tB9s9jcwXcJB6Ny6P9Y0z/nl/75o0FnAzB1z6TkjfzuTGxApo3T8Dh85iijpgJX0+HL+oxNYkv4AoTV9AQJ2kJQGq0udnypMiIR8Y8XVp6owMArhiAz4VLS4uVS0ufkVmgRgHoFP4NjQjRIwplbmRzdHJlYW0KZW5kb2JqCjMwIDAgb2JqCjw8L1R5cGUgL01ldGFkYXRhL1N1YnR5cGUgL1hNTC9GaWx0ZXIgL0ZsYXRlRGVjb2RlL0xlbmd0aCAzODI+PgpzdHJlYW0KeNqFkltPAyEQhd/9FQSfu9NLNOlmd41po75ojPdXCtOWlAUysOnaXy/brdUYk74x8M3hMJziqvVCbjCyBa60LTlnWpX8/eJ+eO9nuNZ3O8Ln3cOL3G3kVPGr6qwgtcyf5jesrY0NuZIlX8focwDfkMkcrUBJQIM12hhglI2AH1ivlkfYhkwot8BMuhrSQQInv0HR+Tiw2+02E1rXe/HuLHWDVkecful27HayJ0fT6RSGYxiPB4kYhE8bRTuw4fy7r639/35a4ZOfIfBq/9o5BknaR+0s62qxcE3sZtX7zL2gVE6OtXR26agWVmLJXzmD0zL5IznVSKQ0fBTh85G0jezyMhuebK8KJfOoo8GeuzaxXxjdvTM3wq5K3g4ULkVjIq/edGiE0UEjNXbF0ldtIjmrg1wje0K5tmm7gF6i6hd7Ufi5CP44OmUxjTqfEYro6MU5U83fZ+zmg92iReo22RtS6NrS2Av4S/9zHRximAJ5zDDalBlKIf0CvLb4yAplbmRzdHJlYW0KZW5kb2JqCjMxIDAgb2JqCjw8L1R5cGUgL09ialN0bS9OIDE5L0ZpcnN0IDEzNC9GaWx0ZXIgL0ZsYXRlRGVjb2RlL0xlbmd0aCAxNTY2Pj4Kc3RyZWFtCnjavVdtT+NIDP5+v8IfqVYl8z4TaYVUCmWrW6CiLOyqqk6hGUruSlMl6Qn+/dkzCW/7yup2EW0d22OPPX6eJBwYCFAKJHDDAX+dBA1aGbBgVAopOJ4C55A6/BHAWcqAW9QIDdwBlwKXpiAYEyA4/gsDAkVJSgmSCwXoKoWSgCaplAVhMQ/TIBzIVLg/3r5Nzu83HpJJtvR18meR1zCzuLUzzI/f82RYbtcNiL098p1UZb5d+Ap2Ln1W30+qAm3G7LJecl40Kw87F0W9zVZFXfhqu16CX/l/mqpcF/XixsOZX9ysUd1LhpXPmhLjHFwOYfQRjvzaV0Fz4au6KNfAMWhMGjc4zJpsVS7jRoHT5pKT7BZldDm8vfJ57vNRsSKjIOveXnK6bTbbZrxu/LrBuh5iPdUnU0iOzqd/TQ5GA95ahuU6Lxrcx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    <ram:ApplicableHeaderTradeDelivery>
      <ram:ActualDeliverySupplyChainEvent>
        <ram:OccurrenceDateTime>
          <udt:DateTimeString format="102">20260305</udt:DateTimeString>
        </ram:OccurrenceDateTime>
      </ram:ActualDeliverySupplyChainEvent>
    </ram:ApplicableHeaderTradeDelivery>
    <ram:ApplicableHeaderTradeSettlement>
      <ram:InvoiceCurrencyCode>EUR</ram:InvoiceCurrencyCode>
      <ram:ApplicableTradeTax>
        <ram:CalculatedAmount>19.25</ram:CalculatedAmount>
        <ram:TypeCode>VAT</ram:TypeCode>
        <ram:BasisAmount>275.00</ram:BasisAmount>
        <ram:CategoryCode>S</ram:CategoryCode>
        <ram:RateApplicablePercent>7.00</ram:RateApplicablePercent>
      </ram:ApplicableTradeTax>
      <ram:ApplicableTradeTax>
        <ram:CalculatedAmount>37.62</ram:CalculatedAmount>
        <ram:TypeCode>VAT</ram:TypeCode>
        <ram:BasisAmount>198.00</ram:BasisAmount>
        <ram:CategoryCode>S</ram:CategoryCode>
        <ram:RateApplicablePercent>19.00</ram:RateApplicablePercent>
      </ram:ApplicableTradeTax>
      <ram:SpecifiedTradePaymentTerms>
        <ram:Description>Zahlbar innerhalb 30 Tagen netto bis 05.04.2026, 3% Skonto innerhalb 10 Tagen bis 15.03.2026</ram:Description>
      </ram:SpecifiedTradePaymentTerms>
      <ram:SpecifiedTradeSettlementHeaderMonetarySummation>
        <ram:LineTotalAmount>473.00</ram:LineTotalAmount>
        <ram:ChargeTotalAmount>0.00</ram:ChargeTotalAmount>
        <ram:AllowanceTotalAmount>0.00</ram:AllowanceTotalAmount>
        <ram:TaxBasisTotalAmount>473.00</ram:TaxBasisTotalAmount>
        <ram:TaxTotalAmount currencyID="EUR">56.87</ram:TaxTotalAmount>
        <ram:GrandTotalAmount>592.87</ram:GrandTotalAmount>
        <ram:TotalPrepaidAmount>0.00</ram:TotalPrepaidAmount>
        <ram:DuePayableAmount>592.87</ram:DuePayableAmount>
      </ram:SpecifiedTradeSettlementHeaderMonetarySummation>
    </ram:ApplicableHeaderTradeSettlement>
  </rsm:SupplyChainTradeTransaction>
</rsm:CrossIndustryInvoice>
