Srovnání insolvenčních parametrů ve vybraných evropských zemích a ve státech důležitých pro český export

25.06.2014

Členové týmu Výzkum insolvence prof. Ing. Eva Kislingerová, CSc., doc. Ing. Luboš Smrčka, CSc. a Ing. Jaroslav Schönfeld, Ph.D. připravili rozsáhlé srovnání některých parametrů insolvenčnícvh řízení řady zemí, přičemž jde o státy, které byly týmem identifikovány jako klíčové z hlediska českéhjo zahraničního obchodu.

Studie je postavena na výsledcích zkoumání prováděných mezinárodně Světovou bankou a International Finace Corporation pod názven Doing Business, přičemž jejím základem je analýza výsledků v oblasti insolvenčních řízení a také ochrany investorů či vymahatelnosti práva.

Celou studii naleznete ZDE.

V rámci Doing Business je pro každý ze zkoumaných států vytvořen takovýto graf (zde uvedený je platný pro Českou republiku a rok 2014):

 <img 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8UH/zt6NaK6L9la4Pddl41NNc8d3CsUUA3Dw7bPmB5p+o6Q+qklRUVFhY6OjoSEhKWlZXR0dHt7Ox7/hW/mwt2cQSAQWlpa4uLiTE1NX758qa+vX11dvXRT/RGcPy/zwWPPbHx9DSTvbyT746n7gt8OwniUNhfVZSUcfrgiJS4tr2Xxn8hPwA+VJsRlFraOT42o3dvwUD8SHm3UuUHH8oluTqNidKg377graejl62rpGd5LSjf7kQk3T6yzLVjsZ3h6uOs16x/8Vmkwfrg8OS6dhJc5Eq/Cc2D7HXNfX1n23X9eflbR+dk/op/29hvaPYyt4Ef8phSC/OSjoOlxV9lrN5T84cl2K86zR86K2durUO08bZuF6a2Pf3Li79tSpr6+viXNgzA84ixy/b6qx9CiN0OuhW4ePvLMNTJS/Ob2cwKmveOT3XXxPHu3U1BQUHGqo1uazUVpKSgo/trKmts3UZ/seIaCgoLiF/qrWsXYoZlulpYEMB/+XSMRO9Ucc5HmvGWI362jZ9TCqpHxRgeP3lAWYaOgoODRih2DxwtdVagoKNZfun1lH4WATdq7aeh0uXPh8mOvnp5Uht20r6WFfqP85fRD3Y7B/mjTR3/+RkFBQeNRiu2ujeXYvZWCgmI7FXdcXXdbvuMBKubAvKwXF/5iM4jB95SKMp0Uc8tHZnucpaCgoKC4phWEa0k5T0UrIyX8x2/rTrFrtY9PdFZF3tuykYKCguoGL8upDYKuRfBY9cuLF1RDamdqNIYreXjglF0mGoZhiEiEYXggQ+/X48wxyEEn8VO772sM9qM12c9clA0ahuG6aP3LN6SbB5dymzUEQW1tbZmZmTY2Ni9evNDU1CwtLZ2YmFj8ctBiujmLSCROTU0VFRWpqamJiopaW1tnZWVhsdglXYrH+fMyn7tu0wHD0BBGneMcDYN6E340w1H5KAUFxcadQo6pHejUe3soKCgoDl3izkJ1v+3mSL0KM8Mjk4yRzsRTu04oygr+8r//Y+A0xOEnO7LcT63/jYL+6u1j66+/Mh+YhGEYHuuuFb66Qcq7qDZEjeYglUVWR7T29XvCanznGXis4gOUmH4iJ/uJ4hd2dRelG3RnuWWu0O/dSXM1smJg5qUS+1Av2WiOsVl1Ed6uIpgcRts+ZdlIQUFBcUTBNm10qEbq0uk7gtL0B7fvZ3iU3jBUEqp5fDcFBcUuMZvQVwy/kJOT/bz1xBtf12sHTz7l52Cgf8DKevakiNsg3KRw9LSAdlL/CMae/+bfFBQU1GfZr+/+iZzsp1/W8+i7Sl9neGyaOUYc9Jfn2kNBQUGxm/O1X/9oiznX5bMcUrcZD2zdzxBQiHs3ezISr8Jz8pB8EwxnWNwjO8WRVV/nIsK2lYKCgprRLqkq0URwz9mnwqwICR3tU7to5WWE1v2y+YaMhanQNQoKCvlAJL4v787RM2qhmQYPqX4iJ/vP+j0StpFazw9RUFBspXpQ8PaCAvDEcBXnwZOWyQ0wPBD16t4pbp1AL53TdFzxjQPZTi83nmB7cvF3Cgo6m6xGPAw3JJowXRdv7Fts/NdCN9eRkZGTk++6LJFS1Tk50mH49CwVq5ibrdblg0dfamgfpd52gVfVzTexBZPLzUB9QVTPxckEsfOP55ZJM91s7amRv3nsqnZ0kbcEzbmn+TUZN6nplEOq6uIM9/5OLalu/Prueep9/Pl1qbdpqVkkDe0sXh8mI+OzSn03DbPdTKGj3HL3uYau1OMdZKdD8nO4L+2iuipi6xZah0HpPjmz746Em5sNz9ld10QsKtIdD1AxR1Q0ukox77qrW5Npx3CAzi87+/kFagZhXTdLuQNUjF6xPqd/33rnmbqeDOdOslMhZeWqD+j+YRKydXMLScmxEWE+zmJcl2979vSNxJa37RvuSrm667J/WcfMj5NdtUpPjl1V8+2bgGPfcKzfsP/Bo7v7d2w4JxM0DMOYbAe6g4+Lu5fm2g8EAiErK0tVVVVeXt7S0jIlJaW7u/sr+kVSN2dBENTd3Z2ammphYSErK6uqqpqZmUkgLHKZYWHvuwlPd7sJshw9+SKvLOrCAWp2OSMjBa5/6J5k1FbHubk52hgzHfpV0jXjXTeRilfo7hulj3Qm0P6y5b6Qlo4E+zYyhpjaCjlWmqNcSm7uhpd+p7wsZjrTTeJYp9mzi5dVvcKUJWgP7xbzTjB5iBBxCBC/QPfEIq0uP4yVhuzUQ6mU/GyNG3QHEQJWDnqnft71wjJ9ZtXURGcl/5XdDHoJs9NdFiS/+R9GLTMbbTHW/XsZM1DV4meO0N14aWGhTEO2V8kn30zgGPmeq5Zu/rl1zcn2Uke3kz3VC6iqiL68eScLj3Kgp/8zNnoaAZdBGC1LfYJPIzEvTHnLpmMyBpZuQVEJYY7XDpNdeKqSUZj5momO3Tijo9x559ZDYtqWRip8+9bvDK5sMH10fj8Dl4W9AeL33by6sWNvwzkSr8Kz+4+jD/j4mI5voXmgnRCouW03vaKBuRT7uaP3tUOM+LduPmVoFZiX6UP7y5Z7gloqz65v2ECjqf+Gi+HA6fv23X25Nw/QKQcX54W8ObuX7LaUZWKwBfXe7UzP1T0DUnrezQaM92cx77jgWdQGw/BInuXMNVnO33XtguFYIw6yHecNrYx5zh2iv2PdBcOthW6nqdlzO4YW+ZlYC908zahTVOxBe+i4UmDRaE+j+K19vx84w37/LivbY/OYdBfx5wiGo/v2P0zKDUOc3K2RiCXih7XYd5+Xdnu3nD5WaM9/7By7KOulO2rRo7jc9938525mS0+J5ys6mkfJ6QF0Jw6ZZHRN9Nfz03ymm1tOmiShmgvcGLcfDa7Hppur3rjEsOtvBpfkdBEWqrtmaTA8HaV18/A9qbw42wNUzJF1WFS80amDDLKveE/c0myrT7xyfPPOU9fY77PdeCwWnuJ7etvJN/HIlmKvizuOeKRm813Z/dg8YxqGYRjqyDJDnNj/7OH96y9ch97VaaQn6ybVec/CVhiGBzC5wrepzsu7juOJMAwT+lB6cs8fPrp5+8ShJy6lEAw3ploeO85d2UvC6oWP4PH45ubm1NRUExMTAQEBMzOzurq68fHxbwnW13VzFoFAGB8fr62tNTMzExERMTMzS09Px2AwROJXn0r5fTeH0ZlPGP85/8gRme+0c/umIxdu3GO7zcKn5ucsfXo/DTPLlZ2/kwnZJn2im5vpLdPQmBwHhq3HArKzH1/Y8dyrCoZHDG5tmu0mDI9nmgqduPySm/upoizH1Xv89xlZIsurZi7xNDI5LM9CNruczqyRMAL1vDq9g98ocXrmlY20aHCe20v3qqhvAoYJQ0PDyaYcW5hf1PeMd2Y70h/b756eL85Ix2WeNThSz3t4h7R7PjLBiZfl2sHtB185ZnRXR1w/QmZbMArjspioTmqEVxGGW1Q5zx57bIvDI1/up+XTSEyw5dl8ga+sYxSG4akhrMQVMn6rNHgEqcBEx26c0RintuHEjSTUUH9dHMuxP3Uji00fnUdIBQ5BOLWr/3CohY2+/VCMxKvw7KCkunD9+oMn6hW90yXuImTrtyNYbrPdZr0nbRdkxL/jtEQ3BEPdSbSbT5qnNlZF6B0mY8kbxgYKsjJcMm1/283K/rZirjNkSiFIiNjhLPz04ukjB448LRp8u3ZiYqDgzp6zzjnNBGzhI6ZD7I6Fw20J5ykOKnoWJVjw/u+kcOsQLkbrAR2jHHIcbs62p6XhKO5c7N4aa6GbDBeN2+AhW67TWy+LVrc2GfOd30J7TUhISFJOubCsRFtJ4uH1k1v+3uSSUSh5/siBqxxCgtwH9+5VCSyaXb85gQqm3fDbr7/ut8rtgvvmdJP6fnZbb6m3JN2xRzlV6XeO7T3GzPns6a3tc+Y3h5pTnp3asu0kf1xOAN1WOrOUhpZC9/M7jvoV1rmYKPA8vL79NzI5n0xbgSs7TjILC/MzHtn1WDe4Puvt+s1pbC4X3Z4NG/bxWaVMd5cInqf+h+mRkJCQqpF9KzrtzHY640RUa4k3YucRn+IaM+6L2w8zPRMW1vTIGp9qUWfZ9/vvJyzS3m+Pmh5pk2E+KuNVAA9iVJ+eXLd5D9uTZ8JqJkVtwx3lsepCQlz3Lm+hPpvcPArDcKoVL/0Tje7Rr2nc2NhYVFSUoqKiqqqqra1tdnb24ODgkvwf/cZuzoXD4TIzM62trVVVVVVUVGJjY0dHv+KPBM6fl3n7jvM8wsIPr9P9uvWUXyl2EhN3ft/uU6xPhISEDNwiQ/RY//6H9hHH/X3rP9PNLaesM5qacx3PbjsWWlapeJt25zk2YWGOQ7/835xuwt051kd2U9NwCabE2TJu2rT7sgK6t2ZuN/eeuWkTEqv2dv1mryTDnG7CUzVeyn9t/JvhDrew8LMXWg7pgbr7NlM/4OF/eI2W6iJ3bVu1OCMdt1XO0CiK7+gOKdfcZE8tIUGew3+RXXrt3l0Vcf0I2XkelfiM4Mt76bQiawiEPv+XbDs20XPx39/72y4+jcTyVJP9v++6ycErrGReiKyXuEJ24CK7c3i0DBMdu3FGDybs2Ppt1x7yct298Df1+ZwmtOmj85dkQ4bhPvXrH3fz5CF59LuN2JjkN1s3Ut3m5BMSEnJNLE8w4t/BINULw1B3Eu0WOst0dHWk/hGyG/kjnUFCt+Z388RtYbegIGX5l+xXabdu3+lf9fbdxI93K7AeFXfJxrflsp7Zs+/yQ2Ghh3v+OKAWVIbOcGLYvuPuU07G/dseKceOwnCWgyDdI6WO4cVuFvu3d3M4w0TphYR/Dwz3NqRIclwzj6+b7CpVfXwXgUCwsnMmZ6U/57iJQCBe2cZMEYgDdXE8CATiEtNr16xBPKEi3OT+M+NeAhEm9lmJXEdwazWNTMFD1fLcgs4ZTS0FvpzcqlU9g6hEK8FnGshhPDrZAYFACCgpXtixRz24YmYK+urjxZ4gEPeFwzKiBe8LBpW0d9XFvXzAl1hepfPqEQKBeKJs1Tk8NdVVovjgDgKBeKzi1TWJx9VGcXPI5rT0w9BIgqkwgv1lfG03DBGG0Mm8CAQCgeCWUENhykTYBf2L2rrrEyUe8qY2j0yNIPXv3UYgEHyG0aPwdLg68+8Xn1d1zTkXBjRd6q1x9olKG7pSToQDMYP7VWpjPybbixeBQNzmcUypw0PQeG+p9CNm04T6xe+AMDU11dDQkJiYqKurKyQk5Obm1tTUNDo6ukSLw28tYTdnEAiE0dFRFArl5OQkLCz85s2b5ORkNBo9ObnIlVlDqfqyV2feSXZej1wMHoJgCI9McX2EQCAQCFF9V1RtygsEgk3VVl8MYRxenOupwyHpNDTe6iglqOpfPt5X+PyecGg5tqs6SpT9WU7n5HhdLCvzVS4Z+XvH9zzRCJ/9ywUN1mpwPZE1ierorFblRMi6ZkJjGCtxQe3gqikiPtdL485lJiWXaCc5wdeeJRPwoNWLBwb+RbPbNSH8RG6A/syUihp44Ab7Io1lWRAIxEPJxNpOaBRjISaoE1o1OtGmz/fAOqYq6M0zBALB9kw6t2mIONbhqSR0+Q6fT2L0K05BjxwMEYb6y0Lv37omoq2tcf+ZvlvRGGE400GbDYFAPJbNQmPTnVRYrzBreUZbSQmq+ZdPQtO5HjpsCASCjd8tE0WY7A7UePnKNmMMHnKTfaLpmvXuilPjhc66gk8dsO/eX+LUYLy1MisCgUAgdAPzCv0NHrywHoRhqL/4+T3BkPIOTI4PL0Kudrwv3VjhxavA3rffUDR+qj/SWOo6C7u+jQ3ngxsIBELOOWlq9sMI4SsCtE8/km/tH+8vC5p5WyTs0gamCUTCSJ6n0nUmBELcqG1wchxXLs/B/Ca2bvHfhX97N2EYhubunzj7j9l9yqAP9y6b9+PcOz4xnDkP64830hEXF39+l3EDNWtszfv9LuaO64MnfjgyaN6Pnxj3vIn/xIuEoInBVk8T4Ys0uzh0g4Y+2mo6gg0P8inrmIDm+Gg6Yb648ToAACAASURBVBgeaEwLCEnHLW6bEA6H8/HxUVJS0tLSsre3Ly4u/qoZt0VZ8m7ONTY2lp+fb29vr6mpqaioGB4e3tfXt4jnffxOfvDb9/9+/3l6/9sP/jvzj7FSX3tpcXFxHtaNO45ZxKAJHw10doAfDGvOLz911yenav5PH/7jE4+FP/hkvh/jR8P/YBrnfb/e//SZ6fzELz74oL7/7Yf/+PQI572Sd0a7IoO9S9rHP/WA9z8PNmUGBKX0krJ9dA10c8V0ufA9YmBguMB03S27ZXpVLwk73oPUEGC488i4fmx6maZjbGwMiUTGxsaqqqqKiYkFBwdjMJiRkZFvWFG4KMvazRlEInFkZKSlpcXT03Nmo39MTAwajV6+PwYfGkrRlb7IwMDAwKAdWDSxXP8DgWUEukmKT810rJplm5DOzk4zMzMVFRUdHR0XF5eampqVPL/GCnRzLjweX15e7uLioqWlpaSk5O7u3t295AcjzPc9fZAA0oFuAh8YGxtTV1fn4+MrKCgYGxtb+e/2CndzBgRBw8PDzc3NcnJysrKy09PLeTAA8O8Hugm8RyAQ/Pz8goODk5OT7ezsVmUaVqWbM6qrqw0MDOzt7SMiIpZ7dQTwrwa6CbxXUVFhamo6PDw8PT3t4eERHx+/8vlISUnR19df+fFisVh1dXUcDjc+Pm5iYlJaWrrCEwD8i4BuAm/hcDgNDY2OjrfHGg0NDenr66NQqBWejPDw8MePH2Ox2C8/dOlMTU1ZWlrm5ubO/IhCoTQ0NCYmFnlqF+CHA7oJwDAMj4+P29jYzIYDhmEIgiorKw0MDFY4H46OjlLSSoFBIYvev/JbQRCUmJjo5uY2u/mLSCTm5ORYW1uDE84DnwS6CcAwDCckJLi4uMzfHhIXF+fm5raS20k0NLXUNAySUnJyc/NWZmm9qqpKW1t7/mt0cHBISEj45FOAHxzoJgA3NDTo6uoODX3ipAaTk5NWVlZz50OX28uXL9U0DKpq2/0DQpf/3JrwwMDAmzdvamtr59/V3d2trq7e1dW13NMA/OuAbv7o+vv7dXR0MBjM5x7Q0dGhoaGBw+FWYGIIBAIXN7eahgEKjSssrg8Lj1jWJWUCgeDm5hYfH/+53a0aGhr09PQGBgaWbxqAfyPQzR8akUj09vaOiopa+Bjz0tJSExOTBU7SvlT6+vqeCwjNdBOFxsXEpRcXlyzT0joEQWlpaXZ2dgufSjk0NNTX13dpj8EH/u1AN39cEARlZmZaWVl9MUxEIjEgICAoKGi5J6m2tlb2teJsN6tq2wODwpZpab2lpUVPT++LRweNjY2ZmZmVlJQsxzQA/1Kgmz+ulpYWfX39RR5WODAwoKWltcDi/JLIysrW0DKc7SYKjcvOrYyKjlnyWc6pqSkjI6PS0tLFHBCFw+HU1dVXeNco4HsGuvmDmpycNDExKS4uXvxT+vv7lZWVl3U7SUhoqLml09xuotC42PiMoqKiJTzic3p62sfHJzIycvFPKSoqMjU1XbFdo4DvHOjmjwiCoKCgoMDAQJLm4yAIio2NdXFxWaaD1gkEgre3j6Ozz0fdrKhuCQwMXcKNM3V1dYaGhiRdin16etrV1TUxMRGcjAOAQTd/TAUFBebm5l+xQzuRSLSxsUlLS1uOfAwPD/v4+ru4BXzUTRQal51bERMTtyQbZ7q6utTV1b/ipEcEAsHAwGCRi/bA2ga6+cOZnJxUUVFpbGz8uqcPDw9raWl99dMX0NPT4+sX5OYRNL+b9Y294RHxNTU13ziKyclJW1vbrKysr3t6XV2dvr7+Sp2mE/h+gW7+WMbGxoyNjb/xpBXV1dV6enpLfvxlUxPGPyDc3TNkfjdRaFxlTWtQUNg37kYaExPj4eHxxWu4LyAtLc3e3h4cf/mDA938saSkpNjb239LOGAYJhAIkZGRXl5eSzVVM+rq6gKDYjy9wz7ZzfrG3pS0guTklK8eflNTk7a29jdeP45IJNra2qampoKl9R8Z6OYPpLm5WV1d/ZPHU5IKgiArK6uMjIwlzEdhYWFkdKqXT/gnuzmTzpCwWCQS+RUjxeFw2trara2t3z6dvb29BgYGTU1NX34osEaBbv4oBgcHdXR00Gj0Ug2wtbVVQ0NjqS7/C8NwUlJKcmrBAt1EoXFllZig4LCvSL+Xl1dkZORSHfZTUVFhYGAAdkv6YYFu/iicnZ1jY2OXcPYQgqDS0lJTU9OxsbEvP3oRAoNCc/NrFu4mCo1LTs1PTUtf/AshEokzV1FfwmMlIQiKj49f4TNFAd8P0M0fQklJyRIGbi4vL6+luqqEk5NbeWXzF7uJRHX7B4Y3NzcvcrCtra06Ojq9vb1ffigpRkZGTE1Ny8vLl3awwL8C6Obah0aj1dTUliOa8LvzsCGRyG8cDoFAsLCwRTb0fLGbKDSuvKolKDhsMasIJiYmzMzMiouLl2MzTk9Pj4aGRmdn55IPGfjOgW6ucRAEGRsb5+fnL98oWltb1dXVv/F4np6eHhdXbxQat5hu1jf2xiVkZWfnLDxMIpHo7+8fEhKyfNu+8/LyrK2tl+lvEvDdAt1cywgEQlhYWGBg4HKfBi01NdXR0fFb9mqsqakJDolZZDdRaFxtfad/QHhbW9sCwywuLjY3N1/WqOHxeE9Pz5iYGLBb0g8FdHMtKykpWZlrQ05MTFhbW+fkfGEGcAEZGZmJybmL7yYKjSutaAoODv3c0TvDw8MaGhrLfQKnmRG9efPm249lAv5FQDfXrMHBQV1d3eU4IPJzo9PT02toaPi6pwcFBRcW15PUzfrG3tj4zNzcT6yCGB8ft7KyWta1E3M1NTUZGBiszCnxge8B6ObaNDU1ZWNj89UHYn+dqqqqN2/efMXh23g83t3dvQaJJambKDSuBon18g6cv608Li7O1dV1xU7SDkFQQkKCo6PjyowOWHWgm2vQzN6FLi4uK3M9yFl4PD40NJTU09PBMDw8POzt7Vtb30VqN1FoXEkZOiQkbO41PFpbW7W0tPr6+pb69S1kenra3t4+IyNjhd9zYFWAbq5Bzc3NOjo6q7LYSCQSjY2NCwoKSHpWZ2enr19wHar7K7pZ39gbFZNaWPj2E9vX16epqbkkx1OSqr+/X1dXFxx/+SNYxW6OZJgqIOjp6enpr7Fx5Hd8fDdxeizF/hk9Pad3bstiBtec6cpGL5zRRsJhfxPDTT6S/Kfp6enp6a3S503BPFMjOGxPP35x8xMQYaq3q21o4nOLitAEOlNQ5EVCVpbQE1b6Gee4fPJa+pBxQvff/iKsbro92+y5kGFN/2KPSxkaGtLV1UWhUIt8/JJrbW01NDQk6aoS6KYm/6AIZEPPV3QThcZV1bZ7ePoNDg5CEDSzH/6qbN2GIIiE08JDhOHeBiNBJnp6enp6Zl33oo+eQ5wa68R2jE3DMEQc7O3oHRqHx1rsRLlFleP6FztF4wVOmtfo6enp6RHXWTPq0G+e86gFVCyw0wNEmOrpbBuamPMRnx6IMHj1mMP2g6/HaKMBz5PXb9KGZ6fts4hjVZGPReULWof62upDtCW5uexnPxnEqYGIN+JsrAatMAzD0HhnuS7PPXp6en7TyIGmNGmOp8mtE9/nbgqr2M3BSKmHuzczCkpLq+ka1c9bqMKVeJ899OctfqN05KIuy9Vdk6wjbVONW/zKtTHHF4x/bDomJCklLc1nG/PlOZQMi7unHkljFlfmkea8x+f+NEr59PlxiVODHjKstzTC4MEma2NNaWnplxxMG8+yZzWPdpX6XNy/j1daWlpaOr+NAMPdKswML+ySphbRazwe7+bmFhsbu6hJXDZZWVnW1taLPwaxqqo6ODSuvrH367qJQuMKi+vDwyMzMjLMzMxW9yRv0dHRnp6eXzzj1EhHoSTT/u20N19KS796IWcdkPtRe3oKXRjp/glDwYTxflX2rdymCfBkb5ydqZ1Xychip2U0SYufaj3dc2lpRTWtanS1OCMdt1XOAqf/G27KYj+z3ixzzreRMFoQ4vTGKPaDL+hEZ4ipsVto1cjEoNqDrVwm8Z8bIH6k2fARg6BnBQz3hmjK3z114Ait2uyRXphsj+s0O/YcEG2AYfxEl8lT+gOnb0pLS1uEF8LwcIYmN6Ogadt3uWvsKnfzxHH54s7Ont4RwghS6xm/no3Tk4esvHImDR3dhvz7flv38wEW0fi6tiI/Y3ZGRkbGRxahZfgJrLeikKCGzSsByRR0c7SmJBMjIyOXelKM/QMO5ZpObJyp3FM5K2O159dvP0xumCRMD8WZyzMzXRVWU+K5x5zybuYVjwrd+sceAbP4CSIEQWODg5MTg9VqLNcYGRk5njugR6da87wfccr5OGowMjIahZUjU2yYDv3661/brkrYxbppsIsYmqi8sohI0eFiZGRkfCSsWNk5hZ/AhimJXmRkZOSRluU+8Scl2Z6z7I7J1T46dxkZGe9z6dS/+8iPdpdwnaC3THu7sRsiDsdrP7jK79KNh7tKfS5SM6d3dnb2D8/8sc1xErvGozcw8eVwlpeXm5iYrPpu2AQCwd/fPzQ0dJEr+/Ly8mLiMmYK+HXdRKF7Xd39Hz58VFBQMDg4ODU1tVo7VI6Pj88cobTww7Jdxf/47axHIbpvANfR2opp75qc6k8xV77ByMjIr5RVlvuadc+v6ygOsT6Te3l723qyTf+cVHGNspZ8Ju9VOjFQxH+Hz8PT5hLiwkuj4FECcaI9V4zlKqOIgqYg80sjn6G3fzhGk7T4aaiE8zs7u3uGCENvuzlOnCjwMbzPyMjIIRpb1YWf6AiRE77AyMjIKyvDdXwDJRkV4yO32CgpTn49EwMBITULDRl+7dARmNBeESnIyMjIdNPAN0pf+JlOSEGs2fNt68k27TvOK6fIdf9yJAoP4+tl7wmGlmNn3v2uipBr1Beim2fOwzIULcdB/66bhP4qFc5bL8T46GlEG2B4qD7s5OFTQoIs585x2CfUEmF4qjn8Mt3NNPT3eJboVe7m72Rk5OTk+46pYAZKeGio6a5wPudi3U521CSmxE3x4uY//8ciZhafYHvkr12snM947l7YRHkstRVjePcMFcNdMSFdmzciO/48wCkoLKbtmuynTnXgQX4zxkP81s6jTGICT09t3HlPMrAi2/bApn33eJ6xI45vpPwj4N0Bgd1JWmTUCL+yt/OD+BGM4aOzu8/fExN7fnr3Vk7VoNJow71/U3Nx8t85fXDffsHE3LCniL///odW1DjEX+vJtn0MYs+Vg7IybMTEREVfnNrzB49xfKLls61/HX4q8kJMx9pCiZ1qI9k5TnlPB/WtW/4+ycyhpO3V9m6mog8diaBijqx7O/bpzgL+CzTqyV0wDHeV+lzcT0ZOTk5OcyMHMwLDcH2C6fEjPLVDXzhPcEtLi5qaGkmXzVk+Q0NDxsbG1dXVi3lwXFxCembJt3Sztr5LXkHD1T0gIDDS2dUrNCwiNTUViUQuyUnzSNXe3q6mprbwAVT+SpfJrkp2tdVLPaQnJyc/8EA+0U9979ZDnLx810/sZRTUNRQ+t/kvyhviBrYmMrQ7yagv3neOiFW4RnfHIG2sJ/nE71uusz59wnr2T/ILCWjkm8fndjPeFRPjPkr5P4TIm763n5TRJC3+TWRk5OTkm3e9bHjXzdYqz8Mbd9968ozt/OFDD3TDTHm3bDzCJyoqpmdjoXh3919k57mVY9NDmXfvZmTmUlW10Oa/efKpbXdPLufhfUevPBSRlPONjRI6R8drk5rtr0O7k4z6wj1rv4DnFw+x6aS3p2n+c56vCPu23Kgkc9oj3NUDMxM0p5v48QRbWX6jwPwgxdNHRBtguCfNmOzX7dcf8tw5d2j9fqFWGIagqjtb6CzT0d/hovoqd/PIAX7f5OScfPTEQAnPcdrnlunYtuy7u/ZoR9S2Z1sxHPkrCAk3hcv/eYoto3EIVxVx5fB644Ryw7tnEOK+vXjYVwGx85YCdnQKgmFklO5sN2lu6WCney0fnGQRdk5wEN50kaekbRgVZ0S/5303J8uc/7vusHpQOQTDMEwYxhRyXtzJ71EBQZMekmdpuTVzg/X27mCOR3UUOL08ceRR0QAco0VP/1Aa0zceqfWE6tTLlilovDVV4DoL2727BzaT3VYPtBej282uOThFgGC4H5XMRktmlNKNHyrmozl89PQFLgGHdsLbz0BfU9QlqusRtTPXhsSX+Woc33m3dAyGYXh8oL0gKyk52PHyiZ2cnlUwDCPjjY/RPK1bsJsrvMfiYiCRSC0trcWcFj4gIDivsParu1nf2Ovg6G1u6TyzRb62vjO/sC45tSA4JNrV1SMoKLi8vGJkZGQlZ0Lz8/MtLCwWeO2JZlz/2cCa1tyFqirUFWCkZpf31LhH9tfuazdZzx+npn1qWZludJpmWxgKnh7tlb5GxmWaAI+gVGe7+edRvcjqxiz7MxtpfDOyuRA7ed3KIGjY6O7Wj7p5aPtDr+TkzOz68XfdrAyRJftjC+O1W0ynj2y9JKshQrvnoe4ogQjBcB8yjvUYmVlmH9yXe2PvMWn3gqnJXlfRmyef2jaXeB07fsQ0pZUAQfBQleg5Ol6b3JGxPpnrZE9M4mF4Ksfk3olrHJqPmFgUwgferdVvSLY4cfhJ1bxujmCLeE5t+YeW4czR3b9TUom9iaxPMv3PAZaoamxpoOqRv5lyh2CIWHFrK71VRhPo5lyDkVIPqffcNXRycvcNamjM4zlJJ+ZWhOsqfHTwg252Fdrt3HbkpZaZ/mvO3VSHUlBNhnfPXFWJHoHhREveP7cxaFnaOgWl5gRpznaT9onVADzowE/PIuycHaS6fhednL6ZIve1bXPmNyFim+ihv8iO3bZ3cHJy0nbxS1G8ffzwYzknJ3M2uu2PdfxLIw33Ut/Pbust9ZakO/a2m3vor5kH5wRpPdnLpIyD4UoPrm1HzmqaGCN2kt1WDwzTvb9+xwVDewenkIzm2kQ2WrKHSs45hbneno7KfIhd+4+E1ryd4RzvrX5+ltYgtg6GYcJ4l+ajw0cl3WEYhmFiaaqPqYaZjYE8LdUfYmFNMAynWPLRPNYcGF9ob8TQ0FBfX9/vbSeYjIwMe3v7L6bT0cm1vKrlq7sZHpUq81rlc/cWFNWHhsXbO7j5BwSnpqZWV1fjcLjlDiiRSPT29o6IiPjcA7AlgUxbf6V+KOPk5CRxn5aaXT7MUvj3fxg1TWycnJxyG3pb041OUK8Xs4itb22VvkZ2hkM2OTdTcbabW+gsUhtbClwZt9ME5JdI3jx88JGsk5PupfW/ftTN/X9f03dycvX0qWsomelmY9qbDdtpJLTNnZycEkuagrXY1u9EGDs4OoVkNtfEsB4je6zqXloWy0JNpxJShZ96201sSyLLwX2X+VXs3byyClOE53TzzGOZ5MrOyf6CB3v/+OMPmqi29x9CXF0s65FTgcgBGJ4sT3CRYDm9Z+dtg8AkdEuVtZKAgMCz+1eOb9pwTN0tvaMx4/r2nY+lNKUeMlKfkMHC8Hidz1Fa5rj672L56SOr2M2hGHnuzevWraOk3ExN65+R8fwco5RXSV93MQ/tIYNoZEeu3SW6HaEomIjHuby4tXUd5brtx145pUyNNZs+RrBqxo3A8Ciu2vguYgMlJeWJp4Fe6oePcxW2NPvIsDPw2Q3CQy7C59nE3TuwKHn2M7//tfHOY7b9W+mS55y8piXH+9qZ/ZSUlJSU6yyyujpzvc5u2kBJSXn0kVZ513BDoumRY5y57bhyfznG0zwlg3BDvPb+det23Vb11uc7ckOjD4aHW6IZ16379RI/74V1D3RChjpL9VjO/kZJSUkvVNdeo/Po1O/baKRUZPbs+GvdunX3lF1w75bTIfxIqDrnVTlvPBEawcQz/X1YN7xy5p76RLPTWykp16278FSpeYBIJOA0uRjlvfPwn/+mJycnc3BwoFCoVVyv90kTExNWVlZ5eXkLPIZAIJhb2NY39HxdNytr2iQk5ZNSixZ+WB2qu6gElZJaEBIW6+7p4+npVVRUNDQ0hMfjl+MdgyCos7NTTk7uc2eKIk4OlSfbMW7+i5KSct3GPYLWCb3tFVoPL/5JSUlJSfnat2yiPZ2Hbu+6gzdDytA+Cjc2//4nl5674i3GhyYZY71pZ6kYbTLQrUWeV/45FdHQ3xxnvnXjeupr927TbGN77Tn0doPcaKq+8K5169ZRUv61Y59zSrbMFcZndnmjI+2Wwqxb1lFSUlJyGEQOdxbrXDv9KyUl5ekXDdhqTXa637bT6nu73z7GqBleg5/CeUreOyfgOASPF/ob0K1bR7lxp5i5+wsmRkGH/HH8mK/ijc2/bXhinjVGGNV5sOc/52SGoLkvE+vAf5XTNodA7Dd6sHfdDJrHma2DMARB0HRlqNpFOslGGIYIE0l2AtSb1607yGidWAcRR7PMOK7KevZ8l1dyWtX9N6H33v707tfwh/+A5z7ugzve3/X+13MHBMHTYx2Jnp4ero58LEd3nZL/aO+Y+QOe8xP8wYDmPOCTk/aJQUAf+XDcfXW6miopDaMfvaCPpgqb76im749dcI7N1tZWU1NTWlpaUVHRxcUlKytrVdbrfVJ/f7+WltYCp8vs7u52dfOeDRxJ3ayq7dDWMfELjCV1fWh5VXNEVIqDg7unp29SUnJ5eXlvb++SHF80NDSUlZXl7OysoKDAwsKy8EFEn/vwQHN+mvuvz3xHplryU308PDyNJTdvPazhXTH9mTF8bkTzP7Twxx/xDwc3b1BjOHRsiOXlAxtF7FM//iuELXytrlvcPv7R9x2eP/T3g4cHm3N0XqtUf4/zmjD8I+z3PtiWcPXnn3/++ee/j132yPze9kle1JzOFx9kZ2eXlJQ0PT2NwWBiY2PNzMxERETevHmDQqGIROK8YK+0hY+/rK6uDg2L/7puunmG6OiZzezA9BU3ZEN3STk6Nb0oLCLBw9PXxcU1Kyunt7f3U3/lFgJBEJFIbGxs1NPTExISMjU1jY2NxWAwbm5uoaGhS/QuLqA/5AXbbz///PPP/7mj5Nox9E0X3fs6nSWe56n/e/y6djnuE/tyfOXnb7U/twtY+92E5/1xXXtmujn3N5OTk3l5eYqKihISEg4ODqmpqT09Pav1DhCJxLCwMG9v70/em5KSkpJe+BXdTMsolXmtUlTa8HXRnH+rQWLjErIcnbycXTxiY+MrKira2zsW3gu1q6srLS3N1tb21atXCgoKxcXFc/ce9fLyWpFuzp9xXQVr+hv2sR+im2ve/G7OIBAIWCw2ISHBxsZGXFxcXV29pKTkGy8C/HVGR0cNDQ0/uVuSn59/cVkjqd2sqm1/tYjVml93K63ApGeWhoYnePsGeXh4JCQkdnR0fFSFvLw8NTU1SUlJa2vrlJQULBY7fzF/5boJrCzQzbXgc92cBUHQ1NRUdXW1rq6uqKiolZVVUlJSa2vrip0xCIbhvr4+DQ2Nj44cx+PxLi4uyHcbhRbZzdr6ToM3lm7uwcsRzbm3+sbemjpsakaxm7ufja2jt7dvSEiIubm5sLCwkZFRdXX15OTkAnNZoJtrFejmWvDFbs6Fw+HS0tLs7e3l5OQUFBQyMjLmnkxo+UAQlJqaamNjM/eXQ0NDnl7e9Y2kdTMmPltOQb2iunW5uzlzq67DunkG8/ELX7/OLCMjk56ePrMO9IsvGXRzrQLdXAtI6uYMIpE4MTGBRqMtLCyEhYWNjY3j4+MbGhqW9eBuIpHo6+sbHh4+O5/b0dHh5x88d8POF7uZnlX+SlK+tAKzrK2sre9KSi108wh+La924+ZtAUFhKyvrlpYWki78C7q5VoFurgVf0c25RkdHc3NznZyc1NXV5eTkQkNDl+9gzdHRUT09vbq6upkfGxoaAoOjUIvuZlVth5qGfnBY4vIVs6S8ydrWTVDo5SspBTUNA3V1bS8vn7q6uq/4iwK6uVaBbq4F39jNGUQicXx8vLW11cvLS1hYWENDIzY2FolELvlZQpBIpI6Ozsxgy8rKwiOT5mZrgW7WN/ba2XuaWzrXobqWtpWVNW0JSXkurgGvJOU5n/CbmTvGxmcHh8Z6enl/yzw46OZaBbq5FixJN+eanJysqqpydnbW0dFRUFBwdXXt6upawuEnJia6uLhMT09nZ2fHJ2YvspsxcVmycqrVdR1LWMzs3GojYxthkVcyMsp6BhZRMZkV1S3hkYn+AcElJSXf+DcDdHOtAt1cC5a8mzMgCBobG2tra4uOjpaQkJCTkwsPD6+trR0eHv7GXfXweLy9vX1KSkpsbFxGdtliuplfVC+noJ6WUfrtrSytaIpPzLOz9xYUEufjF7F39MnKqaysaauobk1MyvHy9isvL/+KqyTNB7q5VoFurgXL1M25pqen0Wi0p6enrq6usrKyjY3NzMFIXz1ALBaroqLi6uZRU

O projektu

Projekty TAČR s evidenčními čísly TD010093 a TD 010093 jsou řešeny mezinárodním vědeckým týmem, který je koordinován z Vysoké školy ekonomické v Praze. Oba projekty směřují k návrhům na legislativní změny a k vytvoření nových aplikací využitelných pro výzkum i praxi.