14382
| ID | 14382 |
| Data | 2026-09-18 |
| Symbol | 2026/09/18/14382 |
| Instytucja | Zakład Ubezpieczeń Społecznych |
| Nazwa | Wniosek o wydanie zaświadczenia A1 dla pracownika delegowanego do wykonywania pracy w innym Państwie członkowskim UE, EOG lub w Szwajcarii - US-3 |
| Czy Aktualny | 1 |
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Ustawy (1)
| URI://Dziennik_Ustaw/2025/1703/16b/1 | Art. 16b ust. 1 ustawy z dnia 17 lutego 2005 r. o informatyzacji działalności podmiotów realizujących zadania publiczne (Dz. U. z 2025 r. poz. 1703) |
|---|
Pliki
Styl
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DLA PRACOWNIKA DELEGOWANEGO DO WYKONYWANIA PRACY W INNYM
PAŃSTWIE CZŁONKOWSKIM UE, EOG LUB W SZWAJCARII</title>
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T5qDLvk+8S4QFVv/ty3nT5qtlDo6Womzk6UeWBh4Ql02E63bUWMlV1vMjfW/kL/+Wmx/RJ35xbb2qKqYlGu71WsfrVdNKcB4UNdsLc6SSb8td0KC6ncXxSqhUucWAyg30lipa/XR4xMNbGljsMxayurf+352bVa/BWM1vU29Y511TcWSvCpW+efRk89tHlbYsnQct+tffQFldcaPSyKvKO8ihAGm6PMF+6UGephsc+viNmRRK5/CXYuBSbYeCV/l+yscb35W8MOoM5y7jwdduo8XQV2qLiEDhYTXh77mWlu6BWUoMfNPr+XcfdzvP+IPZXP8N6XVv6Lvrc/feZuCjgjvymdXT1MXjM6uf17XuYjc/17sZ2dMKi4OK3Lq3Jw2IHjaMPKeQHssKpDKuy8xq9ZMs/jJH8H2PlCyH9g0JLGlqN7VPvVRuyZfO7V+C/0vXYuvZ+Cx90UsETckZVu9Dh5HfO1SNEDYGfyzEqgj4IdfNSYJ3RyPw+oM86d58POMOHhUws770mb0JXLQL8KdhZjTyyncHeCsHGvn8W/39Q1jdjT+Nyr8d/pO0tCkvT2EgUM0XhHQzrr6SPlNXvgZHe8O+wwrn8bdoaQdrnlUUfq5zujzr1hJ6iPLlvYeU/CsVXVDmfhC+6EBq/02B3uY0Kin4tHjNjT+Nyr8d/pe0fL979GAZBXjhbPkNc0/EOS68zuI7zbHBw+M4P6MbCzIjkSvMAr8fOAOsHaeQnswB+a529h501ptX2P4Fq1L6oHN3Ha+pc3GrF/4vMW6soLf/06BVT+6knymrrgP+KN/DFcnwk79OKHHaL3uGI/D6jjzp0Xwc6cbbMpsJNMORXW81uyZMnSX4Ydj+xq8TIS4OdH+NU2exXs8AqBrQnUQ2sIlixZsvSHYQdqAl2EOyVL7NlHUecw5P1hh22zKbAT9jj1rSFYsmTJ0h+GHahUNcGU0fv3ShqCXLIIyytgh26z2diOJUuWLH0i7MzDZvtqxDbZ4K+Ni3r5i2AHlzU6WtixZMmSpY+EnQFcHESpR8o08eOi30i8YeW5sIO32UoLO5YsWboXzfdlZUfhXWCnVxc8Kkg8py6OE6BOlUceAjtQz31pYeftaZn86txMhwoDo0Q3+WEyea9huCTJ5U6spsnSPELH67OxXRMKxzt0bZY88MjIT8W9aQxsZGiN16HNgn0P2BEvMI5xSKWGna9Eubj+ibCDt9mQhZ33v4X0FwBwGnZISeyjvvnm33eiQ30djvP7qieecYTW/FjdjzUxke/5uUPXBo8suv9TcW8ag0fgGlA7CcYuQhM7a98BdlJBzUfs4psK1OD6l+sXwQ6pziaXAl3VZEuBfgLsHNE/ws4oK/4fsCOM0PeNQ+lpUHwG7BTZz3zcTWMgsANeJIMdtsvwHvX1LOz8GnZy8T5DuIa2L8AOQNL1JdYjYQe22VovPrAvPv9r2Hk7egLsTAfzJ70+vBh2HmCjU7K4JnGdufvUGpoWdlpgZ0IuJHfqXOpwLsBOHneoZfQg2MHvWhZ2XuhKC79xdHNfKFGyLouTADuV7+em78yUl1vOV3Cq+9JkWD5cYNLADrA+XJMRf9w3L+crvzh1DDX7pZCyyUWRnl+fhA9Sq+sNSNX45lutfvn+/F9gRxlXJuSV0W6E1GCH9/Dit2nY2LXm5zXsyO3PRUO4aQmCIWi6M/2A/++e/udF+32b+gns9Hh61BjZU3/2UmtL70k0AEvvjmRXJ/ZozHqeuviWxCO7xnI2gvz7MKUpQvmOfic4n7AmPO/3Y5Ktv/RZ3n7o4iKJG6hrGFfnkMaSDyHZB9kEmNWMwg78JsKsl+RirV44U2Wchf3TEN/vSN/O15FHbnvcCa7JC2kH0lBwPHG4x3dBuqOcfqKiKM/nI9KtgT4yzgDXqgz2/7F3pett4zpUtCXbWrxLlhXvUby8/xNeECAlgpKTZjrTur04f/ql4QICDI4IgiT5ZrfWNMav6kNMvY5iHSPbT7FuqYUxSirioo92RnF8bzTEdd4IybTNr5p0hXRadCoHhw0WuXYtHPQMjRU3tMOtXU7wec0lDtSVOI/plvC5sW8Wj9lE8Gy3iPGj0i3QGqvUsyCeBSecHItmMnxmfqCdbbB7e7S3HguEdgQvCNjkS4dVpuIcXSdcPz9MaTf2kap4Xuj7b+lPOlODAh6q32i3XW/078yL8oZ2zMUSKb5eCy1F1RAqA7HUU3i1YDrXbUzwkVv7Df2OV6G/QT5LNcwUPSysy2RzqBieml1kJuNKbUK1mWTmkVyQYTqcROwIgH0RjoXtIGFSbY7w9vJ0F7Si8Pr1QA9rQzc2sV71HdgbUEZEvtmtldBC5Whuf57rl2NuWDdU0QkqDpqXrnpo567v+m805OuchOTaZuFOJqTTojNCeMMxGg6hg4Nv4aC53tsZGitOluL9W3ulOG5XYhiizlnaAY2sMV024xPBsx2Jywq0xpqrdKKn0kBtID0gPrfPQD83f6RGbTA3V0py2YR2BK+IA8U36wm6+Tk57wqdDbxCq7948xhLmP23MUXMC5Wd6Sf/fZRTijviA7rW/ELFTQhJt7F+G3u0M1cD6LoGB0K0o5ItOqMP62m4jCu6p347xwd4lirWzmULp7+2X9EORXJDbNiKwuubYX1oB8x7pRMHwTJG38xqnRU+YwlkhS46hgJljBT0iECfZ7oRBJxs2hNku5mbqYyGujrXQnJtu7TDhWQt2sogS7FFWaOdZ2H3MIUdGi9OluL9k712E7oxkUk8wWHr1NQlEnHhTQRuO6IdPlNaY33QwY5srFO7sV1DO8/NH6k4C9oXECr58xbaEbwiJmZPoc70X71JUX0rPjDd/mA+qMMaFwvmpwwTUhYm9u/tJuw2aqDziFLzcOwEPX9DOxu2Y4C0czVbjqfQ0M7UROYr62m4jCtzDADkgy6SrLJveJRfrnZM55nzE6sPlLE0qbo3r9fKrOtm6Jt5r7ilUKs0VCf9Z7ixF70bqqFDaTCgpEs7MJhV0NJOv849bbu0w4VkLdoRFmpA8cNMs4trYQM+NF4cLcX7P6PescDUl3iF457BurJAQsm9icBth7TjzZTGWFPyaUShBYpoaeep+SMVna03jH/0ETGB0I7g12IbWh82014K4lt3u92c2K/zGpNNInp1WFPFGRyGWVu8m095xw9m7jTcVsgeDe0cu7Qzsv1MDO0kRh7raTwZVyq2Yp3bjqwz/Ix2Rvb9ZOfJKVZ/aV8wfWz9Xu1PZ5buRb0W2skuFUShFrrPRDtc8urbR0MW4LvLDu2smmAXaaijc9oD4dp2aMcTkrVoR5hauhtqU7gWNuBD48XRUrz/xD4JPNMic4nh5fGHHv1SVyvd92BpInDbsQwIM1MaYyWuVRNcQRvaeWr+URs6HMc//IiYQGhHEPzqfOCzfbs4w0gHhIpmB55pmGqHHdlIeQg+HS4JnxK8A/UzFdud4XKRDDex4rRz69LOzPaTGNpZmfRL62k8GVfGWW2RPuDf/Wimg/tf087B/nbRisLqfzihJ95r6+Rioh231712vYVaJpp+Ms0MoasVyBc49OWQgzeH+neXdjo6v5EqmLYd2vFUw1q0I4SgFFWO9OhcCwee/8ah8eJoKd5/o9SbFtmTeAr2esB6KQb6GZlfOROB287SjjtTAiY8rITrDu08M/9NtZNx8wsf5BTaEdoRfAvXJja1xK/ItyrEtPW9G/TAb/fIOqcMJkHhpLiv2DEP+4eP2U7g4AacdhZd2mm+cj8M7Sw82vFkXJnva+N37pTJNPkB2rk6Lq3x3W79o0MNvNey+SlE2mG9wprjDSStxyDZGKVzrgPBKBbucaw6tAOb8fZ2ENJQR+cLc6bO1bZDO55qWIum2No7jeBYuHlw2BmaVxwtxfuf2OSNhRbZk/gDjLmCjRi98MPFH58I3HZEO3ymNMZaPaWdZ+ZPjpGdfZ1FuEBoR/AyKPnnMmCXzwaYVdT58h63qx0I6Zwsdu4UNMElfQI4LO7wEPXwM9p5Y6udZ7RT+qsd1+8A0W2S5Zt2NF3aqTjtjJ3ftqI49d3VTvnZasfrtVKjkiJx70fc/I7ZGjCHaNMVN2v81U6+Sw3TPVntLEwAzdW2QztlZ7XTtmiKgZqWtvKaW7hvteMVR0vx/oeWHu49q503EKOCaBvYchfrTAs+EXpox5sp/HDyl7TjGmIdNLRzUOJ3hHYEwZ+xt7Olb0RMI3Oj9o6fLrWnvSubMeTOOQioF82yJz6bDZse2rmbpg9sb2f4hHY6ezuu38kMs1zc79vMVJhz2qHJ+2AbJKz+wnqrVXXzerVN0plKr9eFmtwokWs1wFBeavd2JsU7dp0n3bOL6HUPJijW3dtpde5p+9O9nbbFdoTmU+BUB9zCnrbs0NziSDu8/4/WXtOOxDDySwR0c1bpEg3IJ0IP7Xgz5Zu0ww3R0M51KEd2hHYEL4u5CYLvIvhMh+TZqwmNJxAuMsuDESYIR+azFv2MfRVdx3aaWVdmdNrEpE+RMwqxmkc7C7PZfNS0U5p+dtkT2uEycr+ztlG9xN1hNl6/DjntzM26ImUhKKc+bPvnZvwzr9dhU5siUazXOg4rHVYbwWmTjIa/sa/51pRJvGFhN+fcTkFBMdJQR+eLIOho281k40KyFm2xJldaH99nFg4sfThD48WJdnj/pbnO5BFqkT2Jgf4KHAnMBUzh4BOhh3a8mfI92vEMEaml/EUL7QjtvDz2dOwOTmFoXzWgs5SwbNnr7eG0pAMQMzpJcaPzGXdKWBvTycHGV6xTTJ226QFIR/owDn3z4j1Z1hNeqVN9UqTEJ2/fMZPpGe1wGZnfgc/9wuTLqrGTThe9tyeB2qMg2g8eQhyHDUHx+hXcQksu9Or1eqblARxd0ZEov1e4djLeoX+mX1xjrAtHKSvijYw2wu/HlU87NeUKGw35Ol/Y9EBH2y7tcCFZi7YYLAT0QRydH33xLExgQ/OKUziU9z9UGfDOdUDndrjEsNaioYM1cROMT4Qe2vFmyvdoxzNEQzuX43Etf9tCO4JXBXwnDooCDtrpv9h9rLJqZo6jl/CfE/2DOdYPmwazick3gkOhaj6DOwvSR3vzn4rSKNOIgvdQZbOPAo52oN/K9dUvu9ZhQqObCi4NyPScBeccDosU2n9CO1xG7rrAO86TI/SSOV+6B73JPIHPZ047IQ2AHfXn9YE6w8reUsB61WuBDQw4wr0dv9eRas7D5nbLaDDTtxQ8zD0ttLhgCVYmkWuJdGg05Ot8EXS1zW4pYEKyFptiIEtUgH5xUMzCQXPTQTs0Xpxoh/cPdxaoDHrc4Ji5xHqZg2HGm6IFH58IPbTjzZRvBtm4IRrauSklt08L7QheF4sUr+C6ODd2hQm6kEel83GzxNzJdqjwV2YqFHiR1uTduXC2ASRVHVJ6astsuuvSl9YT1rrluILvcj1nT7rhOPl4SjtMRu53tgXJuGM70kud3xQtV5x27hUWZRdqe/XXQ/1jtOpqJljoNgdXzGTzey1NLsUQH+1FCbDu5MHdYB/twMJAr1RIQ77OFz3a5neBu0KyFttidG2bGRSzcNAdGi9ukj+4tXfJIA7nY7IQlxhVsKWNIlI0mwh9mWzeTPke7XBDCO0I7Qjt/Cm45of2BGG5z9vbfetDfnZO3b3nh9Zb7cah4yf6Wt2f2p/qK496rPfub0/7ff0NGRlqEFhfljJlHZzzS8/LDe/5ZddfP3CH/KTXc359VqsHb/m+kWhlM7OLydPyVkOezhtt54d1/xMUz1XjGvXab+GeoXnFO/0Hzf7dMPhE4icT4Z8U+Az95hf8Q8yL0fdw3Pz3tLOZfVOoYiqW/FtxV+PghWKF5X/5YNBPYmq+17bp8ecby37vxvl4ULHEjT/E/IIffLLo2/gFq51vQ1Y7fy02qn4dYdI4eF3agQxkWmQNs59/I+6kfi/dr02CdvJKr3d+bX6BQPAXYKrmx5e5Wh7uMT6eX5J23uJQ2Zt49j/NOvk8cq86+x2AbfzBsEpV5/Lxlza/QCD4CwA5s18/SPurwDOo+z+Ifw/twN73v/jeGPj88HcfTvnI8Fm2/IXm4tfmFwgEfwPq8QsF1Nfj9xdVU7n/FyWrL4cXCG1e9+PHayn5dc0vEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgE/7coL9edaEHwP3audbFRHQcjLgkOJClJyI3mVpIm7/+EK9kGLGMaOrPdabv4xzlDAUmWZH1GkjOM//MxCz49Tl8tU/F5mfLBkt9+jHchAIjp6jsIM01fPC9L160b6zR7Ng/XMkpn9p8W6fzfTO2Rpo8/etGljq9Q+48afyPxc1/qvXb6i3kFyL69xtf+Z0ey+WqZlsmnhfKHqP7dx4QwJyLk+Q57hAQWnvcCUetGBB8v09t06vhrAIH9pxH8I6d8A3j7oxdd6vgKtf+o8TcSP/OlvsPtc24xixSO31/j0eyzWyL4etj5tKYm4RDWv/kIAGLas53nwNfFP/rK3x3ccTaPDx++eIUBdv5S7T9q/I3E/y3YcfucW8w7zH+AxgfYGcb/YmQAE/3PHcD5ewj1J3F2gJ1hfEPYaRbaaPkTNDPAzjC+fmyjZuUsw95pttvBCKCng1pQxfl13Cyt07i52J4Pt4/FOJsEP46zD4OwtxyPHx0hYDm+bBvYaURoYMemVDCBPpSYz9WWvz2/Pd6vYeepOp7AjvX+M+bm2IzZq28H1NFHE+tv7+2t/6ScTLgBvMvZJbFjrn0dzWBKsFNydp9Qm8vnrBktx+fiAzGt7QgzgnnlNsYAOwPs/PCxAmg6CRbZw9uKeuReJK7qTi5qQFqI3SHBQpD/qq7yFwFihGFiLvCvsFZF1tcpXcylSy5zKhylV1xNKxHKNTUXqkieirGXiP2EHlhf6C++aGo7IyHutXCJkDvUw1oSVkFg5dOFj5XaJTEXhrftY+K50LBTHJUIJuwwSht6PJxkYt5DYj5XJr9LY8gyxfvxRcGOQbwyQpsHo8PVwd7vZD4V8iP2IESm3sWJbScRiR0et9JywW0qr2q120b8hL2LmRRqRJxSNbM3ITRCMJ9yMrEMgLNC0ZKSS+xwFO5oppXtwZhGsJjhpchLp7zesRH4ZKnN6XOWP1xyvAxnRYeYasgb3Aj8yq2nAXYG2Pn54wiCb8u2VYMKJd9mOkIXIdSJ6AUkIsyPPsh49g5TWhsrjG8Q7QJcNGIj/wxJgA1yEa7aRwJinuOd+ZYIUfQq8B3axR0gpRgQQzrH++GJtxTcAUZ2YgRjXhQEEYQHGVPBDwKUFPeuU/zbtMme71MId0EKkYSdck0iYPEqbmCHUaoeT+T29ZnEfK5MfpfG8I+wRnKRhB2TeLWpbfNgdJg6+PudzCdqI34EkIFkDnf6D0yDOFK9IwtYh7COU5VkVQVuPrFP2Lv0SSjE8SsF40y3qkxdPuVkYhmAZoU6syR2OApzNGZla9gmS8HPYwHrwiWvN1LyrgWEpSWEy+ds4mtYHwMB08IpptlSwI3Ar5x6GmBngJ1fMOKOQscpoQroGeCmsjyJEYYg2tOOGtJSrafxEtetDzGFwUtIS2YjZLB7RLRS5xDd5JaeOhZieQO/seRaP9J9XM+TrVxlVwY7SPrdzscj4Ryf3QYQFUQ5VzUpv5Vkm4NPgQgjRqBkpZTNOKTArWDHpkSPFxjspt5zidlcufwujR3URDIhYYcRr61g82B0mDr4+53MzyBKaogFOdtSIOsMBEEhTllspR0TVMp2DvSppaIjn1h/e1cKvtIMYx32W61ayqecTCwD4KyOy/3YktjhKMzRmJWt0TLZUT058brlRU8Rr54lhMvnnMTPYYeYHHZMI/Arp54G2Blg5xeMqbsoWqzBV1HrqIICC0OZrgrdZRiSSboHZkB0BA0ocPpeFf8wtXTQiXDcOi7knRluCHO5Xle0TKc68uxM2EE+i1YZOAd/q7tR3+tAsc+vNuzcdHfEKSRxHkKXkEcUvxXsMEoYr/f6Aok8k5jP1ZLfobGdjmszCsqceK3TllZMOqY6rPe7mUdkphKSEE4UHPDTYZLu5LM4242046smuNeqtCbW395l9cWQoDIzBXhjCAuXTzmZcAPQB4MKH0xih6OYjsatbNUDbZOttQ5Tr1Ne6rZZtIRw+FwH8RERb4tpw45hBHbl1NMAOwPs/IYxd8MOZjM2zQrGBW0mXVJdQKC967uVpNvuKCb4oPLr2wflLvRSKylinQAedD+jhbiRu7pIR+iZjM4V7CzA6jaSsJNU0TwgNijl/eHsKhpVTOWafZH7VNVLdtOwwyhNdKRAGaY9JGZzteR3aCzUMzkT7HDi1XdAm4dJx1SH9X4385wgLANMOr3QJI0d81nHOFHROVtbfT2x/vbOKrU86H9yS4CPB26fcjHhBsBZ8VZ+JbHDUUxH41Z2j9pk9+rJc6e8Y8GlUEJ0+1xDfKSjJVwcYlqwYxqBX7n0NMDOADverzi140qyzUCoOiYmvg/W6lpU5w9k+H5vdpabl0mA2XBaJKFxHjuoU+0Jrccp+tADvzQEBtqRvBVprzpKwhp2qIBwb8MOZiGmckTE/EIVZH92aIeAWcV0oj6+hHprSjt3BTuMUt3v9k5ho5tNAAAgAElEQVREnkrM5mrJ39ZYE0Qo02URrz86bR4mHVMd1vvdzF8Jn3LIJgQ/qQrE29fRjIoUCnaU5bZNdLQm1t/eV+ZFEjq2KRzcPuViwg2As6rSq6bEDkcxHY1buTW4yQ7VjiDrkherTTuHEG6fcxJP1UbJEtOCHdMI/MqlpwF2BtjxfsVPFBjb98ejCjD1MtmpWsbChJ24+oesOCRGJxIuSJ8WiU4WWDkCuee74v0FZrppEy434vUhCgY7WByGcGPDzhKaQXz38md9IHm1YafeIV6Je268tlDhk1OKq5z7CxF5KjGbqyV/W2MbqFZmKCsfjHi9bbZ5mHRMdVjvdzPfhhglEyjHOL+xstJddWTFGnaSFuzwifW395Ht+m8gC0mRVSepfMrFhBugOVfDJHY4iulo3Mo26FgmO1fIsOiQd5lQv0FbCJfP2cRvlce+O8S0YCdhsGNeufQ0wM4AO79hXMwVMVOpjgyagLhCWLoZVYj27letlBKbevL7oVTZL9H9tbPHnM0O00OIB4WQSXUn7IhVkfD8Hz2G6zE76aHPjqxmvur1cX/tSNjBeVVvnQolN6cUVCv77vjaaUnM52pH/pbG+nzttLVi0jHV0fra6WS+g9GGDIpgd5QVbYz860m2p9SSG3asifW3N//awRLTFYFkYtVJtE85mXAD1LPiEjscxXQ0bmU+WiYbG187LnkLbDxsNmGGEA6f6yKeEvGWmH1hx6mnAXYG2PF+x4HtuusY67mxymnn5v3VhGW9q7WBu8u4CUPY9HPW+9YdLSmdy47zN7MYkcnldokwsJ4hyRRrJ+xEsgHsbifZ0ip4nUp5QtHTzbHXrtqOzN7cq/KEt6kbqBmla/O4VdtxScznakf+tsZS/cCbXdvJzCBkacWkY6rDev8D5i8Qv6tWvIUv8z6pvnGRtQ8H7FgT62/vF9DrfLF7l9ixxh7uDa+T5E17WJsJN0A9Ky6xw1FMR+NW9uyeNJfJNgpJ2vIiZoe32nymEA6faxFXUfIhn2+J2Rd2nHoaYGeAnV8xRk2bciCbpDapcaJEdvOuWYoAi9tyN1fKaFqFoVzvd8uQglOuK8QrbBIa6+dpHZVyU5rLxYps1Ha/C3aQiplmk4/tqm21j2EM21Jvenc9sWBno5kWMmbsq3p8RntUBTucUtWfFRKRZxLzubYif0tjgb4h24tt4vVW3dKKScdUh/X+B8xLEe7onyMkmaoSd3VABc5O2LEm1t/e2MSw0paYqXbtBftUNX3KyYQboJqVJbHDUUxH41bmo2Wy2OzPaMlLhahVHfRMIVw+1yI+N6C0JWZf2HHqaYCdAXa8X9JCDflGJ6hzmdP2S7OyiifrWNYbw5CP6YdiB0nRhKGJPjaIB2Vw0d2ETFngycYdMZC/jf4aqoOLB1A38Rfg1G/FdMJOGZmxQD6GO046bUO9yBdCDHkiD7fSMrpGpdk2lbzJLiC5VcX2o7GqEsfV1w6nFECKYebmq2MjTyTmc21F/pbGzuqgCZ4Sodct4l51tsfSikmHqYO//xHzKQhqO9vr3xbf6t8+ovNDYyfsWBPrb28UO1IfkuKmvhVSM1Qwn3IysQygZ2VJ7HAU5mjMyt7+eNx4HUwjtdfCs093zyEvncytLy0hHD7XJk4bh0MoebTF7Ak7bj0NsDPAzq8YS/qNmGRKv3+y28pj7VESpTSiCpYmHHbw7HaQ6+P9VRh6CyGdXXM8diGD+oi6fehUNgasTQQintFR70InLUC9qbeAnbBDBYGR9SsFSDjK80RVCl4FpLuZPpa+oh8qKZqDGiRkgqfeA3VQEeYzPJWePOpfKWCU8IA7pCjnWka9JxJbc7Ujf0tj9JmzRu4R1XZaxOtUDteKSYepg7//EfORiuEUB1f63NB/2LsS7lR1IEwUhCC44IYi1lZt/f+/8E02mAlU7a1rX+acd/q8kOTLZJgPsswM4w2AlosOLbRjdewH4w3E4i9VlAIdcgkvBxKbam3EGgDTK4q4xVCIoZFRFtqqt6Y1hgxWygZRtUfMwgsq4Z2+xAvhfiiIFptrVO6ryiOvFeaFtNOup5egnSzBEun0QlXfD0nyrv93lCTD3V1pZ5AEq+rdVMZR0nBijPnT8cKtJe/11ZaZkXYRRrje0koNC56NsQgxNtx6yA15Mm4XS0u98DqWPyNpacel2P+bxLl5sZWb5z6Mf/yedsQM+8KKGjyWIbGCDMVk8+NCBSLT+07Vko34buDxXk3MT2YyvFX0gWKykZqKuMP9Yai99xnEtK8Nz29rDPoj9kJ1Dr78kLEq99rbwPVQdZDypxpfaBbo6oOQ+UwVLOQiddtONmsQfzDeky6vlSlgdUkEJmxTbY1YA2B6RRG30Q4xNDzKlHYaQ1YupeF4rXhztCcutkC02Zxd+ddSFsCxDzDMC3eytevpFWinx7DI16iQ1Ya9NfPEIkBVZ3Lfr50uq6dQ1OlqDWeDMfccLdxBPtbj9XdBjK1Zb/ls5OG0efthusb5bVfTdWVRu3K6za8VrH6xntanAeFHFbB3dyAm/LZeoxepIpyWtoWTmvQaQPcixFZfT2tMPmq4pQvVkX0XVv9U+exULP4daOt0m82OXTreAhTyqWvvn7RnH9o8j5gYWhH6lY8+su2pRj+mZXEhXgtEi82pyqf+WBvqx/S9OAHzQsG1vhLtHEshMPEq/271WeNq8reiHWCd+cS7O+1U+3Qt2lFwpXw4Tnj42k/WcEOPkITd7ukLO0vjfvbX19hd60mvnbTyX8Z7/dMyVxuALxbWobN3N8Pbzk5+95rJfGitr7e2s0FKFcFpfROVw9AOHEdLd94DaEdHHbJp5zF+zUn7c5wUz0A7b4yFN1y0VGvL8TWi/TY0ds96rtX4L8Y7946dn5LH1QZgzowj2/rx7fB67WmR4hvQzuiekUBvRTviqLHZ0Gn8PLDOsPDuTztpYpZPHe08p6y4T8NAP4p2psMAh1O4usCycae77P9+UrdNY3er51qN/268lwmXm94eMgApG27Ukk4+viXedg+cbPZXpx1d62vTTgrbLtdm1VH5+YtZ59q0E1VHlx3tPKeItVXbDjP+gJzQ4JVuO8O9T+Tq5/QWGrtbPddq/HfjvVHh+x8zALCvnE3vgbdN/anc66zzEV7tGUzvuYP6NrSzkHskTIBX6eeBdaLcewjtwH9qn7+jnSeVxfo5Ftd27+Xuxk0c1uHxiTT2T/U8xXAVZZg/bgB24eJOeNu6EN7ii/w2td6TdlTihw1TeVyFnwfW8Sfeg2hnoqfZLNpJxkZK5/mdOHHi5JVpJ5CzWiaMBPj5gfi0XT6KdkyEwG83UKfOEJw4ceLkhWkHYgIdUU7JrfDsg/jiZcjr046eZrNoh3eMdJ0hOHHixMkL0w5EqhoJWar8e1u1BDnXKyyPoB01zebWdpw4ceLkL9LOhNfTVwM9yQZ/Vj7rFA+iHRHWaO9ox4kTJ07+JO30IHGQko4M02SOi34ynGHlvrQjptm2jnacOHHi5C/STqcKeFTK9ZwqOE7ELoo8chPagXjuc0c7Tpw4+UMyed/uPEc7Hk1g3BdLKhXtvCVW4vo70o6YZmOOdp5d5smvjmteENhmkDRNPk1Gz6WGY5Icr1TVOJm3a2h/+iXw+5GwarxC17LkhicVT8D9pbVdLD+0r/MK1sBVdPO0dLQjooAG2LRDFIEaXP88fxDtyOhsNBToohIXCvRpkl//ggAO6QU74bus255w/pnko8rC5v0+2FbQqqHcnOb+8UiMaHq5K3Std8tcLyfgXjnAzLfyQ/s6r+BAvjGAd02ioc/YyNFOgfMZQhraLqIdoKTTtn5L2oFptm8TH7gPn79AO3v2j7QzWJb/D9pBGvo8EwtlFpV/g3bK5eDnfbyu/NC+TiDGtAOObAkzbMf0GpFlX512RjIhuVftpeYTRDtF/4JYRjeiHfGt5WjH0Q57gVNad6CdcW9y/c+HZ6Sdv/mYjOW0klzXmfh3jR7tklq7pNYvJB9lWDu6SYgiY+Xb8oBoZxeGRdu1dim2a1Mvcqrv2zbDCiFvVk07UPXHKYzi53s9J7wIy8OFBhxu0UkBA4WUzw/oB2k1XwGq2jefa/UtDCf/QjuWXjXIE9quQTZox/TwGH43wq1dq2+vaIe2P8GGcNYSkCE0xq7tBiznkJ9T9rH1QhNCex8W5UpfbGgMmyjCL2mnYzYGD1nX0Y6jHSctdiNXP1XKYp2xt6PWcyczXyTn3evsydkAjn3xmdqfU2zUNfQg8krEQ/c+lIfE5qE+LsZ9EZt3BeF0+7svrlZmP7ichFhFoqpM0Q7cE4uq5zKfY4dnNsaMdw+pSCusJoXzOJBJhjfIjwRcdWDG0VPf5+8iBbE/KNQvBcUqXwxkt3pNzXg9ESI5ele+GZdKuXylLblqtcfFHNk6lWUXAoxW0ozP2minx/lXpSGq8wok0TaNcIxBohpRYa+cy1sOzRH2WrpGbte0Q0d7EcmszmPZUYx4ylVyiqEe34SHxBCssRtxOZeBb6gHa2RDwcg3ta29EWVbF0h5z2uaj7avpjWL+7aidP/dG0n1TCrE1EQpfqCd3CtWxzrev6MdRztOmvNfrN9dJoxPpeuErCfdvloKPfYZH85E2PVcPk8J68wiSEMr3PZuLq4NWT1R6uU6nlFfJk2HmoJlFwoDsexSSJaTDkUdkcytbt6hP2QGjhVso1x2E6by2Yt7kiEU9N+qJV+CMWNzn82jROdmBwxpNwrIyTOTiJRM28E+fTbfdDlLC6+GQsvvOqJbcxUokLQqUi/MQRmB8s24VKw+VDY66cBQJCz7lGV9FrxBwU6VYLGFdr5EiplKQ7bOFUiqbTLdSUCiGlEPIXVw0O1CA6U9wl6VVQJ1jdyuRoq2b8arL/uNEUMXxVbZAtzwRJ7SSKghWGOn4JIb6JTut8h7ytTmnPk7omx6gZSv0gdhCMq+WqxZ3sdTYJSkB/bYUYErFWJqohR/wHr1fDIsHpSOdhztOLGlVMtqu0g+Q0PlvJfS2UDyc/GaOOXyDr3tI1TT1TOWbNUvOy3XW1+uiHdUNo13dbueQhJ1TFahRTtD1oGmd/DUK9phcS4f5r1xCxRjptKj5EOZ923MuHiyczh0nJ+jHbWA6MuKDRRaXndrLxwwbVUddPPGXPpmUmrLZPZkICvpojncsOCSgo4B6HOrAlGBy+q3TLJ96oCIWkNNnQuQVNuYdihIUqMpDFhmucQaFNYI4zN8pmv0djVStH01XkWkAvUSxJHstjgRIb9JRFvEEOjYKSdOLQXTzlnkPcbXHlG2fQGVr+gEQ1C002bN4j4wzhD6MivEu4VIW2poB5soxR8wnnh17p+l52jH0Y4TWyK9prBLxFOj95OuZnt5yqvUL9TizTHQmWD34hUW9kGO9PNtrSYUc9YRm3j6Ol95JD1/RTtzsmIgaeegd7q8+Zp2Uj0tvjS0QzFm+vQZ4IMm4mRpUkctzn7t6MYT9IuUB8oY6321n1arS/0mPJC+mbYq5/N3rO+zN/EYzk1+EU016iw0dChu0g50JkNrO+06t7SNaYeCJDWaHs5YR80fJoJd8AhroV2jt8uRou1vpd7lDamNOJP9HsB35Uw65KllCHTspBO3LAXTzjnkY9VVomx8gZav6QRBkJW2WnOmt1jN1b+9yURlhnaQiVr4AxZsDQp+afpMRzuOdv5XkvvGhw2El4LJgy+zeBqbp3gnH8BAJbsXVLGFx09/W3zoV3nkBxNshvlSskdFO5sm7fRMO+a5jTWeSNOOhTFj3MDa1g0ZZ3iKdnraiHGmQ1J+bBJnH3O7VfNrS7Z7qVZnwsmOGczSjESbsXC4yjfmx8qZgW9bNGgnqya7lIYaOldrIFTbiHYskKRG08O+obuuGAo8wlpo1+jtcqRo+7HJRD8QkClicM5H0fuxKLbAaciVIdCxIzsgtKVg2jmDPFSfhFTZ+AItX9EJhiBpp9WaM/2PkS4r6dXQDjZRgr9Xz14Ciij3HO042nHiNTfNbs1jlsiZApgqGpR0g3tfOOzATFP74NMhN0WqxDpQP2DcrAwvRnEX5tgp7Xw2aad6eGNNO5ne9T/UtGNhzLSzyiV9wN91byBWWc7TTmmujmoopPweTeDQVmuO44p2cKtr4XpnbBwL+kmE5/KxVmC/QNm2hxy8HZT/wrTT0PmnUgXRNqIdSzWkRtNDmCxShQPROzzCnkXfsmv0djlStP1KqZ8CsoU4hfE6wkcGB/rp6UvIEOjYGdrBloJp5zRyWGJaVgaJpbpAy1d0giFI2mm1ZnNfpHcFcEw72EQx/k9W1zC/YypqRzuOdl5JDtXc1Fi+Ba6WvjwttcaTHvJ1MjDOKQEjmKGTVRk55mGeOrnbCdxEh9LOqEk71VvuXtPOyKIdC2Om36817XypLWXRBbRzQP648t24/AZRA211Uf3yJe2QVuGbYwVI/2PvShcUxYGw4RA5FA8QUbE9W9//CbdyAKkAPZ3pccbure/H7rTkqKqE+nJUwiUAyQIhnXYLlVjFEnscyw7twEZ2fSmVtFDH5nN1lFu3tkY7hmlQiSrZyjgEp7Vw8517TTUjuWgpXP+k3kKZc5ENia/QmEtw1HziJyZ/uCPgtpNOHPcUjXY+lnwVy+AW09jtg1Xv8T8sgqCd3t5cp+ulHb2L6vJHB79+ATrrAEQ7RDuExufow2W+EJ7NHBGV0xl5B+1sB5Z03mrs9C6o1jv4xRNefq8uan1jgHa2aLYzRDuFOdvR/QYQ3TpabPlb3qWdEtNOoD1tRdHy67Od4qPZjlFrycaFXIk7H4SXCtEAPIPVppvYrDFnO9kuVkw3MNuZqwU03doa7RSd2U5bokoGZlrUmVe4hftmO0Zy0VK4/mbF6t4z29mCGCWstkFb7kIeaYE7Qg/tGD1Fo50PJd9B5N2jFls3dvugm3+Adnp782dpB8m/GjW0UzFvRLRDtEMY/XJvZyMHaCJGR1+11/x0wT3tndXhOgVebM/bUKLjqF0aN2jnroqu0N6OO0A7nb0d3W8killO+uAyURlSTDuy8z7QBgnKP69dxbJ8N2qti5RnKo1a52zyLgO5lo5Yyovr7YZJfhZVZ1H34KDwYZVaFOvu7bQ2N6z94d5OW2KroRoKvF1GuIUNa9Wq6ckF7eD6r217TTsSg+YnH+jmyOKFaEDcEXpox+gp+iLbR5KXzLs1fKcbW3uA8w/TTm9v/iztGPI3tHNzZyOiHaIdQh9StQK98+H1gojTm1qXjnjoaFBTiIiqmrSRBtt653ShnbYoEnnaRIVPSWfkiWwG7czVZvOB006h6tklA7SDZcR+Y1Wv6kV6gIFyRBcP006q5hUxWoLS8sO2f6b0nxm1uk1uuRKFar2EXslXesYslR4sV9vumYythkjiNV4Jas/t5HJRTFqoY/O5mhTq1tYj2bCQqMQ6WRNxzM/OoxYe1fShqYaTS9rB9RcqxOvhcZENiYH+cqEJ9AURwoE7Qg/tGD1Fp50PJJ+p01QdY+sPsCrDtNPbmz9LO4b8PluM6Hs7RDuED7GXx+bgFAb3VY48SwnTlj3fHuYHF/jpg5k8rPAuz2fcZcBaIHdvJ9qautOMKiP5AvPDOHLMKy6pqt/Xm6yUnxQpxJfWzyISaIh2sIzIb8BwP1fBqizQwun8c3sSqD23w/1g5Qk96iUonL+Ey8+lC70ZtR7lIBuOdvCVKLNWuPMx3An/JR/cQpEXjlKWkjcSuUF9PyxN2rnIcFxlIdPm8zo8ULO2TjtYSFRinQxmZPz0Co+PPhktLIFUM5LL5VBcv8sS8Ow3R57bwRLDXEuqDq0pNsFwR+ihHaOn6LQzLPld31LUjY0e4PzDtNPXmz9NO4b8De2cDocV0Q7RDqG/hWA3NM/hlBt/XfZwKLucqePaBfw44X+oY/2waTCbqHgjOBTK0hncWRA/2gtnmR/7CYc/OnssmV1zONoh/FbGr37ZtQ4TCl2XcGlAwvss+AvPzWMof4B2sIzYb4BLSaMD1JJow8yK7/ZPYPiJaceTCqCj/jg/UKdX1rcUoFr5XGANCvtib8esdcya87BZvWXkzPjB+Ye6JEVOLlB0kwrkWgg6VBYybT4fda2NbilAQqISm2Qgi5+DfYVSqIVHzU0HrWo4uaQdXD+c6WcJ1LgWOmOJ+TRHLDO+MzkHwR2hh3aMnoJuKRiSHLKHTiy6Gr/HqDV290Gb/wPa6enNn6YdQ/6Gdt4ZK4h2iHYI/ZjH4t6qk3bvlRcJF/IoeTxuEqk72apSPFJdIRcXUU3O2j3nDSCoqorld67UpjtPfWo94YWXHJYwLud99o0XHEbXQdpBMmK/scmljDu0I73ggWb+Yolp516KpOhCbSP/yuV/+suuZUZzXqZzE5FsZq2F8myu+Fa8kEDknTywD+qjHb4bUdQWMm0+77E2vgtcFxKV2CaT17YppVALj7qq4eQq+AO39i5yQi8NVPwwkliYYCM3iqShUUfoi2Qzegq673xA8o0Wehbpxu480PMP005Pb/58JBuWn2iHaIfwKdwy7YLdYp+1t/NequyoHXk7Z1XrrXaBp/mJvlL3b+1flxtecljt9adv+/3FQkaECwjMLzuZogqO2annyw3n7LTrzz/SVR6o9ZjdhnL1YJvtV60Pm9bfkRlMX1vIsHlj7axa9X+CYtg0eqPe+lu4RzUjeaf+dk/FHX0g8UBH+FyCRsdfSt419rDmH6BHP4v3h8ufeYvRT/hwgzX+Au1Yg2jnx+LOgtELrRUWz/xg0BcxVeO1TXz4emHJv921DpwSR5A9A8m325m/eO5PeKmXY2tcni3Tzl6md3LPPxVrdnkdYeJw9Lq0AxG6cpLlJl//Rtwb+7d0v1IB2tETP535r3Uc/c4n9iJyCQTC84fw6eFl7nWHe4APx5eknW3osfomnv2XWSdLff2qs38BiKdw3DJmncvH/xReQEd7LFhyuJJTIBCeC4iZ/fV30P/aWx/+aoCMv47298C3uWd/0uf/8z2EayI+a5Y9kde+3z7JZsq+5SVsBML3wiV4oVidVXB+UTMV+z8o2eVUvcDS5m0fPJ7Yr15CR3ujBBvyCQQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQvikCwgthZdl6ZzLZC+FG7oRA+Aw8Zou1bYa/UAWLbTM4f0EoeywsWy96vqF+Q2/v+VU4z9d7am8pcicGpsmhd6y7WOx6fl4mqcgzr39wEh17/tMiaYt0k1L965ImyeI35HskycP8bZ5MB1Ivki+18CyZ9Wv8POvPX7VjOAfLId013ttliOL4apcji+92GZZxnFuqsbbV+26rd1CWga3emWXrXde2I/L1zDKDE08tc7i2eqdxbJnj4NjqndrqvYwXtnpPiGdM78Lyvp9Lxt56fh4zB/4bs2X9Q4JYXbwcKYxqasqaMOW0LzBuef8d+c6MnTtUwOKB1HPmf8UYLnP7NX4WNEu+3GwnssywZJYrQWNmq31hO+rfs/7u/QF8W70XtnqPUtuRTGE/27F+D/yZ9XQ4tsxR2uoNTsNWb8/6FbTVe89OtnrTbOdP0M6srJpZUQWAlzvi/69Wgie8dcMwNe1w1vm9cX0f7ewnsx9CO5oliXaIdoh2iHb+17STjce7QdoxsdE5JWJp1CxmKtoB1gkXoz9GO8P4brTzwiDaIdoh2iHaeTLtbI7VUMDFo4mk+QTtxOxeMBbotPMh69wqjVbOlRazs9nCo5Z2imBIwFb0Du2cjqYKgFUQdPaLVsFp09JOW2KjMbYPFLHrE6Afu+Nej0WC5CaVDitHtEO0Q7RDtPMjaWd34FEmyZX/+xA24AttlQgnSW+tE3bC5SDtVAwyTWv3LWiHs07vlugyLCseSOLs1QsswlBSxRRjvm80OUna2US+CIU5bEQ+nfxWuRR909LOOAzv0KHCLQSdxBeswigTtTjoRd5OeBFLRTu6MRTt6D+BG+DJvWgRpoYAWehthGMJZU9LQuDfUxqKcBZBxSBUxJOvRd+VlkTKEe0Q7RDtEO38H2iHM0OaQzAAj7kYOwLrkHngsuch813XZ17VF1LQoR2XF/HOvFVDO1C2tx9wVHHo5QdHzYWuwBFumSiOmoFrzqfMl7QDok3diS+9CAopeMRcdOCXdFPTzp2xMX+R2EQGLyIVqpA5rhujvaZtwrzSTaAyt2MMoTH6qUkes6khwM5jXNUd8MxKcHAiKvRLF56HhRIqSeEv762xJFKOaIdoh2iHaOf/QDs5S/gcI/CEv669QggutAhZDv584zJ/9wnauXj8DbnU5QDt8GiCw5CjYv5W1s6nJDLdZSI8ciUj3xahoJ0FCzllgBThxqCdlPl8FpOFPLegnXcVNAd+/LDaBoYKqXREpb5cmDLnjcd4M0E7yBhSY2wfmXwHpDY1BZgw3oszddLiwOty2ITPYk4ei6RQ0UZw0bW2JFaOaIdoh2iHaOd/QDuPUPHGuN0bWUinkDNH+MJdwn35L2nnnSUb4dRjRTtTvr4VHodoR7xOG5/dRVrJXAn3z6WcWPBJD9BOpM7/HBkrMO3AIpwMBrvyuRmnnWXtzXwV2YBVUMJv82tTxo0xIeCbx2kHG0No/B9758KlqA4DYIqgVBDUEVHxOejo//+FN01baBhG9szce1ed5JzdM77atEg+06YJfQqU2Jj2Jm0F5jrUD8655Ti5C3CG5MbMxQCVmhjSre1M0sExdhg7jB3Gzi/AztT+zoYNfLOzPZLaR4nF2K6erf8AO0v8ta9u9602tbDpsU1wg6XLUCWeAUPmrQLbSKpwYR8dSSSbtvgudsb270odGwLszGtlQuNl0SHAGtf11rZ/sdeQgU4Gjty6d4wAACAASURBVJg+VQfqpQohVIGDEDc1qTP1sUIEjfuyWiNoQqNMilglM2lxxthh7DB2GDsvj529kBMtNg0HbF/on+Cw36JfCZUh7cMO+A37Kcg80B8H7CQX5TgNug1V1oSLvRuXQ9Ooqh9JjZ3Vdpiq7Y82dgYiqkPohooP8Jarxc5HxxBOakPfT93zMqltY6z0pJOBI6ZP1fFuHwo7VAGIpph7N3CvJOBnaF4qpuMB7JQZ7Oi52+PYzUy6g2PsMHYYO4ydX4Cd3Mk0gJbgLRZLDBB+c7MX9WMnbd4tb4idRG/edB4WnVuLPYe1q0u9xAR7HXCj2UcBYueqY72iT9iJaqL5sFsyhX4zERQGO9OOIXibNaaGirfO2ViTwuesGqOTgSOmT0XWlE0VdqgC0MQa9EthEW2K/0zYG5DON9iZfsIOGRxjh7HD2GHsvKaUp4WxlSkuax2sKNqUEEF2s0SZ2VfeerGzgt2OXIvAxSRzXLSMRbDp8XaKe94OWKjleLZRLlGft7MoY7N9Yix8awhKnUXqm8Ay6u0gduhk4IjpUwNLqWuHt7MB5dew2gZNlVLC2mIFEXT5dVeZj3Vghw6OscPYYewwdl5TFiJoNkCudpPFK8zP/+BSJ10zW++Hqj+AetZsik8wOMEmx4GdIn/lfZlbLQfT3drbScwjfVw0MS7FCfeevtrbmelItp1ZZrMWng5hpUdmQsno3g4un9HJwBHTp87N2ydtBdTknELAzVHEMxz80AZURF9hhw6OscPYYewwdl5TjtrGvWGw8abhhvIBUud4Zx1ojKtxPdjJxKRJU6NulToVKCRiT7si2UYmdm2qPqzfW4bqrQPz6Kyw82a3nMboBLnYGdmMCGDeK3NuJ9fLbNbCkyFANPXFfKXHzV2t2ygRAHQycMT0qcLkPL0FarhUATV5Oc5CIjKMts5N7xBUHnVipzU4xg5jh7HD2HlRgfWwg1ettX8CezAjHUgQ4WnLuRugrA69qF2bUx923p0s03BwMnOw45lghc1+X7jY8WEtr4Rw6xJNhLrj4TiMgsZReyNwUgawA54QWg91imfUOrczEbFqcRsoWGnsVDpK2Vp4OgRfTErtf22dDaL4HWPN0O8gk6FHTJ4CJCbAnYuvz+0QBTBNA44DGsNdqbFezVOHgrJO7LQG9/9KV10Jxs5zYKejTAdjh7Hz2AJwkbE0TsgBTu1naSRFfFMQkX6sC+jgeUkR5jm8fu5dZDsL2dyBuQJag50iEAGe+xQ7x1BBIoRBbtIHqF/7fg6P6pwFS9AoxL0dIEY23k+En6gbkGCngA9EqTroX9bJcWaYpsBaeDqErRTJOrUJB+pMB6BHDGkHBq3JMCMmT2E+7QS6XSJ2iAK6FsQOw9x0nPV7IJL0nAPlsaWORTY6uP9Xvs60yth5dOwMuuNDGTuMnQeWc4CJxTyT2AzzhkXvCJFaxnWmtHDu9WIndk35SSUdaLCjXJvJJ+zEs8TJwjbFSn+ZuapTFd/lXzCSbYXqJeMS9+VpvZ3bWr/m5GRTm1NFgx0yBJOTLRi7GbYPyjeR47O+kZ3JsDnZ3KfAIxv7MshGGh1EAbQGeFrnXZhVPEw7JyY7HTHQgR06OMYOY4exw9h5WSl3MyeNcjla7L64f4rt4l/b676JIwkpWI0Wjt27LHbOms/R6bbaLk5flXmrdotjT1oZMgR4cGq//7DdOkdaOyaj46nc3vc9ClwW28Nd7dzBMXYYO4wdxg7LvylzWf1BlVCvZ33wr9bAGflrGzF9fq7Jv1dXgrHzRNihZTrIZWXsMHZYWnJ0rdl3sZOL7G+O4c0EaI+doz/PIHfqSjB2ngk7tEwHvayMHcYOS1vKmfdT7Kwn4i97GRAD4A/WsXDSdT+B3Ksrwdh5IuzQMh30sjJ2GDssfQtu31gsq9RPu/IvW/AE67Ytnmmy79WVYOw8E3ZImQ56WRk7jB2W/0SK7QOc5b9sR7fnmrZ7dSUYO0+EHVqmg15Wxg5jh4XlYeSP6kowdp4AO6RMR+uyMnYYOywsDyM9dSUYO0+DHVKmg15Wxg5jh4XlceR+XQnGzvNgh5TpoJeVscPYYWF5HCnY23k1b0dhp2Bvh7HDwuI9xd4OrSvB2HnGvZ0B7+0wdlhYHlnu1JVg7DwTdmiZDnpZGTuMnReR4v33jHWSwG/HWfKKX5M7dSUYO091boeU6aCXlbHD2PFeJFH19vcMFjNC2zTWLyZ36kowdp4JO7RMB72sjB3GzktIIH4RdtL17mWxc6euBGPnqXKy0TId9LIydhg7jJ2nNM8vip17dSUYO0+VgZqW6aCXlbHD2HkeKY/bJn06JMW3BWQa7NxGJL/6Zff+RUr9nsah+aPzWXhwcVO6OzWAWq919nwwVXBoF6uL88Ee5ag6n7HTUv63/Nxg7Dx4vZ275pexw9h5QFnJWtSNecqweuZSx8hguctgALkFU/hLSrX7vFuiL3/ROTzXWDPT37ZT6i8kltb0MqmnOpGjVuOx3IxVXdOlvnjlXj1ITErpIsLCnzOZ6ZKe+rWVmz3U7Xku86kUctjqwitT/ODwD5Sj6viy2dsZSnltzwxjh7HD2GHsMHa+ix1fS4yRMDspwvUAKgpgBZlMBFEeSeGvvCE8508gvAvMezgYhCLY6YoFMsj3frM9bXOvl9o5KsFUv2Ha46TdeCgikWTwCDPmVkshsxyS6UZuSvcY8xvC1im8Bu/MVm6tBKfnDzFRTFi0uqh89cGlro/QoxxVxwkpuOq6BrRlxg5jh7HD2GHs/EwOMcb9+yJSpv0UKAaNdCzmSeKXXZvqQooc3rEaiLBUFkaEG0/VW0uqVu71CI8PLAAG6sN7ddeTxsHOi/EKzflZt3DUgbzDOqU7BIMidjIRKt9qIbF5a9vcnj8AKaO3WbsL0yieSelTjqrTYOdDVwZotczYYewwdhg7jJ0fSbkUfqX8CrnxbFJbMLv6+3Tej2rs5Mr10WfUPtD4432wClWdTZJ7fY4Fp+HINN7vPngitHGw8xNzfBFSS92kOWQ9VKYe0iFvTCfwHih8uTNHGoPKwY7T84fydLy2/pU0d2kMuvYoR9VpsDM3JrGlPGOHscPYYewwdryfFWFJ3LWjFaYZBOsf7VY0ki22P/YH6h11/idVXprm5zgIcVMWfaYsfCGCVatxsPPjJrXUVMiVTdJygSMIS9vQRB1IiOvCbovGtjk9A3YkKfimu5jZXm+rfuWIOjV2gDpT73PLjB3GDmOHscPY8X5WnVnanfJiOh4sYdNjjTluYasj+jg42IHVrAlKqCz23GTkAMvht3OvT8CW3MA3kmDhhyZrodt4aGzNXrWxF1I3O1FezMB6FB8KOwOb8hBgMGxsm9MzvK++u5wuzsL/It9/h3JEHYsdtWF07WiZscPYYewwdhg7P5GhsF9njCCD4AFfG9crBn/JvLTYeRONxMrCRNbUhO3c62doYg57KBn4Cxn6DLTx0PgRaOdzp905+F65DWGeuMtavjg3ts3pGbATd+i/N+tm3qd8/x3KEXUsdiAiweYaac0MY4exw9hh7DB2vi0zYc15BRFq+XVX6SU0/KJfo0DfsoidFQDqYOSt5XO0cq9v4L81rIrBGepSyupT48TOw8qXbfZQNr1f/9jbiTv0d72dPuW6sSMXpQ6m65gZxg5jh7HD2GHsfE9Gsr4lh0IezV6PMq4HPPOssgvWi2yJJdSh0mHMntlhiT7lXo/FKQSLfhTxDE15q3Fi5691kZACYwfqlO6tvZ2ZE0Dd9Fxjh3YxFea7N19/9CnXjZ0Qw/Oun5Vn7DB2GDuMHcbOd6VImvMwufEPqkAZ89y4GbpeocbO2noQvrqP5yb3eoVlW1q511ORo6cA7aOXQhundn5jt+5n6lxMYQPTAtXAyHSiTL8byeb0bLFDu4DwuIX51qZ9yn2JHWhTLbO1lGfsMHYYO4wdxs435S3G0GmbnFgfs4RjmxkuvimzvYqMgVZ+DkQzq3M7YLbVpIPx98EjKtciLj/lXt/BjvzYBCa8f2q8ZechlG6kz4lG6OUk0PPF1+d2JiJWH9wGTiUR2rPFTquLtQgLjatLn3JfY6cKtctFWmbsMHYYO4wdxs43ZQ/nLuMwURJ674FI0nMOx2Xwxz3Y2Ek+iHWYG1z6ZI82Iswh2zpCaA7GG3Kvm5wF7dzriT5wA4dqcLpbjVM7D8dVRQYJ+EV80zkLRALtLBE7BfwVpUqZ0rFtbs8WO60uAKnB2mYpuK/c19hR9B22W2bs/MPemTYoy0JhWFxSDHXaNcux9e3//8KXRU3b1Mqemu7ri9OonANHuQURIDuQHcgOZOd+2cnhXWlynjPiLdfyg82NnJONeLI7a2WpB301tZk1zN6wDFg20Zl2Nve6ob6bWZPsk5hq4tV6ns+7Jm05ai7O2NWpGdjZvkMk9jG3PCdbxXIxkq1qQhsZtPC1xrnrssNbRLyBdJIyZAeyA9mB7EB2tCfNib/4Pf6K7fGimEt9NlP1/szNe7vEi/3QHq9vzr1+NfETuK3lyY07ycdOb5bjNKzWbaeWL5sQJzZ0rl3JfA1B5LfDCFqeEHme0e6MSdD2BM9zWnrVfb79oO0ZE2/cMno9z+86317rbDitYxG0zUbUOhhO23xPgklbEwb05X5CKzgdT/ZcbD3KR0xvrz5S9xGIl+DpbXHanjBtbSJqfUbQeS7ucKo9bde82ndfUHfke9p9MIJ3zDdk5wHGxav9jir/UTY3gHt9umfIDgAAfA0LYiZup5U/HyenG1GfHD8PhewAAID2xROHZsO/hrSjYV1bJpdUu96T3ZllAAAA78fcDrs2sVvYBxQ0AAAAAJ7OKE3/hI0vZZf+/gkbAIBPQ2dsd2wRM9Zv8fVY9580vMLGJzNkrDTSasLYvumZMSXjrr17hQ0AwMfBxBp9heyQYnrXejzid+7dK2x8Mv+R8nSD0Y3xPNr5x7gbrfNxTN3bAAB8j+yEtPXn9615hY0vlR33BRNGuQRjiAAAz5MdvrrEqGvnXmHjS2UHbVUAwMuxDS/YF7Lz40yjcRvZqXuU/UmSw24iTGjLyHPk7Hku/3ZsEU2jhbDnGfbrH5d7SRK7nrPcJckgdbwkHifJbiC8zPd8SPTibeBNdrnszHzPc0ctZIevZXWzHfmbJENtz03MuSXP88WMVnaSLEeu5yUbYS/Yxg/aaE8RtTxYYZL0RhNvMivCCAB4X7ZyKllPyU6olv+OWshOUDNRJ0/LlTPFGspSIptWpi9/7KU9On7QRnv4BJViMfYen6I84llnoa/+4RR7PiN6aznLLXWU7PD1RcT0udPm7vMFsW4OMuMPIIEnE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<xsl:if test="//wnio:TrescDokumentu/wnio:DaneOMiejscuIOkresieDelegowania/wnio:BrakAdresu">
<xsl:if test="contains(',true,1,',normalize-space(//wnio:TrescDokumentu/wnio:DaneOMiejscuIOkresieDelegowania/wnio:BrakAdresu))">
<div style="left:369px; top:130px; position:absolute" class="checkboxCross">×</div>
</xsl:if>
</xsl:if>
<div style="left:325px; top:170px; position:absolute">
<xsl:call-template name="formatujDate">
<xsl:with-param name="strData" select="//wnio:TrescDokumentu/wnio:DaneOMiejscuIOkresieDelegowania/wnio:Okres/wnio:Od"/>
</xsl:call-template>
</div>
<div style="left:540px; top:170px; position:absolute">
<xsl:call-template name="formatujDate">
<xsl:with-param name="strData" select="//wnio:TrescDokumentu/wnio:DaneOMiejscuIOkresieDelegowania/wnio:Okres/wnio:Do"/>
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<xsl:if test="//wnio:TrescDokumentu/wnio:DaneOMiejscuIOkresieDelegowania/wnio:CzyDelegowany/wnio:Tak">
<xsl:if test="contains(',true,1,',normalize-space(//wnio:TrescDokumentu/wnio:DaneOMiejscuIOkresieDelegowania/wnio:CzyDelegowany/wnio:Tak))">
<div style="left:560px; top:214px; position:absolute" class="checkboxCross">×</div>
</xsl:if>
</xsl:if>
<xsl:if test="//wnio:TrescDokumentu/wnio:DaneOMiejscuIOkresieDelegowania/wnio:CzyDelegowany/wnio:Nie">
<xsl:if test="contains(',true,1,',normalize-space(//wnio:TrescDokumentu/wnio:DaneOMiejscuIOkresieDelegowania/wnio:CzyDelegowany/wnio:Nie))">
<div style="left:632px; top:214px; position:absolute" class="checkboxCross">×</div>
</xsl:if>
</xsl:if>
<div style="left:327px; top:277px;;position:absolute;">
<xsl:for-each select="//wnio:TrescDokumentu/wnio:DaneOMiejscuIOkresieDelegowania/wnio:OkresyDelegowania/wnio:Okres">
<xsl:variable name="nr" select="position()"/>
<xsl:variable name="pos" select="$nr - 1"/>
<div style="left:0px; top:{$pos * 47.3}px; position:absolute;">
<xsl:variable name="strOd" select="wnio:Od"/>
<xsl:if test="$strOd">
<xsl:call-template name="formatujDate">
<xsl:with-param name="strData" select="$strOd"/>
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<div style="left:214px; top:{$pos * 47.7}px; position:absolute;">
<xsl:variable name="strDo" select="wnio:Do"/>
<xsl:if test="$strDo">
<xsl:call-template name="formatujDate">
<xsl:with-param name="strData" select="$strDo"/>
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<div style="left:60px; top:274px;;position:absolute;">
<xsl:for-each select="//wnio:TrescDokumentu/wnio:DaneOMiejscuIOkresieDelegowania/wnio:OkresyDelegowania/wnio:A1">
<xsl:variable name="nr" select="position()"/>
<xsl:variable name="pos" select="$nr - 1"/>
<div style="left:0px; top:{$pos * 47.7}px; position:absolute;">
<xsl:if test="contains(',true,1,',normalize-space(text()))">
<div class="checkboxCross">×</div>
</xsl:if>
</div>
</xsl:for-each>
</div>
<div style="left:131px; top:274px;;position:absolute;">
<xsl:for-each select="//wnio:TrescDokumentu/wnio:DaneOMiejscuIOkresieDelegowania/wnio:OkresyDelegowania/wnio:Brak">
<xsl:variable name="nr" select="position()"/>
<xsl:variable name="pos" select="$nr - 1"/>
<div style="left:0px; top:{$pos * 47.7}px; position:absolute;">
<xsl:if test="contains(',true,1,',normalize-space(text()))">
<div class="checkboxCross">×</div>
</xsl:if>
</div>
</xsl:for-each>
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<xsl:if test="//wnio:TrescDokumentu/wnio:PracownikWOkresieMiesiacaBezposrednioPrzedDelegowaniem/wnio:Krus/wnio:Tak">
<xsl:if test="contains(',true,1,',normalize-space(//wnio:TrescDokumentu/wnio:PracownikWOkresieMiesiacaBezposrednioPrzedDelegowaniem/wnio:Krus/wnio:Tak))">
<div style="left:560px; top:559px; position:absolute" class="checkboxCross">×</div>
</xsl:if>
</xsl:if>
<xsl:if test="//wnio:TrescDokumentu/wnio:PracownikWOkresieMiesiacaBezposrednioPrzedDelegowaniem/wnio:Krus/wnio:Nie">
<xsl:if test="contains(',true,1,',normalize-space(//wnio:TrescDokumentu/wnio:PracownikWOkresieMiesiacaBezposrednioPrzedDelegowaniem/wnio:Krus/wnio:Nie))">
<div style="left:632px; top:559px; position:absolute" class="checkboxCross">×</div>
</xsl:if>
</xsl:if>
<xsl:if test="//wnio:TrescDokumentu/wnio:PracownikWOkresieMiesiacaBezposrednioPrzedDelegowaniem/wnio:Zdrowotne/wnio:Tak">
<xsl:if test="contains(',true,1,',normalize-space(//wnio:TrescDokumentu/wnio:PracownikWOkresieMiesiacaBezposrednioPrzedDelegowaniem/wnio:Zdrowotne/wnio:Tak))">
<div style="left:560px; top:595px; position:absolute" class="checkboxCross">×</div>
</xsl:if>
</xsl:if>
<xsl:if test="//wnio:TrescDokumentu/wnio:PracownikWOkresieMiesiacaBezposrednioPrzedDelegowaniem/wnio:Zdrowotne/wnio:Nie">
<xsl:if test="contains(',true,1,',normalize-space(//wnio:TrescDokumentu/wnio:PracownikWOkresieMiesiacaBezposrednioPrzedDelegowaniem/wnio:Zdrowotne/wnio:Nie))">
<div style="left:632px; top:595px; position:absolute" class="checkboxCross">×</div>
</xsl:if>
</xsl:if>
<xsl:if test="//wnio:TrescDokumentu/wnio:PracownikWOkresieMiesiacaBezposrednioPrzedDelegowaniem/wnio:SwiadczenieKrus/wnio:Tak">
<xsl:if test="contains(',true,1,',normalize-space(//wnio:TrescDokumentu/wnio:PracownikWOkresieMiesiacaBezposrednioPrzedDelegowaniem/wnio:SwiadczenieKrus/wnio:Tak))">
<div style="left:560px; top:631px; position:absolute" class="checkboxCross">×</div>
</xsl:if>
</xsl:if>
<xsl:if test="//wnio:TrescDokumentu/wnio:PracownikWOkresieMiesiacaBezposrednioPrzedDelegowaniem/wnio:SwiadczenieKrus/wnio:Nie">
<xsl:if test="contains(',true,1,',normalize-space(//wnio:TrescDokumentu/wnio:PracownikWOkresieMiesiacaBezposrednioPrzedDelegowaniem/wnio:SwiadczenieKrus/wnio:Nie))">
<div style="left:632px; top:631px; position:absolute" class="checkboxCross">×</div>
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</xsl:if>
<xsl:if test="//wnio:TrescDokumentu/wnio:PracownikWOkresieMiesiacaBezposrednioPrzedDelegowaniem/wnio:ZamieszkaniePolska/wnio:Tak">
<xsl:if test="contains(',true,1,',normalize-space(//wnio:TrescDokumentu/wnio:PracownikWOkresieMiesiacaBezposrednioPrzedDelegowaniem/wnio:ZamieszkaniePolska/wnio:Tak))">
<div style="left:560px; top:667px; position:absolute" class="checkboxCross">×</div>
</xsl:if>
</xsl:if>
<xsl:if test="//wnio:TrescDokumentu/wnio:PracownikWOkresieMiesiacaBezposrednioPrzedDelegowaniem/wnio:ZamieszkaniePolska/wnio:Nie">
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<div style="left:632px; top:667px; position:absolute" class="checkboxCross">×</div>
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</xsl:if>
<xsl:if test="//wnio:TrescDokumentu/wnio:DaneODelegowaniu/wnio:ZastepstoOkresMinal/wnio:Tak">
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<div style="left:560px; top:750px; position:absolute" class="checkboxCross">×</div>
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<div style="left:326px; top:160px; position:absolute">
<xsl:call-template name="getLetters">
<xsl:with-param name="input" select="//wnio:TrescDokumentu/wnio:DanePracodawcyDelegujacego/wnio:NIP"/>
<xsl:with-param name="nr" select="0"/>
</xsl:call-template>
</div>
<div style="left:326px; top:195px; position:absolute">
<xsl:call-template name="getLetters">
<xsl:with-param name="input" select="//wnio:TrescDokumentu/wnio:DanePracodawcyDelegujacego/wnio:REGON"/>
<xsl:with-param name="nr" select="0"/>
</xsl:call-template>
</div>
<div style="left:324px; top:230px; height:15px; width:400px; position:absolute" class="divCenter">
<xsl:call-template name="squeezeLetters">
<xsl:with-param name="text" select="//wnio:TrescDokumentu/wnio:DanePracodawcyDelegujacego/wnio:NazwaSkrocona"/>
<xsl:with-param name="width" select="200"/>
</xsl:call-template>
</div>
<div style="left:243px; top:305px; position:absolute">
<xsl:if test="/wnio:Dokument/wnio:TrescDokumentu/wnio:DaneOCharakterzeIZakresieDzialalnosciPrzedsiebiorstwaWgPkd/wnio:RodzajPKD/wnio:PKD2007 = 'true'">
<div style="left:8px; top:3px; position:absolute" class="checkboxCross">×</div>
</xsl:if>
</div>
<div style="left:338px; top:305px; position:absolute">
<xsl:if test="/wnio:Dokument/wnio:TrescDokumentu/wnio:DaneOCharakterzeIZakresieDzialalnosciPrzedsiebiorstwaWgPkd/wnio:RodzajPKD/wnio:PKD2025 = 'true'">
<div style="left:8px; top:3px; position:absolute" class="checkboxCross">×</div>
</xsl:if>
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<div style="left:60px; top:343px; position:absolute">
<xsl:call-template name="printPKD">
<xsl:with-param name="input" select="//wnio:TrescDokumentu/wnio:DaneOCharakterzeIZakresieDzialalnosciPrzedsiebiorstwaWgPkd/wnio:KlasyfikacjaDzialalnosci"/>
</xsl:call-template>
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<div style="left:517px; top:382px; position:absolute">
<xsl:call-template name="getLetters">
<xsl:with-param name="input" select="//wnio:TrescDokumentu/wnio:DaneOCharakterzeIZakresieDzialalnosciPrzedsiebiorstwaWgPkd/wnio:Grupa"/>
<xsl:with-param name="nr" select="0"/>
</xsl:call-template>
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<div style="left:394px; top:486px; position:absolute">
<xsl:value-of select="//wnio:TrescDokumentu/wnio:DodatkoweDaneOPracodawcyDelegujacym/wnio:LiczbaPracownikowPolska"/>
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<div style="left:539px; top:486px; position:absolute">
<xsl:call-template name="formatujDate">
<xsl:with-param name="strData" select="//wnio:TrescDokumentu/wnio:DodatkoweDaneOPracodawcyDelegujacym/wnio:DataAktualnosciPolska"/>
</xsl:call-template>
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<div style="left:394px; top:545px; position:absolute">
<xsl:value-of select="//wnio:TrescDokumentu/wnio:DodatkoweDaneOPracodawcyDelegujacym/wnio:LiczbaPracownikowDelegowanych"/>
</div>
<div style="left:539px; top:545px; position:absolute">
<xsl:call-template name="formatujDate">
<xsl:with-param name="strData" select="//wnio:TrescDokumentu/wnio:DodatkoweDaneOPracodawcyDelegujacym/wnio:DataAktualnosciDelegowanych"/>
</xsl:call-template>
</div>
<div style="left:394px; top:605px; position:absolute">
<xsl:value-of select="//wnio:TrescDokumentu/wnio:DodatkoweDaneOPracodawcyDelegujacym/wnio:LiczbaUmowPolska"/>
</div>
<div style="left:539px; top:605px; position:absolute">
<xsl:call-template name="formatujDate">
<xsl:with-param name="strData" select="//wnio:TrescDokumentu/wnio:DodatkoweDaneOPracodawcyDelegujacym/wnio:DataAktualnosciUmowPolska"/>
</xsl:call-template>
</div>
<div style="left:394px; top:665px; position:absolute">
<xsl:value-of select="//wnio:TrescDokumentu/wnio:DodatkoweDaneOPracodawcyDelegujacym/wnio:LiczbaUmowObcych"/>
</div>
<div style="left:539px; top:665px; position:absolute">
<xsl:call-template name="formatujDate">
<xsl:with-param name="strData" select="//wnio:TrescDokumentu/wnio:DodatkoweDaneOPracodawcyDelegujacym/wnio:DataAktualnosciUmowObcych"/>
</xsl:call-template>
</div>
<div style="left:394px; top:724px; position:absolute">
<xsl:value-of select="//wnio:TrescDokumentu/wnio:DodatkoweDaneOPracodawcyDelegujacym/wnio:ObrotyPolska"/>
</div>
<div style="left:539px; top:724px; position:absolute">
<xsl:call-template name="formatujDate">
<xsl:with-param name="strData" select="//wnio:TrescDokumentu/wnio:DodatkoweDaneOPracodawcyDelegujacym/wnio:DataAktualnosciObroty"/>
</xsl:call-template>
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<div style="left:110px; top:130px; position:absolute">
<xsl:call-template name="formatujDate">
<xsl:with-param name="strData" select="//wnio:TrescDokumentu/wnio:Data"/>
</xsl:call-template>
</div>
</div>
</body>
</html>
</xsl:template>
<xsl:template name="formatujDate">
<xsl:param name="strData"/>
<xsl:variable name="y1">
<xsl:value-of select="substring($strData,1,1)"/>
</xsl:variable>
<xsl:variable name="y2">
<xsl:value-of select="substring($strData,2,1)"/>
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<xsl:variable name="y3">
<xsl:value-of select="substring($strData,3,1)"/>
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<xsl:variable name="y4">
<xsl:value-of select="substring($strData,4,1)"/>
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<xsl:variable name="m1">
<xsl:value-of select="substring($strData,6,1)"/>
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<xsl:variable name="m2">
<xsl:value-of select="substring($strData,7,1)"/>
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<xsl:variable name="d1">
<xsl:value-of select="substring($strData,9,1)"/>
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<xsl:variable name="d2">
<xsl:value-of select="substring($strData,10,1)"/>
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<div style="left:2px; top:0px; position:absolute;">
<xsl:value-of select="$d1"/>
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<div style="left:25px; top:0px; position:absolute;">
<xsl:value-of select="$d2"/>
</div>
<div style="left:50px; top:0px; position:absolute;">
<xsl:value-of select="$m1"/>
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<div style="left:74px; top:0px; position:absolute;">
<xsl:value-of select="$m2"/>
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<div style="left:98px; top:0px; position:absolute;">
<xsl:value-of select="$y1"/>
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<div style="left:121px; top:0px; position:absolute;">
<xsl:value-of select="$y2"/>
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<div style="left:145px; top:0px; position:absolute;">
<xsl:value-of select="$y3"/>
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<div style="left:167px; top:0px; position:absolute;">
<xsl:value-of select="$y4"/>
</div>
</xsl:template>
<xsl:template name="getLetters">
<xsl:param name="input"/>
<xsl:param name="nr"/>
<xsl:if test="string-length($input)">
<div style="left:{$nr*23.6}px; top:0px; position:absolute;">
<xsl:value-of select="substring($input, 1, 1)"/>
</div>
<xsl:call-template name="getLetters">
<xsl:with-param name="input" select="substring($input, 2)"/>
<xsl:with-param name="nr" select="$nr+1"/>
</xsl:call-template>
</xsl:if>
</xsl:template>
<xsl:template name="printPKD">
<xsl:param name="input"/>
<xsl:if test="string-length($input)">
<xsl:variable name="nr">
<xsl:choose>
<xsl:when test="$input='A'">
<xsl:value-of select="0"/>
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<xsl:when test="$input='B'">
<xsl:value-of select="1"/>
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<xsl:when test="$input='C'">
<xsl:value-of select="2"/>
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<xsl:when test="$input='D'">
<xsl:value-of select="3"/>
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<xsl:when test="$input='E'">
<xsl:value-of select="4"/>
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<xsl:when test="$input='F'">
<xsl:value-of select="5"/>
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<xsl:when test="$input='G'">
<xsl:value-of select="6"/>
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<xsl:when test="$input='H'">
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<xsl:when test="$input='I'">
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<xsl:when test="$input='J'">
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<xsl:when test="$input='K'">
<xsl:value-of select="10"/>
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<xsl:when test="$input='L'">
<xsl:value-of select="11"/>
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<xsl:when test="$input='M'">
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<xsl:when test="$input='N'">
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<xsl:when test="$input='O'">
<xsl:value-of select="14"/>
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<xsl:when test="$input='P'">
<xsl:value-of select="15"/>
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<xsl:when test="$input='Q'">
<xsl:value-of select="16"/>
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<xsl:when test="$input='R'">
<xsl:value-of select="17"/>
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<xsl:when test="$input='S'">
<xsl:value-of select="18"/>
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<xsl:when test="$input='T'">
<xsl:value-of select="19"/>
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<xsl:when test="$input='U'">
<xsl:value-of select="20"/>
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<xsl:when test="$input='V'">
<xsl:value-of select="21"/>
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<xsl:otherwise>
<xsl:value-of select="0"/>
</xsl:otherwise>
</xsl:choose>
</xsl:variable>
<div style="left:{($nr mod 14)*47.7}px; top:{floor($nr div 14)*36.7}px; position:absolute;" class="checkboxCross">×</div>
</xsl:if>
</xsl:template>
<xsl:template name="squeezeLetters">
<xsl:param name="text"/>
<xsl:param name="width"/>
<xsl:variable name="strLen" select="string-length($text)"/>
<xsl:variable name="maxLetters" select="$width div 9"/>
<div>
<xsl:if test="$strLen > $maxLetters">
<xsl:attribute name="class"><xsl:text>smalFont</xsl:text></xsl:attribute>
</xsl:if>
<xsl:value-of select="$text"/>
</div>
</xsl:template>
</xsl:stylesheet>