Indhold
Dette afsnit handler om udfyldelse af land for land-rapportens tabel 3.
Afsnittet indeholder:
- Oplysninger der er nødvendige for forståelsen af tabel 1 og 2.
- Tabel 3.
Oplysninger der er nødvendige for forståelsen af tabel 1 og 2
I tabel 3 skal angives oplysninger, der er nødvendige for - eller som kan lette - forståelsen af oplysningerne givet i tabel 1 og 2.
Tabel 3 skal altid indeholde en beskrivelse af:
-
Kilden til oplysningerne i rapporten. Er der sket en ændring i kilden til oplysninger fra et år til et andet, skal baggrunden for ændringen og dens konsekvenser forklares.
-
Den forretningsmæssige aktivitet for de koncernenheder, hvor aktiviteten ikke er dækket af valgmulighederne i tabel 2, og der derfor er sat kryds i "Andet/Other".
Derudover kan der eksempelvis gives en beskrivelse af eventuelle forhold der bevirker, at der er uoverensstemmelser mellem de oplysninger, der gives i fællesdokumentationen, og de oplysninger der gives i land for land-rapporten.
OECD's vejledning om implementering af land for land-rapportering opdateres løbende med yderligere forhold som kan eller skal medtages i tabel 3.
Tabel 3
Tabel 3
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ievIJ1Bz6fzbIl+/n0ySvYnghI8kKgA/tAfPUC73OGYRiG8W/ljKLNOHdY+m3e/CX3zjtv600QCAxuouC6NB+ZMgzDMAzDOFtMtJ0nMCt3YXLXLBfSp06VSpfxWL40DMMwDMP4q5hoMwzDMAzDSATYhUCGYRiGYRiJABNthmEYhmEYiQBdHuWuPR6xwN2J9rBSwzAMwzCMfxauXuOpDDw2y2szFW08j63q5Ve4VStDD3k1DMMwDMMw/lnSZ8jotmzeFPc4LhVtPAPtrbff1ndc+vdJGoZhGIZhGP8MvHUoZ85c+rpL/4xUu3vUMAzDMAwjEWA3IhiGYRiGYSQCTLQZhmEYhmEkAky0GYZhGIZhJAJMtBmGYRiGYSQCTLQZRgJx7Ngxt2z5cn3fbJCYmBi3bv16/e3o0aPhrRcf27dvd9OnT3cbN27U5wOdDuozd+48N3z48DPudyH4448/3MiRI93evXvDW06wbt0616dPnwSx+YYNG9znn3/uDh8+HN6SMKxYscKNGTPGHTlyJLzlzPA+49GjR7s9e/aEtxiG8V/CRJthJBA8pJrH5tSr38D1798/vDX0gMR5c+e6MTLZss+FgDwRV2cL+y9btsylTp1ahcShQ4fCv5wK+07+frJ77fU24S3/HH/8scF1797d7d69O7wlJJ4BW2/esuVv2TyY1pa/mVZ8LFm61H322WdnLSxpm7feetvt27cvvMUwjP8SJtoMI4FImTKlq1+/vrvt1lvdyy+30KgVREVFuSpVqrirrroq7gGJ5xPebEL0xguOs4GnbRcsWFAjSrnz5FHxdjqoz3XXXuty5871l4Th+aBSpYryv1JcXRctXOhmz56tnwsXLuxavPzyOdt88eLFbtasWfq5QIECrkWLFi5NmjT6PaGodsUVrmTJkmct2sqXL+9y5Mhhb64xjP8oUW8I4c+GYfxNiIAwwWfKlNm1b9/R3X77bS5t2rRu165dGg3KmzevTtALFixwK1eu1L95RCQhfn799Vdd9sqaNatLmjSpRlVYjkM8bNq0SY8fMmSI7psvXz6NeC1fvtz98ssvbu68eS5//nwuVcpUuozXrXsPFTSZMmWKeyjj77//7mbMmCkKzWk6vLquVKlSmtfBgwf1d9Leo+XM55Ili9LjPETfZsyYoUuSP/001S1essQ98vDDurQ3d+5cLT9pFClSRMUf5eIVLBMmTNDfESfJkiULp3Yiuocwogzjxo3TMlG3SZMmufHyvZAIL0TXPKkfYjRLliy6RLhQxFmB/PndYcl7ypQp7goRP4jJpk2fddu2bXOXXHKJLvNiX8Qotvv+++81f0TdhAkTRdQVUhG2fv16t2jRIt0Xe+fMmdPtlXZ4/oUX3abNm12ZMmXU/pSBtqWsPJB8/vz5ehzL4UWLFtV2nTx5sv6lHsOGDXfZs2d3mTNn1rouXbrUrZD2whbp0qV3GTJkcLyNBpvWrl1bbYU9sBtlwQ6RgpMl7NGjx7jbbrtNhRt1p30zZsyov1EmykkEskiRwpr+Dz/8oPWeOXOm2hUx60U5bUkdKANtjyCknSkj5WCJmf2xEcdTN3yH/MiLyCPHs2RLedOnT69+MGHiRFepYkXNwzCMhMMibYaRgDA5M6G3atXS1axZw7Vu/YpuD4oVxMN3333natSooeLn88/76OTMtm7duqv4AEQbDBs+3HXq1FmjSQiGDz/6SCdLJnZEW7Vq1dwSEXatWrbW/UuLYMmUKaNOwAgBD5NrmzZtNBqFkGz73nuua7du+tvAgQM1PaKBvXt/7iZOnKDbg7DkiyAKRbaOul0iCKgv9UG4UZ9+/fq53iIaN4vYebdtWxVXiKAvv/zSTZs2LZxSCEQCeb733vtu544dKnw++OBDN2jQIJc7d243Y+YsXfqkzoiTrl1DZeU4XRIVYYVdES/YAyFSvHgxlzZdOhWrP//8s+vbt68ej2ju2PH/3FgRgggOoqDffPONlvsjsSdiDPH85ptvqXDDPiVKlnDp5C9pIUQ+79NH2wbhQv60Wa1atdx4EaWdO3dWsdNdxDLlx+5r1qxxPXv21DIjxnr37u2qVq3qtm7dKmXpqNspG+VHeCG2aPPq1avr51defVX3iQ/KgWjaKycJtDP169Gjh9qQqG43addhw4bpSUD7Dh2lPSdpPX788SetN6xdu1Z9rkKFCvq9ZatWWjfaE1+jHJQZG7I0/PY776i/YWv8oHOXj93wESPUVrRjv36hSwJ2SFuuWG6vRDSM84GJNsNIQBAx/Gcifv/999ziJYtdJ5nQiZ55MVa2bFmNlGzaFK377d23V/8+/MgjbumypRrlid60ScUFQqKiTKpMzOXKlXMPPfSQCpx169a7/gMGagQIcZItWzYRK2k1/bx58mrEA+Hj8wQm5yxZs4jIq+7uv/9+9/zzz7tffv5Ff7vmmmtUgBAhSxqVVKNaQYhuEXlhP8QKkSGihgiQgSJStm3f7mbOmqVRthiZ1CtUKK/5X3rppZpuRRF6P/74Yzi1EJStYsWKGnEqVbq0CpoKFSu4KBFibK9zUx2NBGGbVCLI/BIotiACd0jEFaIHwYOQ43MOEYiZMmbSCBoislChQioy+EvEiGgfoqZevboqBBF9j4jdSQOBQx4IuaRStpw5crqMInRICwFTVOpGWRB8c+bM1QgcvzVp3NhNnvy92py2JbKHsL333oZuztx5mibt+PDDD6udjh07rpFNwAa+/H36fOG2iD1pTyJ06dKm07IHobwxsTEaTeXYW2+5RZflv/rqK7dd/ALb5MqVy915xx3uWxFtlIWIW6nSJdW+derUkROFnzStAeI/6aTMiK66deu6du+/r9G6gYO+1HadM2eO1pmyVShfXu1x+eWXu2eeeUbtQWS3aJGirnLlyuLPt2q5gTzee6+tfjYMI2Ex0WYYCQiTOv+ZqNOlS+c6ffSh+/STT90777wTF/XiL0ujRGaYMFPIpA0lS5RwZS65xH3Wu7fbvm2bTIr5dfuxo8filrOIhByXSXT37l0iaNa7ajJ51qtXzzVt2tR1aN9eBaO/E5HJNggRJCb9KBFlUKxoMRU6QJlZ5tMypUl7UmQQWPZESFJeIB/EFZM7S4/1pQz1ZOJ/99133eOPPy7b9rrkyZLHpc/+iKxIqA+ihd8Bm6VIHrIT9aBccFyEDmIyDtk/afi3IAhGnxb1px7+O2VJGW4DLc+hw6wUhyJDK1Zou6QUQerLfDzm1LQAO7Ds6PdDkAO2S5JUBGZ4SZNjfFuklm0sNRKhSpMmtUuR8kQEFPFFdHa9tGdNEZq0J4Ia0e/r7+E7+RL5GzlqVHhr6IaMA/tPCO2cItwoD+VPFpUszqZ8P3w4VCYEMUvhQJkRodHR0SpeG9Svr0LuPRFyjUWU7ty1yyVPkVzbykNZUqVKqZ9jYkg3Ye+sNQzjVAKjoGEYfxcmVKIjfkKvUqWq69Kls/voo04arYL2HTro9U1FRTQxEQajWg888IAbOnSoijqiQ3AEoRaIuDAZZ8iQUSNZLLNxPCKR5U/+xojYIJLDMV50ACIiWLYdO7bH5cHSGPsWL15cxYqPBHkKFSzoVq5YqWIBmKB5zAbCcu+evRpNBJbpVq1aJZ9C4tHnhTiLFJFAefjN78d3X1f+IlghWfJkcQIIUYFo8nWj/l7cUC6/H+nym087JCrCIlDSRoBwXV67du01GligQEERT/tEIIby1LTCAge7IqygfLlybs3aNdpGgK0KFymsUTeEky8X9WUZGbHXf8AAjXwRLc2UOVPc3Z/sw2eWLomS4Ru0L2WnPX1dPJQjVgQS7b561WrXToQ6XHppJTdr5qy4Mh46dNCVLlVK7RK0T8jeofoRdfxq8GAV3UB+RAR37drpunz8sW7Dzlyfx/EHDx6KaxsIijRtq7DdKANC2DCMhCc0mhmG8bdh4mK5kmVCohh+8r7hhhtEuHURgRaKdrDkxBIV/5kwuX6JCAywdFdVhB6CDEiTSZC/iAOEEsuJR44cds2bNdMJtV69+u6xxx5TMYMQIfJz9MhRfY5aUHwhHhBVLGNxYTllfPDBB/S3/Hnz6bVzs2bOVNHAPvz1FC1WzD3++GPu7bff0QvbuUYrWVSUTtStW7dyPbr3cA0aNHDc10S0jHIilrZu3abpEBVD1ASFG/bxguXAgf0qAvbv26/bEStRcjxLjgiYK2vXdpuio/V6Mcq9Y8dOjQySz/IVK7Q+ULhwETdr1kx99Ao2RRxT55BwCYlKykP66dKn05sEDh8+pNHNBQvmux3bd7jp4WW+IoUL600Ly6WupEWdaV9uciASxvV7XOPFjSJNGjfSNI8ePeL2S17kQZ6kz3aWjYnmcQ0ZUbHfpN2IXlL+pUtJd7Nr1bKl5lG3Xj33+BNPuH3S7j5qB9iF5cs0adNoVPDtt99yP06ZotcK1q9fz9VvUE+vJ0RMIpqaNGmiPoHg8vWmfBkyZtB2a9ToEZc9Wzb529i1bNlKj+P6w5eaN3effPqptOfNksfb2gb4IG2I7YG6SYE0fdKl7RCj+CknHU89/bTuZxhGwpJEBoITp+KGYZwzTIRMagdEKLEcxvVEPsoDCDSuU0O4INS4bokJESFAhMtff8ZEyHIoAowJnyVIQAxxLEKM3xEEREK4q48oDdeBeRAxlIdImo+yIPBeePFFnZRJi6gKkzSQJjcNIC6YeBFTfPbHerirkN+5no30+UsduegegVS6dGnNE5HDZI64oKw+AkSdfT2pC3UjPV9f6k562AmhwT7cMcrvpI8NiVYhXkgL8UDaiBtsQJmI9PE5JKKOqsglTY5FuLLES33Jl/24y3SrlLdUyZLaflwfSJ7BtEgHYUJ7YXdArHGBfjERtEQcKQtiifphX43USRmoC3myP3XEZiyVYidEG/ulTp1G8s2q7cmdnIh2Hu8RBFuQH3+5jo2ykB/Hkz915E5c7MG1dYh36kwekfWmfqTBvkRP+R70HwQlApIlU27S4MYS7EE62IPjaB9f15AgPKptQhlp12B6hmEkDCbaDOM/AgLkmaZN3VdffqlCwjAMw0hc2PKoYfxH4G5Aoizz5s8PbzEMwzASExZpM4z/CCxh+eVafyerYRiGkXgw0WYYhmEYhpEIsOVRwzAMwzCMRICJNsMwEoRg0P6vBPC569DfIcvdjdyV+E/BnaT8NwzDuBgx0WYYRoLAYz54fhlP0I+OPjvhw+MreP/pgw89rI/MeO2119ynXbuGf72w8KgKHnXBI1h4JIdhGMbFhok2wzASBJ5vxvPUYmJjXe7cecJbzww3RlxWubLjtVwcmyt37rgHDV8IeC4bz4YDnkHGM894thnPMPsrECHkBeyGYRjnExNthmEkCDyIl7cepEubNu6hvAgwHjCLoOENBsFlUx7YygNcedE5D4rlGB6SywNoATFFxAtBBDzQlQcAk04QHjDLkirp8VgTonfcKcuDZv2yK/DAYJ5Vx3/EGVG1Vq1aufnz52sZeQgveVMO/9Bh4EG+RAF5ODGfgWPIi/rw2iteP8XbGvzvvMOT8hiGYSQkJtoMwzgvII6efe45N3jwYBU4vOLqu+9G629Tp051EyZM0OgWT+SP3hit23mvZtIkoWFp3Lhx+hYERBTvbeW1XIiqSZMmuVdffU2fOYco5PMnH3+iwrDPF1/oK5kQVVOmTHGPPcbL63ereOM7opI3SPCaLq6lW736N/0dkdWpUycVa4i5Dh06ahmIxDVr3twNFEHWq1cvN2LECC0vbxfgXZ3vvPOOvgh/w4YN+haKoyL+4OOPP457f6dhGEZCYaLNMIwExcfSeE0TIiyZCK2bb75Z38E6duxYjZwNGzbMVatWTV8Bde0112qUC3gx/IGDB9yC+Qtc4cKF3fXXX6/Rt27du+vrkkqVKuUeeeQRN3fuHBVevFIKIbbvwH5XtWpV92iTJm7qtGn6WrBmzZrpy++JkK1dt85169ZdReJdd92lr+gqUaKEK1GyhL56i6VZXvvENl7FRJQOcuXK5VKnSu0OHjigopOI4FgRk1u2btFy8b5WRF+tmrVc/vwFdHkXXnzxRfds06b62TAMI6Ew0WYYRoKhy5/hJVAEUuYsmfUdp1y75t9LyYvT16xZq+9mhQwZ0mvkChBCc+fOcx06dlQBxXEsi86ZPUffrwmIN15gzzIp777kBeq8dB4QXrzbEyEHvNOT93lWqlhRBdr/6tzkOnb8P31/JpE6/h86dFi/X3311SoEo6M3ubTpQuWhDgg1ysp1bnPnzXPp0qZz+fPlV5E49Ouv496BGlz6pRykaRiGkZCYaDMMI8FAZPnr2SAoZLjWjOVNhNmKlSv0WjRg/5jYGP3MtWY1alR3lS+r7J586ml9STliCVG0YMEC3QcQU1mzZtPPRPOiwm96IP9kyaI0rxCxGvmjHO3btXNdOndy48eP06ibvrhefsycOZObM2eu++TTT12VKlVc+Qrl415qDxzr00MM8uJ3BCSRRF6mzu/Hjx+LuxbPMAzjfGGizTCMBAHxsnXbNrdz166wkDmuy4j79u7V73vlL0KNpctSJUu61q+8qteBcd0aF+1zEf/OHTv1WrPnn3vOJRdh9uprr6mAevbZprq0yjVs7FdARFOtWjU1X25YOHzokOZBVI20yJvvLMUmk+OXLVuuoqxGjRquadOmYSknx0qZuL5uwYL5bupPU7UsixYtdPPmzdObIEhj2/Ztem0b3H///W72nDm6RPvxJ5+4gQMHavmSJ0/hZs2aGfeokJ49e7revT/Xz4ZhGAlF1BtcqGEYhvE3QNzwUNqMGTO6cmXL6nIn4itL5swud+7c+h1xU6p0KY1Q1alTx61bv06vFeP3SpUq6TIqy5nFixXTx4dUrlxZI1gsNXL9G2lz9yjC7LrrrtObBhCCHMO1cVzfRkSOpUyuReOO0BzZs+u1cUTI1q5ZowKPpdQbb7xRI3i5cuaSY/a7G8LXzhHZK1+uvObF9XPUK326dBpZYxmU/zWqV9clXu5GrXvTTboMmjdvHs2POlB2boQg/fLly4ctZBiG8fexd48ahpEgMJT4pVE/rAS/B5dN/4zItPxnlin5HN9vkXnElycRuODS559xpvQNwzAuNCbaDMMwDMMwEgF2TZthGIZhGEYiwESbYRiGYRhGIsBEm2EYhmEYRiLARJthGIZhGEYiQG9E4IGWI0eOcps3b3JJ/8KdVYZhGIZhGEbCE3P8uMuQMaO7t2HDuLveVbTxsMpLypR1W0S0GYZhGIZhGBcHPCSc50hCXKRt+IgRbvMmi7QZhmEYhmH80/hI2/333XdypE0/GYZhGIZhGBctdiOCYRiGYRhGIsBEm2EYhmEYRiLARJthGIZhGEYi4IKJtn/jpXP/pcsBL5a6Hj161HHjjBGCF6BzZ1FCYpe5/jnmh/8uIn3+v9oHLkS9Ga9iY2PC3xIOyr5///7wtz/nn2rjv1LG+Dhn0bZo0UL38SefuMmTJ+vEcTpmz57t3n+/ndu6dWt4S4gdO3a4Dh06uJkzZ4a3nB3Tpk93L7/cwu3evTu85cISExPjhg8f7jp36eKOHTsW3npxQafo2rWr/v870K6DBw92n3322Xlz8N9++821aNHC7d23L7zl9GzZstktXrzY9e3Xzw0cOCi89cKxbNky16p1a3fo0KHwln+WnTt3Sj9c5L755hvXo2dP9c0/Izo62rVv397NmjUrvOUEGzZscO+9955bvnx5eMufg4+8/vrrbs6cOeEt/37i/LAvfjgwvPW/DX71yiuvuh9++CG8JWFh/Bk/YYJr/cor+nndurWuZcuWbu/ePx83zoT3+RUrVuj3qVOnuf/74IOLpo9Hsm7dOinv+9rvE5Iff/zRffjhh+7IkSPhLeeHtWvXuiVLlrgPPvhQtUNCQp+cP3++tumZGDNmjPv000//EdGGny1YsMC927atWyTlPRfOWbQlTRqljYwTJUmSJLz1VPht2LBhp6jLlClTupWrVmkj/lUGDx7i9uzZE/52YaE+O3bs1IZPmvTiXF1Onjy5W7V6tftOyvh3oK7r1q93Y8eO/dt1pf3jE/eZM2d2tWrX1jL/Gd26dXdZsmRxNWvUUNF/IaBje9/Nli2b5u1vvf6n6SlCjfJdffXVbt/evWcV+UmdOrWbMHGSWy3+EUmaNGncYhlQN206++c1YosaYpPs2XOEt/z7ifPDmiE/jG/wJxIXjIDy+WI9yUsI0qZN674XwTZ37rzwloSFseiI+DcnkQcOHJBxI4urVauWS5Hiz8eNM6E+L5On93mmslkzZ5538XKuYGfmnvUyLick+DAncvjtmQiO4/j0n+0fhMANAYBy5cq58uXL/6VxJj6CZWHs27x5s84ja9as0W2ngzITTDqbk9yEBLE2VE6wq1Sp4goUKKCPWDsXznkmLlCgoCtevLgrUqTIKRN60OHz58/vcuXKpZ0OcA6MhvNVvvRS6XQpdHuQ+CZ32LdvnytSuLArUaL4SQYn4vBnDUCa7HcmSD9SXHq8c1KPokWL6qDNhBWsa7AMwYE8sqzxDfKng/QpV3zE12HYhgNfWqmSyyKCKAjRyfgmdsoT34RCuxYrVsxlyJAhvCVkx+C+1O3PBPTKlSvdF32+0Lwj645oq1e3rkslIj5I0K4cQ0Ru9uw5avPSpUu7Z555WgeNvSJWzpZg/pQ7PvuRnt+Huo4YMULPCKkzoq2ulDUoMCnn6aK+5HE6X/ZQpvjsx7Gna3fAj6ZNm672yJMnj3vxxRdVkFH+oFiIJFOmTK5QwYIuWbJk4S0hn6HOtEXFChVO6s+k92di48Ybb5R+ni/87QTx2Zf+9VfECxEPJulIsFmwX3moRzBKcjYRk9OlBd4XgM+n+uEzuj3YhrTp559/rhFL0mWC7dWr10ntyf6RZaPdztR25BNpP9I/06rD2fh8JPHtg58H+1qwDLQPD/6sXPlS7Rs+P//X47+z/+n6bbDfB8F2JUuWcIULFdZ90qdPr32Rk38Pfe1MfQYi5wH1+YoV43y+RIkSOr4H67dr164/7ceR0E6RdTldXwdsHsyTfeMja9asOuHjf55gPmfyodPZFkqWLOkKy9waWYagb+H7ffr00XSIrHqfDvad082x7EM0frWkwRx6/fXXu3vvvVd/O1P/8/i29fvpnPLFF9qH8Cv8AK2BcGMMC4KvBceQS8qUcfny5TuprvG1F9tO509nsiVE+jfl/+mnn9y27dv1+wP33++uvfZa/fxXiXpDCH/+S2CEr74arGebNPa4cePcRDmDx5kGDRrkpk//2V1xxeVacSa+W265RY377bffqgigs/z88886ieAwP0qFFi5cqJ2G8CbLX0WLFtGJCMeZOHGiNi7HjBk71j32aBPJK5mbMWOGOhNnH4hDykUEgsYlBMrx5MV+hCZJB6HJGVYQlr5wBMLEOCQO8OWXX7plMvASxejRo4fbsmWLniWg5Jkw8+XLq3WdLwr6sssuUwfiTJDyezH78y+/uCj5i11YCibCQVlxGgYDv/TYuXNnHYjI1zN37lw9C6R+v/76q7vkkkv0O7ZJmTKFRsC+HjpUBx3qwyRBPbEB+zAQ3HHHHZrWvHnztNzjx4/X7dikl+S9bds298cff+hSKtFTyh1k4aJFYpdV7uabb9bQ8y9SH0QCduVMibMz6vvNN9/KgJLNZcyYQTv2xo0b1UmnTp2qdh3y9dcyqFdWsRsUDLT7aLFHWelILPNxNsKgQxuuX/+H1K2Cdi7qytJLoUKFXPbs2bXMpEuoffz4Ca6MHM8JAPX7/vvvpV7btc0Y5GhH6rx06VIdaHLkyOFWrVrlPvnkE42UlC1bVv/iG/jad9+NVoHGBNSyZSu3b/8+bXfqyhJNpfAgT7uwTEG0ediw4XISU0w7Z7fu3d0B6ewrpHzdunUTm2TU9o6E8uN3+MTIUaP0JIh2ZJLHDrQN/WXjxmgpT1Y90QF8mzp+N3q0pksd8R18hDaZMmWK+jr1or2IdGNTfKyCDGi0C3mVKlVK06eP0neoEzbGB6g/tqTPjZW+jQ/nzp1bI+O9e/fWMtBGtDNLSnnz5tWB84u+fd1vv//udsngTd2xJ36LT1IWviOCZ86cpe1FW5wO7Itt/ZICIol2Ih3ypV7kmStnTjdkyJCwiE3q+vXrp22Nr+FTX331lZ7Zp0uXLpxyiGBaXPJA/bEnefbs2Ut85pgbJe3Su/fnrqAIXfxutNjc+yF2p42mTZvmeKsMYyAnOevleJbR8+XNpwJg5MiRro9MMJeJ/+eUstLm1G2C+BKTAuMndaQc+BOfGQeDYD/GR6IVtD39l4mDMYW+wBl8NikP7Ubaulwuvngmnw/ChIqdsCd1/PbbYa6SnPjRz0mDcYd+zusO90t/wLb8Rv/GJ3QSl/HkchnzERWMAYwTjPVMVPQdbPa7+AbpMY5THurO/OCjPPgW2y+VE3rAvvRL7DRp0vduuhz3+OOPyf6z3YiRI7QvMrYytlFG9qfNN8tYnUPaizJ6sB31xL6TxAeLSlvxO+1J+/J/l/jnL5JH7dq11R+IumFPxqhMUpdskuZksf+4cN/o0qWLjmt+PqFNaCf8AdsclDkhr9iBPBmfqduoUd+JL5fSPtldxgrag37LGIz9+c7YxdhGVMYHPDxDhnztqlatorbD75k/8Cv6Nb6ALRlD8EVsx//gvMyxQdEHO6S/MnfUrFlTBThtTZ9jzMfHGC+Y25jzL7/8cvXdvv366/hM3sx95MtYxljNeBA82UfEfP31ULd02VLtE/Qdxp3IvkxaXHKwXOw1X+as7777Tn0Vn1Hfl7bCnrQxdqhS5TLtl7Q9PsjcMlvauKT0Hz5jQ8pEn2H+ph5bJB3SZoWCcSy+9qKdaK/p06freIbv0ieYkxGzzNv4Mn0kCKKR8Y25nbLnyJFTNE5GzRv7k08xqT/9NzgP/hX+3ppXABqAyZFOgEDDSAxOfNfQtjgzTpBfOjSdA+gUns2bNus1IsDAM2vWTBcdDh9+LRM+6VevXl0n52PHjorTJZdOPEkbigF59erf3CuvvqoTAR2KRr/pppt0osHYx6VxMDATUadOnTVdD406btx4LRcdgesmGAQ2RIszyaSGkLrqqqvU6DhnypSp3N59e9VZONubNGmiloOOS6P16fOFdgocYqd0QCZtBkIGLyZN1rLbtHlDOwcCYY0MevXq1dNBzoNQwTEp0//+9z/Xr39/zYNjvv5mqHZszlbWiOMw6GDfvjJh4uBVq1YV58+hgyDQ6ZjQi4sjM/E3a9ZMBwyclc7HBIFdOZ4yB6HtqAsDFDah/H7CYFKmzpwx5MiR3aH/GUBwckQMQpY2Y/mMgZxJl44ZZI8MkpSNPP6QgQIRSoenbkOGDFYnRzxRr8xZMmtaTPx0GgZL7LZw0UId5ID2wVZZs2bWtmHgGDFipA5mlAXad+igJwosrzAhI7QIl9NRGbQYsGhrhBDfKQ9+REdkYKOs2L+r1J9B4IYbbtAytW/fQX9jEufaS4QeIgARgV2CbBJ/p8zYpE6dOi5ahBl+yX5vvf22pletWjWZxBeLoBsZNykA/Ya0s2TO4iqKT+M3DJQMOtgHv/9cJk0mxjTS3gMHfanHNGjQQNv/eMxxlzRJUq0v/YW29wMI5cfH+A2bYDP8CJ8GfhszZqz2L/ySweynqT+pf+ArK2X7SLE3fktZBgwYoPZlABv05SBtM/oT18MGI5aRkGfHjh21bvgC+dInECD8veaaa8RvS7o333xTfRl7MonjZ4w/iBYmSvxjzZq12v+C4Of4EP5CWgjLt956WyMF2AQhgYC68sor9Xvz5i+pDdX/xQ/xbfq/F3uMD2PGjlOblRQxXKliJRlLCqn/YQciRBzL5IOo9hNXi5YtdRv28L4QOUkD9ps0abLmSzpbRZwgmkn/uuuu06g6tsA2jLnsz8R9Op9HBAYhTyZVfBx7r1q9Sk9gDx066PpLf8LfmOSGytiDbRFtjB8TJ07QNK+44grt2zHHY7RMX4oA9NfskCb+xWTJm3doU3zu7Xfe1UkQocQETB+j/t/ImMtYB/gPx9IXiLQx7tAee/fucTNk3MD2tGUbGXv4jf2YtMfLeI7PePAnhAG9kJNc7IOAheDk6cc78mAOIzLE2LNNyv5yixahnaSP9u8/QPtS/fr1T8oHUUiZmWtod4Qz9aatSIe+uW79Or0mOlmyKD1pnSfCiDIVlpMlfBA73HrrrWqT9TJunYK4R6z8w2+wNSdfjJOcYNDepUtfomMT5cS/v/zyq5PmZQROJNQbW2IL5lragHmLFRvGKfyc/l6wUGiFDZ8rLH2ffkPa5E3fwTdZIn9DfDEIYyn+zdzOGIDtevToqe1ySl+WORSBiL34jbGME1wELOMKoon+RlnInzIjXvGrq666WqPc2ANRhUZgTmfMoa/RJ1jVoa6MPwRcBgwYeFJ7IaBHiX/klbGbMlMuxoIdO3do8IF8WF2gvzDfB6HPIEIR/QR8ho8YrtsZK4oUKSqCMG9cgOFc+duizU9GDAgFChZQB6JRs8jAtkA6dTppnJjYGNf2vfd0X64JwmCAsf0ARYen8f1nGof9cCDOFKpXr6a/EQVgotizZ7dM8N9oJ1wq4pDf6UA4BcdeIo6L4XAOOisOTMPTGZiIgzDhrf9jvftdRAkTzOOPPabpFC9aTBq8iE7aDEz7pCw0SJR0tkwZM6nYwUkzpM+oohEeeeQRbVzOztgXgUO9hkpZqSkd7WpxuDp1/qdnv5S1zCVldHLgswfbsOSFzRAKDAwMTpw9sbxVpkxZ3b+0OO2SJUtlAJuhtsI2QLnSpAlFZoiC7ZZJdbnYiXpRRjokE0cxaSvqR/6cMTP5BiFfnL9du/ZqTx+JQ5DPkgmKjgW333675LFbnbi0+AAdhTIwydA5kkUlU+EROSEhuOn8OHEpQvQyuVEe2ujwkcMqqIF2TJ4suTo/AhsRTnoMsHffdZecsf2q++GHBQsUlIHhMi0v9uIY0mSiqVmjpgx0GdX2dFR8DQHGhMSgxoDGoEC6kDxFci0b36kPZYUp0jnp3KQLDRve45ZI25JeqZKl1Df4jTIQcYsUw0x2u3bt1rLBvffeowMDbciAgx8CIiRb1mxa/yB8x0fSp0unZWNg9m3P2SqDN2Kes7pCMrgRuWCgY/CkPfrJxPLjjz+psA2mTZpM6EzS+An2QFhjByBt8rlEBjMGOdqpnPgAgy/plpS64yMhn6otA/kujX5Q1wP7Q8s21InxgcnpdJAWkbH7779fo4FM5noWK5MOPgP16tXV1+5hXyb07NmyqxBiIKfdaWPKUap0KS1DENqOaAttCgzCqaSfMmYRdcyXP5+mgx1atmzhkshYxKTEJImNKBu+jI3oR5yQppAyM87o5Jc8mfYdPuMTHIO/Ilq2i78xFtEWTRo31jJjvzvvvFNPKpnYI2Fc/frrIXoTFj6TXNL7JRx9B47dvXuP9lXsSh3O5PORyz7Yi/GE/kz70o8WL16ikS0EFMeukEmoUaNGIphC109yMlywYCFtK/7TLtSD9O9teK/7VsYd+E36MCeSU36YomMQ4yInJY8/9qhOgEVlMiNPyst+jHmMxfRLTui88KSNc0u9EKa0C35GP2F/IhnHRTBCAZmgGeeCJzrkOW78BBcr/ZATkjtkvKomQhNoG09SaVPqQj2YoOm3zC+IqjtlnAHyLShzHSKCcSMYwWXcQzQ2atRYxSpRqdFyYs6NVrQFNLznHhWr6dNnUJvnzpVbV5xqSV/ihID2w5ZZsmZx2yP8FvArIsGsnuC32Bsfat68uc47q0Vwsw8+S3+MnJcXLjz1JgbqjR0Y65ijiDAxF3BN80MPP6zpqF+Hx3E/9uLDCC1EHmCra6+71t1U52Qfpq+kSZNabcuxGzZsVAHp+5/vy/QLhBL+gA3wB+aT995/37Vr396VLXOJ+gnpUV6tp3x+4YUXNB3mStKnHkQ08V2EN2V98okndH/8hbrgOwVlLJozZ/ZJ7cWK4SopByf69BP0AP2Jfu7nJ3wS31i16uRrgzlJ5CSesRwBGJU0NI+QP3lTLtqL/M+Vcz4SQyVJKv/lL+DkwYJgGH5DVKVIkVLFS9eu3bQjevjdH8NZkqoaQY+T4xkEOVOgAx87FprENF35R35EsVhWu1bU+N13362TNx2asz3KBjgeUTEmF1T7w+KAN954w0mTKBNKajEoYoqzzKeeeko7Ac7oy8cgFYTtlAWYEPwaNvWkPJ07d9GJgcGPYxnw6fhEpRo2bKgihzp7O0XCb4TkCQmThoqW8GACvvw4RtKopHp24iOTgEPSEQERyYRG/ZmkHxMnxOGPHpE2SxKqH+nGVw4GOQYPHLpLl4/DW0ORQCJS/oyd9HBG8j0qvwUHQsoaX9pAOv43jksabjdshnn9b2pr+UhaCJs/ZDDxIIpP+BFR2BOh/5gY8Rs5zqeD4PYXL/s2pTMhQn+YMkUmkdwuZ66cUv7QPuTn0w6W9fChw3rW5iENBjTKqW3j63Qaux46fEiOXxf+xolKaq0vNnzuuefUX1im42yyceNG4b1OEOk37E+0yZNWBHtMTKz6URJpY+8vwHEs7XM2OX3a9PDWENSVMlA3lvtU8MoZJ77niSHvgE0gaKMTbSH+Lf+w8x133qFLKdiZkwNOSBBAp4P6cVfqgw8+qHeZ85k6UMfg9SKpUoYicNg52O6pU6XW+sOxo8dO+g3wU6KbnPx5aEP6E4TqEbKvTlLhE0rKgP3UHwXOrJnkGMg5EUoWtlOs5O3toMeE09olIjZzpsw62SNE6YtM2NzB+D/53qZNG/0cCSKFa3h27trp7hMhy1Lwzh07dYwC2idFyhSntDPE5/ORPul92x+PHSjz/v0HZNL7XaP1KcQvEOqMv9SfiBFjpydYz3vuuVvHB0QqYynjAeM1NuEEkXGQcRbRcuDA/jhbHT9+TNNmOZ52Xrt2XVyZ2M5/yunLSzvSts89+6yMgZvcOvGtEjJePvjgA3qMh3GKy1xqy8k34yBim2iRT8/nz2fKSvo7tu9QocN4znjNdUjkd+jwEc2Tz5FwUsP1u1llzGSuYamMfYNjBeMVkzl5U7dg3vgz6PgX8KEg7EfEhkgcUTpABBMdpkxFixaLS+fo0SMnpeHrG4m3AX8RKoxvnHBiK0QL1ysy7soOur+2iXzkcgT6Hn7NiSG2uu/ee91tt92qNgxC3nqQQDuH+t+JIIHvy8dkDGcs9TAnd+/WTZdfGza8T0/e8HdfD47hkqPQXFlC+mtatTl9JW3adDqvI6SefPJJFc7sz+/8ZXxjFSHYXsekbFHiA1cF/JQVE3zI2/J0czfLyQheTkb05EpO3jyh+v99TvWIs4QCMGh4EYG4Ct5+TWPgQPy+e/cu17xZM1e2XFm9cFcbX8D4rKUDZwAcw2+cNbEUx3UJiKB06dK6Xr0+CzmHiAc6J45fTtJ74smnVNUSEUBlY1QGkn3hsqDYORNq1LiJpsnyBYYNcp2cGXw1eIgbOGiQCkQiFCwLsL7tB0UgWiUZiEMfcvulAX2D4eTBBuECy9mzZ+lZA07CoF+seDH3qDg/kxbLCpQDx6H+3h5BsMEHH3ygCp/9NsqZCSIQG4QcPZQf0T+OZ0KcPWu2OgwdipC8j9jg9DzmgaVQzsRZnqG8+/bLGfOR0CCOAwc7kGePDHTYumNHHs8yw3X5+GM9ljM3rhkhLA6IBiJlhKF3i/2D4pyo2JatW7Q85BOEwYmzOTgg9ThwIGRvbEt5/IDNcbQ9nYX24oyS/8D2GjVCZ+P4ISLa+yVlZfD3zaODd8DetCMiBf8ikkAnZ7BGUGE78uNsjb8cy+BLmuR3UMrKUihQN66vYDDZvkPqGc6fcpB/ZOeuXau2Rlz8ozJ2yDFcA8rxSxYv0f0RbdykgWiPBLuoPcL50MYTJk7QMnuYYDnZwR5+sgYGtxtlEHvm6afiluc8GzZu1DS4JAFhgBBhQqAsPg2uV/P9C7AJdgdOkOg7QBlpQ/yX40mHs1cmaurlYRkz8i5y2puljYceekgjbfPnL9C+VLJEcV16B/odUQTsg5/6MgC28b6DQA7WHxhUicB9SxReoJ/nFyHLWT7tS/7eFykb4hlxRTqkTfuwX4eOHXXMYYzZvGWz1g+wg++v7IfN6SNEHz+WPsTyHH0R0Udfny5+9MzTT+vSzq+/ztBjgjC2UZ+ePXq4WjVrqU/lzp3LjR4dukOc/kZEAttybFDYnuLz8jkyffybZUrPXrEtbYyf4P/UiwgTQqxSpYoqcMuLkOSSGOpGPRnP6fvAuH3NNVe7Ht2764QHV151pY6tLN0xFjMOYZPDkrcfA32/5+SLNqIdmFTxye3SL7dt36btjN/7cQPwIU5SWU68uUEDjYoE4TtRjsZNHtW8EQCMw+RHFM7bixNHLu9gzCbq8tzzz2sfZdz2fT1GJvVtW0+MMUFCvrxGTzSY7InmIny2btmq+QFtRV8nb+ylJ5YCvuXHYH7bL2LW+3AQ8r799tvcgw89qBEmyk+k93OxE5G+IzKm0yfpb4dFYAb7KunHV27qvTbcx1m+xHdbtw5dJsScQnqIWdoa/2c/xsno6E0abStarKh79NHH9DowyoK/RkI7+5OkvHnz6Zyoq2BCZF9mPPXgM/jekMGDdT5k2Z2ybBGbUh988sMPP1LBzPaN8p1tCLW+ffvqWEZf43o4+gI+RX3wB7YH22vy5O91fpkwfoJeBkD9yZ98ELK0CUjz6LbI9iGwQV9hPOByqHXr1mt+wBhDPf8u53QjAg3GhLlZxBOdAUNS0J07d+h6LQMCgoUlIsL4KGpdn5azS5axUqVKqQMwHYeORsieNObNnasXDvKZymYQZyD8f+mllWRwHS6T5AGtOIPLZZUv0wGF8H3/AQN0Ge3G//1P02MSypUrpzY0k2CF8uXVOYYOHaqDBNEmOqWHQYUL+1m7/+H77+XsqoSe2VIWTgwoOw3ExMOdKUxaRKkqVCivtqCuCEgEIjDRsZ3QLssKwAWzP075UYUhkwBn2QxEy5Zxlp5HB1smNw9CidDr0qVL9CyAR3hkknQZDHEkljNwDJYeyI/rDagTExydCIcmDc6WqP92Gex69uqlSypXyGDEgIjYZV/SYmLftm2rTvQ+3E8dWHpCbnDNCkKNQYiORQehc3MdFVAnzlyJnlAnfIDQN4KIAR5BCZy50rEAh6fd6OSUkUGfwZqwOM79m5zhkwd5YXuWCmhTXToQ//EClQGfGyVo699+/00HFiYwbMVnBiMuTGXJhPB9Eikb6TJ4bpU6c4E4y0eTJ0/SfQ6Ij+HP+BcRN5ae8WUGK27M4K5nfIaBiklXKqv5NGhQXyfwxYsWazq0KYMfZ/jYFVt4iD6wjMPFw9QBv7zllpu1DUePGe1GjRypj9/wAh8fxI7A/gzUCCy//Fv18qpqv9WrVqmvkv61116jS0HUBbtjR+rMNsrPZIJYJJqB/zIZ0p74E/ZhACPCS7SV5X+i1SGfXab9i75PuX/6aaqkl18Eez79jbNUlk+x1wbJm0sLmBS5hgj7kT+CDBFEhOqdd9/VSxS4vMGfycIXX/TV/PDDMmUu0bGAPvXLLz+ryKAfsKREGkyW9B98jslq8ZLFajPtL7+vERtl07HJ9zHyYVLmuijSJy2uh8Ke2PfrIV9L3se0jPST+vXqqU3xc/yQPkDa5MUSHv2JyYJy0ee45owJjPLgC3PnzdPxizoyaXbv3kNFMREMysW1erQvxxORjxQd+AFLp/Qv+ucNN1zvaopdmVCY4Ck//Y82RgSe0edl0mdMpZ09TGLrZczlznzGjd9lfM+aLauKAE6oOQ7/IFp222236bhBP6T/+ss38HWWvi+7rLKmSVloP3+XHGXhP3XlBDJ37jw6rrBkeliENbYissdYV758Oe0/ZcuW0UmXh7HiQ/RNfIByzBUxRZ2ox7Dhw92Y0aN1zOaknKVDyuf7HO2OyGQZj+vy9kofYR6g7b3P418bxA4zZsxU38HG8+bO04mfdLEv4/nvMsawsoF9GYewv4e+xvVV1JM8OZFjvzx58p7U1xmv+MzckT8/13kX0Dl11+7QEh3jH22CbzAf+jywMUKDdrlO7EqbcZKITebNm6vjOP6B7zFWYn98sYzU7cS8XFzHM58m27mumvmYlSv6E7/369fPjfpulPbn/914o44F7EMUlnIxzjP2MleyVEyfRsRzA1mdm+q4zNJ3PPg15UZsUxbKiHD9VXwn2Jep6/Lly8TXDsedHHApyqyZs/Qz4w51pV/ODAtD2oqTbNqIPolP4sN1b7pJxRU3ezBOMybhY9gAH2GJk7FykJSZm3hC7VVF2qukpv8ZfjpxogYi2L506TLpu0fUr6j3b7+t1jJiLw9+Sl74/p7de1QjcVkKbc24hz/iZ9Ql6Dd/BenL0mJ/EZQjhcbR+esHQiZNOjYDIoWjMRigmIjoHChb9uUYCsx3smcb/9mfiYcBEGfjdw/P6KGj0GmY9P3ED5wJYmQairTJmzJSHl82jIbD++PjgwGYMjAJsj+fOd4rZQyNUqfs5EGd/Gfqyd8/g7LiWKTly8qx3jaRIAYYACgDtqJcCGHOWrAzdWE7fykLnRbbMZgkk/T8MhbwG9sySf7kyXE+Td8ewXqQJ9+xI38pM/tiAwZtQEQzkeGk1Iv9mOy4s5dycAyQFvYKXj9F3qSFf2AL8qFOpBG0K+UiH29/9mc/JieEAQMYx1I2vx95sR/fffm9fUmbfSkfv/ly0v7YkTL6fIDPHOv3wxe5/gnI309W3s8pG/sCeZEH9Q/6syc0iW7VCYq0GfQZfJj4sQnlRwjRnv6OOuzGdpb0mcRIlzyAwY/fsQkw+NMvvD2oi68zdeIzaVFm9a3wb9ie/PmMUPD24C/5UR/2JV325btPgxOnY3Kcb0PGBCYsBjsGayZf7MbgiYjBBkziiIGgjciLM27KyZjgoS2Z4LCJ76uUg7ajHN7m9F/K5OH3yD7G/gzy+K4/wcJ+Dzz4oLv7rrs1gs3Ygr+TD3WJ9EP6FfvwmTz5Hagn9aU82BE78x12EEmQ7dQBaCfsgL3oS5FwPJM9++WUcqYO+CYnNEx2lAH+is97OAbbe//14wo+QLq0F2MzJ6aUMQjiAvv4Szj+DOpAubE3eWBT317eZyi7z8f7gR+7qRPl8n5N/+O6JSZ90qYurLz4a8OCYAP2x8ak423l7cJ3ny5/gf19/Sgv5eE3yu3HCA+/YyvGEnwqKIypA77ibcjxLANzzTeXMHAsZaLufI6vnai3tw+2YB+2sY/Pm/lC05a0fL34TrtyLDfyccmSh+NIw49fvt58xieD156SHjbCj7EltvA+Dcxv+LRvOw/9zI8ZHO/7TmRfZh+2sR9/KQt//UkDAol6+zQpo59TIudKP5bQbygrJ12Aj5A//kY5d4vNCARFthf9l7Ke5KeSN8ITPyX4RJAhsq60Adsou/cn8gKO4zP58/lcOCfRZhjG+YHIydtvv+NeeaW1nuExsBHqZ/Lxk3JigwHztttv1+tdiLowyDIRUh8iVog3Bksvmv5pGKxvvvVW9/yzz2n01Li44c7gjzp1cq+0bqURLSZDItFELM903aRhJEbO+TlthmEkPCxbslTCBbEsn/HoFr8ElFhhEg0tLyzViNq+ffv1kggiDvyGiLuY6kdkc8MfG+SsPo8uK/tolXFxgh/lyZ1bl+e4/IaoLFFpE2zGvxGLtBmGYRiGYSQCzvnuUcMwDMMwDOPCYaLNMAzDMAwjEWCizbggcOcND+jkovPzBXcJ8S477t4JwoXw3JHpX9/CredcW3Wh4YYCHm0R3xUJ3PHEoyV4dMW5wB1WPPuLO6jOBu7y4qaHefPmx1ue8wm+wPP9duyI/+XSCQk3FeB33IZPvvHB4xG4hjCh4a5qHtMRCW3FE/H9cwb/DtzROWXK6esG3C3Hoxpob+72Oxe4u5BHm3DH9t8BX6PevGLNrswxjL+OiTbjgsDzcF58sZnr169/eEvCgyB87rnn9Xk4QbhNnQd08kJsYOLxD8o8V85lwuG2dV4dhUCLhEmXByDz3tRzAWE6Vep0NqKNC7YRsFz8zwuveQjkhQK70R4/TZ2q9jifIM55PiOPw+A1Xwj6+EBMn+63syU+f6AteAZY5G88BuCjjz5KEKGI+HnwoYdOa0sex8FzznhsA89w1OcKngM8quLtd94555MKD20/YOBA9/zzL5zzIw8uFPQpw7jYMNFmXBB4nANPgz+fZ9fckZg3X14ZbE/Og2f+XH996MG/wMMr/85N00RmzmXy4iGUbdu+q+WJhGcdlS1b7pztw3OB3mvbNu5dlGeC9+Byxyb2+r//6+iyhp8Vdj7huVUII3+3aLv333fFip38ANmEhmgqjxbh0Sm80YOHcsYHDxlu3bp1+NtfI1ivSHjv7ltvvXXKb/ghjz4JPpPuXOHBnbyLmOc2xgfRNYQbz7dq167dKe9dPlt4jiAPiP67QoZnbPHQ6oyZLt67oRGWnNTFd3JlGP809sgP47zCpMbTyVnGYWkwe47s+k43YPmISAHLJUwKDJYsG/FsMh4PwWTIZBN8uKQH0cRT4omucYs/QogHLfKKI56ijrAiDR7ZwKTJfkQLeOo9+fJAUv8QUx52yGMe2IeIBQ+GRUSxP0uWpMV3xMbWrVtc06bP6TGkzUMSfVmI8PmHP7IkNX/BAn2bBJEtysckQB5Eflimonw82JUlPB4syQNoeen11VdfpVEi/hMN83VjmY9lLh5B4R8U6SENysBDQMmfz0TviCqOF/HC2zRIiyeB9+/fX8uAkOY/x7KdY5iUSZsHgVI+viN+SHfNmrWy7x4VQkSJSIMI6siRI7V8/gG4PCOL5Wjs4h8k/b6INF70z5P4aWfSRrx44RK0IY89wQdIg/TxId6DijCNrDewHE47kSbH8fw3ysgroQ5JuYqLOKSs2JF2Jg9+p27kj6hhuZg2IOrGA4rZzkMxWRbkd+pBHXn6P23Ab+Tj68VDeLER+XvwMXwNG0cKN/ycdvQPf6Vc+Bl5UX9sRL/hNWQ87R178+BQ/yBT9qUeHMdL9HkQcORjU2j7Pl/0dXt379En3GMD6oWdibRSVx4KjV+SF3myBIrfU4ZIpop/0k/575fzKQd9hkgetsKPsDN/sRPpkye2Zhs2YfsyOe6BB05+PygnLIwFvEN529atKpwoNzahbek72BL/pvz4Br6Gb+AX+BNtRF1Ii7+0F48E8X5GGtSfv9SRNlA/kz5A3uRDP+vcpYs+5w2bkh/+iW3wG+qPT5IO6ZIH5SEfezyMcb6xSJtx3kCY8AoRJjwGbwbq4+EX//MKFAZ9nkGGcHu3bVt9X2obOYdgOYdjWc7htSiRsOTFQMvrS5gAXn31VZ0UmCx4QTmvxWJQ7dS5s74iSZFJ078dYuDAQe7zPn30M4M8yz6IMAbjl15u4b795ht9M8GHH36oAzHvsm3TJnRuw7tJiRLwBHMGdMrIxElZfhaR+XqbNloWJsRXXnlFX2RMPZlcuI4Le3BNE6+IYaJD5PEqNk+yZFH63tIfeeWNTDwIFcqI4GXCImr0cosWcdfneSjDG2++qRMZy2/UnffEcp0fkyV1ASb95CmSu3T6hPc0KqZ79+6tr7wh/Raa9iIVLi+3aKmvCqP8THKkwUvLESC8qLpp02e1Xkzg2I3Jm+8s/fE6KATLO++E7I9AJoaIsKHt3nzrLRW28I3YO2jDN954UwXEZ1Ku9u07qIhA3L7frp1uD4Iw5b2BTJ60R6vWrdV3ENMpU6bSF8eTJ8e93+59LR9la/vee9oWvGKsj9Rp0KBBmh5t9/wLL+g7iIE6UTbajDZAmFKXZs2b6z68QxGBgF2Dgo10WI7nlU3xReGCcC0iwpdILK/UwR7YhvpyPK9cYpm1W7duuj/v7PxehBoPJqau69atVd+PBLHMU9tTpU6lrwTkHZe0NccgFgcMGKiv7uO9pB06dBSR2ydODP4ZPXv2VB/k1VBE8PAxxBbvqxwhdaFd6Ge8xBywBaKIE52NIpC3bTt1SZ42whZtXm+jIgkBxYnbZ599phHkGSKmeBUa/aFTp06uY8eO6mPTxEcb3nuv9nlEVWvpdwMGDNA+TH25ZAIoC77sx43XX39d8+Q1iB3Ez6g3dUK880L3kA+lVBGH3xA5pX14JyVpt2rVWsU0Ywd2PB/XRRpGJCbajPPGcBkkGRSZXBgIibD5Cay3TBD+rJuoxR/r/3D5RMAUKlhIhcmVsu8dd9whk9MPur+H64QGDhyo73wj8vDEE0/IQLtEB1wVbTKBXnFFNdewYUP3nkzMU6dO0zKkksHXT521a9dy2eVYQLQQSeJMnTNv3vNKRA0Bw/thGbhJlxdVkzbfEXeU8aBMTAziLDNSliefeFzfVcjkRJ1z5crtCsi+iErev8l+CDVsQHSAyYh87pWyQgopI5MQ77u74frr9Z2onLnzLsTRY8aqcGJSShaVzPF+vyBM+BXkP5MlAqJsmbIaCWIp+InHH3cLFy5SQcc7LRE3RQoXFjGdRQULS2uUnweS8v+rr4aomOadk6TbRoQoS4i8i5JoBhPoww89pO88JBpBxARhTvkQSA0aNFCbIaS2bA1duF68RAldhsXO5FGmdGndzkvzud4saMPZc2arUKtapYqIy3T6YF5e5kzEhf9BsCXv3UX8Yqvdu/eoDShnzlw5VWDRDgiVUaO+0/KRT8ECBUVkRbls4pfVq1WLi1LRrtQZsQ34KNFZxAPtgpCgbLyPFV8sVaqk1ol2DIo2PtPmbI8P7OP7Aq8c4+XWiF/q4F/LR5SJd6ZWq17dNWrUSOwyx+2WNkTUscyJzfHlokWKinA4rOVCTGAjhDs2yC11p+/lFrE5e/YcERbfx9m6ceNGImRGqqDj5fnpZf9nnnnG3XfffaekBUFhiH/QLsfFDkePHlNxW4z3UIt/cwKAv9SrV1ejx9iJ90fy7k7KfL38zSa+RL/En8mHkxxshr9yUnHLLbeIKGqlJ3v+Pc0pkqdQwcd4UbJkKemLafX9oV0//VTEaWptI/omEcU8IqbvFSHHiQaCnxO5wUOGqL9Sd8aN+fMXqK1ZNqdu99xzj3v22We1j/BaJepBn+/d+3MtJ/ZPJydtnNDw7k18h3LceOONOl5NFP8wjPONiTbjvMGyAUsLHgbGqGSh5YOVK1a6K2QyZCBv1qyZ69Wrpw6QSZImiVsC4ti94WiMh2gcL0pnwAYmASYbxBcw8PslihJyVp9e0uLMPDihkq6fgBjAr6x9pUZTmHiIpJSvUEGjFJxlL1y4QCdEJgo/yTKB8JElxE3Rm1TkAZM3Zd+8OSRUUkgeXgwA5SJv/nOWzxk81zb5myIoEy/67tmzly41eVasXOFSpkqpkwP2+vrrIfL5hvCvJ0gZWEamrEzaQN0RMogzbBwbE3rfLBBZQQR6ChcuopMs0b40qdPEtQXwTlG/VI0g8+/NJC0sQzTKLxFiT5b2/P4IEvL2UFb2QxxEb4o+2YYyMTJJIqoyZjhhP9rRCwgPbUQ5iPTgK8F2olxEl4DtN95wowpqxGu6dGldjRrV9Tfs7v0BHm3cxE0Tsa8vuBabkf4iOTHAlxCICCyEU5XLLtOl5WC9ggT9LBJfRkAo4r8ICC1LeCkP++DbgO8cPnzERYvvL1u+Qu0EZJ0iJe+CPa79jSg0/31/CNkgVD6Wt4lG+aVChC6RaXyN9P21jdSHyJ5Pi3JBsMyc4CDSEVtE8nyfSylp+7bkReMHDhzU/TZv2nySP9Ju5MvdtcOHD9cIGz5CWRGsHgQY7Y54JPtUKUP+RB/0fYty8RJyIuKQNElSFaJQWIQXZdUlcemr3p/9uIGf0R+yyMmah8sjfP9gTFgvopJ+x2vY2rV737V9910tUwoRl5zEAfVnidUwzjcm2ozzBhMLyzgeJh0GZmBy59oqJhAmN85eQ4N26OX14AfOILyuhqWj2bNn6/cYHbwz6MDMi5ARJ8mTh0QIE1f2HDl0wuYlvx6fD/Bb9erVXFoZzBEQb77xhka4xslk8vHHn8hvNVzx4iVUkHiYyJlccuXM5Xbu2unmyBk4MHFmypxJypJXv5Pn8XB9gagE+ZIWYnHo0KEa2WAJEBAk11x9jXv4kYfdU089Hfd4hZIlSuj1RIg3RBDXcDFZBmGiJV0mRDh2XPINiwl+I19EF7blNy80ChcqpMttnuMicooWLeKSiXhgYgq2AZOZT59JKnjDh78OcPToMbqESvSioKTt7XZUbEbaQJreD3LlzKkvbI60IULmsIhlXqbtYbnY5+9hqfX119voRfKVKlZUe/t9mNh9GfGxyy+vqnZnon7h+edVfAFlCQqvsuXKarSFJXuiLcB1cZMmTdZIKG2AYKfcvk3jI+hnkVBO7+dvvfW2pkv0hn4RE76EgOO9TCIdfJ0+xfVeCDQgDfyG+l1//fWuSZMm7tFHH9UIFehx4TIUL15MxQvRQ8CPiUKS5+FDh0/y8ZtuuikuLaJXQHnIB5q/9JKKMJZZ8QVvvaOyD34GMcdj1K5El2knv+xKu/hI4N133+0aN27sHnzwQR0LKMMRGSc83Xv0cKPHjNF8coqAOyp9HPDhcDYKafp+x2/eBw4eOKDpVpATMfrNLDlRAmyZScYN7HT06BG1hYe2UdtLBghITtoGDx6sQpN0EfMh35I+JSeZcLp2NoyE5uQR0DASEJbQiO60lcmPa0WYLDlzhZdeaq5LhLfedptr2rSpnEmHlvuIXOzcuUsHb87EGSQZQD2cIb/22mtydj5CJ7pffv3V3VSnTvg9lkl1KYgJgryIZD380IM6cawVUYjQY3DmN5ZlyYOIUteu3VyXzp31cRtcT8eEyGDNdTVEAIi2EZHi4nFg4hw7dozbtXOHXrdGNIKJkAuV69erpxMBZT908ICKKwZ0yoCInCVlYPLgui8iECxz3XBjaGls3959KpQa1K/vLq18qXvr7bd1Wa969equdq1a7s477nSNZILj+plgNAIQsnPmzNWlJiaUPbt365k/9d2/f5/akfpiX64r5Fo38nz66af15pCRI0eEow4xutxJtI00SY+ysy/HURc+E31h4qV8GnUQkUdeRLAWLFioERSuW6TdiW7lyZtX64tt8QFsSfsRLeEaJK4NDNoQG28V0YodQ3XY75KIMmApLghRnejojXrNFMtjpEGUiDLqcQf26V/gOkYeccK1csNGjNDlLGxFG82aNVuP8dx11536G4IDrr76al3WvfXWW0VkNBFh2telkbxZ/kRMc11mUPRgJ2w0U/wsMjpIPivDS3bshwgcP36C+idlmTp9mkbEOI6ooO8LCFja/amnnnT/98EHeg0VxyC4Nm7coFE60uK/7zecxBw4ELIhS4ONGjfSZXmu0eJC+gcfuF/3o60pL58RKwgdnxaijOMXSVsulz4B+MK34vfzwzcZTflhivr1YckP36LM+AYiC9F3880N9FpM+h0+cUjqRn4IIZ8PttizZ7eeCJEWEN3EJ1hmxY8Q9/gmUeDF0s/JC1/iTmSWbIHI2Zw5s9XPuHuWO8cR4a1atdTr7fy4wbIr4wVpIIS9n+CTu3bvUp/Ejs2bNXMffPiRu++++92LL76o/s5/2oQ8qCttxb7UwTDOJ/buUeO8woDO88OIFgGTLNfwAGesRHlYkmSZkEGQZRCiX0REGLgZ+BFBfhnCw4TDBM2kymTqQZRw1xiTFdeVcSyDsV/qYkmIdNkvJPSS6ITAbyoM5DsTJdfTcQyTGOlwLVOpUqXiykX+nP0zwDP5Im5YyvFlYWIhUkZdiBox8ZEeF33nz5dPr7NhoMceXCOmwlImEyIZuSUdonR8p7wIAyID3AVKmggI0gyC4OI/YocyciyTCMcywRAZ8nfLUjYmS34jfwQCgodJnzpxPJM6kxnRM/KiHagjkznHcQx28KKGCRhBzXeWe0mfdsZuRDmIqiCiKV9IaEXrZ18PljcRLN6GtAfRV+xCfrQD5WaS5X8Q2gK7cK0WQhubkbaPRlIfysOz4bA5Nx/QHky4XHtFnWh7ykvUCZiISZO0PGxDjHIc/orfIuwQTuRHVA7/8fvSBqSLaAmKbLbxGwNv8WLFdF+en4Z/cTx9pnTp0toGUVHJpP7Z9Rjsjb0oIzeI4KfcVIEvFwtfChCE7SrExYbYwC9ncyztR33Jk3SwFTahvrRPJPiC75vkSbqIJdoK30KsULYNIh7TpkmreWEn+iF2wcacpHE8PkI7kDfbPdiBPDiG8vp2xza0Od9XiPCvdsUV7qNOndzvv/3umjRprPvQh3y5GzVq7MqVK6snRPg0YtUTOW6QF9+9QPftxA0LbKM/0CYcxwkH+XCNo+/ftAXHEKVHyBYsVPCkOhlGQmOizfhP07VrV3247GuvvqrfEQtMwtzlxsRh/DtgKZqbUj788AP9jsgg6sOyun9UiZF4aNe+vTt86Ih7/fVQvw3y8MOP6LJrnTr/C28xjH8Ptjxq/Kdh6XFTdLR74okn9RZ+llM4ozfB9u+CaAvnp08++aQ+roO7Q4n+mWBLfPhnCK5Z+7tGuIIQaSVypkuwh07/ai/DSKxYpM0wBL24OCbGFcif35Y3/sUwobNczDJg5JK7kTggGs7SK8u5XJ4Q7K9cm8ddxNzFyrIllwgYxr8JE22GYRiGYRiJADsNMQzDMAzDSASYaDMMwzAMw0gEmGgzDMMwDMNIBJhoMwzDMAzDSASYaDMMwzAMw0gEmGgzDMMwDMNIBJhoMwzDMAzDSASYaDMMwzAMw0gEmGgzDMMwDMNIBJhoMwzDMAzDSASYaDMMwzAMw0gEmGgzDMMwDMNIBJhoMwzDMAzDSASYaDMMwzAMw0gEmGgzDMMwDMNIBJhoMwzDMAzDSASYaDMMwzAMw0gEmGgzDMMwDMNIBJhoMwzDMAzDSASYaDMMwzAMw0gEmGgzDMMwDMNIBJhoMwzDMAzDSASYaDMMwzAMw0gEmGgzDMMwDMNIBJhoMwzDMAzDSASYaDMMwzAMw0gEmGgzDMMwDMNIBJhoMwzDMAzDSASYaDMMwzAMw0gEmGgzDMMwDMNIBJhoMwzDMAzDSASYaDMMwzAMw0gEJIkV+HDs2DEX/mgYhmEYhmFcBCRPnjz8KSzadu/e7e6+p6GbO2e2S54iZfgnwzAMwzAM45/g6JHDrkDBQm7a1J9cihQpdFucaLvr7nvcnNmzTLQZhmEYhmH8wyDaChYq7KZPm3qyaNMfjx615VHDMAzDMIyLhiQi2CKWR8OfDcMwDMMwjIsUu3vUMAzDMAzjose5/wfhZ3hKxXglRgAAAABJRU5ErkJggg==)
Se også
Se også TPG kap. V og tilhørende annex III.