
Psihoterapija u Novom Sadu
Naša Ubuntu priča počela je baš u ovom gradu 2016. godine.
Psihološko savetovalište Ubuntu Novi Sad
Projekat pokrenut 2016. godine od strane Ubuntu centra za rast i razvoj ljudskog potencijala sa namerom da pružimo lako dostupnu psihološku pomoć u Novom Sadu.
Na koji način savetovalište funkcioniše?
Projekat je samoodrživ i finansira se uz pomoć dobrovoljne donacije građana. Donacije se koriste isključivo u svrhu održavanja rada savetovališta i profesionalnog ulaganja u tim psihoterapeuta koji je angažovan u okviru projekta.
Kako započeti sa psihoterapijom i kolika je cena?
Ono što naši zadovoljni klijenti izdvajaju kao prednost Ubuntu centra jeste profesionalna psihološka procena ličnosti i procena motivacije za terapijski rad. Ova vrsta procene služi kako bismo ustanovili Vaše potrebe, nakon čega ćemo Vam dodeliti najboljeg stručnjaka baš za Vas. Sama procena je prvi korak koji je uslov za počinjanje psihoterapijskog procesa i razlikuje se u odnosu na projekat koji izaberete:

Psihoterapeuti u Novom Sadu
Novosadsko savetovalište čine saradnici različitih psihoterapijskih pravaca. Raznolikost u pristupu omogućava klijentima saradnju sa terapeutima stručnim za problematiku zbog koje žele da započnu proces psihoterapije.
Upoznajte naše psihologe i psihoterapeute
' width='500' height='500' xlink:href='data:image/png%3bbase64%2ciVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAAsTAAALEwEAmpwYAAAgAElEQVR42mV6dXBcd5a1/tiqr3ZmB5LYMcUsCyywLLRkscXMzMxkscXMzGBZRplBZkhsdwyxY4iTOJzMZCYZntn5dmdnvipVne/cnyRPpvaPW6/7dfdTn3PPPffe19K6ee4gJG6cncX1Mwdw9dR%2bXD4xiYtzY7hwdBTnDo/g7KFhFReOjvG1CVw5Ocn3TeHa6Wl%2bZj9jhp%2bf4XUOvAp5Lq/Je%2bS98plLvOb5w8M4c3AIp2cZB4dxanbx8Yn9/Tg22c3oYfTh2PQAox9HpxYfz%2b0fwtzMMOYODOP47AiOHxj9XzHHOHZgBMdmRnF0ZgSH94/g0NQwDkwOYWZiCNNjA5ga7VcxOdKnQuv2paNQcfEI3r5wiF9%2bmYhpgh1/RcT8sUXwQtAi4EWgt87P8nMHVbwzf4jXOayO8lxek/coIkjCVZJw%2beQULhwbx7GxFkx1lGC8rRgDDYU4MNCoCDl5YBCnZgZxdLyTwPtw8uDIEgGDOE4CjhPgDwmYI1CJo3ztyP5hHJ4exsGpIRyYGMT%2b8YFXYCeGezA22I3RgS6M9HeqGO7rgJbm2ilI3L12AneuzCkA8uUF4LXT%2b5m5KQV8GbwoZRm0AL1z6QjuXj6qQnP5GDRXjqnHcv6f11pUw4npbvTtS0VuiB2CrbfC13QN/BjuxqsQaLUZlamBmOysRHqIM/ztDRHmZoGOqlwcHOvG4ckBHBjrwcHxXswyDoz1Yoaxf7QH0yM9mBruxuRQFyYGuzA%2b2EmgHRjubyfINgz2tmKgpxX9XS3o62xGb0cTetob0d3WAK0Ht87jwa1zuH/zDN69sUQEAQi4RTXMKCIkBLwAEmAKMMFqrh7Hu/zMu9dO4t3rS8Fz8pqQsHidA5ijnOvTfBBrtxV2uithqf0mTDavxI5NK2C7fR2cDNfAc8eb8Ddfx9ffwPaNK6Cz9mfYpbMCyQGOaCxJx3B3I4a7mjDS06xitJdHxjAfD3U3YbBLohEDnQ3o72hAb1sduluq0dVchfbGSrTWlaOxai9qy/NRV1GA2op8aD2%2bewkSj27P4%2bE753Dv1mloCOIuAQjQZRmLIgS8Ai4ABfT1U7h387SK%2b7fOLAaJvHeD5/i6UgKvcZ0%2bMNmYgwxvMzgYb4ad8SaY66yBlf56OJjowHu3CSI8HJDg44gIFzOYblsFJ%2bN10Fm/Eoab3oC7%2bTY4mxsgM9oPg23VGGD0t1ahr0ViH7obK9BeW4zmqkI0VOQy8tBSvReN%2bwpQWZSOktwkFGbEIScpAslRgYgP80VaXAhykiOh9fT%2bNUg8efeqIuK92xcUEAGnYUksZ/Gd%2bYPqsQJ%2b49Qr0A/ePquI%2b2E8uHUW90mCUgjj1GgdCgItYbd9LWyMt8JIez0sDfXgZGkGE51NcLbYgWAXRzjz%2bd7EGNjsNIKHlR6Mt67BptU/g5vpRpjprYcZVVOcEoyu2gLUF6ehtjAZdTxW5iYgPykMGTGBSIv0R0ZsEEqyE1Cak4SM%2bBCkRvkjkaAjA9wR7OmMQHdHRUJmQhi0Xjx6Gy8e3cLzhzcUEe9rrig1CDABqrk696qmldxv/BP4e7fP49GdC/8r3uNr94Uovv8OiWtK9YDvjjWwNRDg2nCxMISVgQ5279DHprVvYsPqlXhr1Qq88bMfw2DLejiamyDO1wVedubw3G0KJ1NdWBhsg6nuBriYbkaUqymKEgJQlByGkvQoFCSFIiXMC/GB7ogL9EBKuA/2ZsaRhERkxAUjLToQKVEBiAvxRrivK4K99iAh3G9RAS%2bfavDy6V189P5tRcSzB9fx/rtXFJD7b59ZIuG4UoOUhoCXLC%2bDf3z3Ikn7Zzy%2bO68IuH56SvnCqaluVEbZwc98M6y3b0CoowlCnXdht7E%2btm1Yhw1r3oTe5g147af/gdd/%2bmO8/pN/x5a1K6gGU7hZWyDSywPbt26GzsZ12GNpAltjbezY8HOEOBhQDWEozYhGIYnIjPZHcpg3khgZMQEozopHaW4yshKpjNhgpJKEuFBvRPi7I9THFQkRfshmSWh9/uIBJD774L4i4sPHby%2bSoLmsQKpyIAnK5HgU8IvA5/E%2bS%2bYJFfOU5fOUpD159zI/N4/Hd%2bZx/dQEeisS0JQbjmxfM8S77kCcxy5Y6G2C0bbN2Km7Bfqb3oLexrWwNtKDud4W1vtqmOmspwGugs6GVYqIzWtWwnjzWtgTeLCjGdIC95BEY4Q7GyMvPlDJvzg9GrmUenqUnwKflxyhsl%2bSk4jsxHCqIEQpIDrIE%2bF%2bbipSWBb5qVHQ%2burlY3z18SN8%2bdF7iohPnmkWSbh/XXmCMkbWu3J3EiDSXyZgGfyze9eW4ipJuKRee/vCEZQk%2baMsyQed%2bSEoi/GAo5kBDLU3IcLNAUke9ki0M0RjjBu6MkLQxvc28r3lUa4IsjWAI83S0WgjnOgbrvqrEWylg0hXGwQ6WcHZTBeRNMt8ElBXnI7KvCQUpUUhJyEYeUnhzH6Cyv5e%2bkAOyciMD0UyvSEywAMh3i6I9HdDFgkryUmA1i8%2be4pvPn2Krz95oogQEl4%2bvYMP3rupjFGVgqhgqabv/UAF72suvSLgOQl7Tg95/uCq8o3p/lY0FGeguyobLUVx8LA2huHWt5QBelsZIW2PGar8dmEyKxCnqlNwd7AamrF6zHeVYCwvGG2pfqiL9UBXVjCak3wRbmsI061robNuhVKIi%2bk25McFoLEsB9WFqSjNjkdBaiQK02NV5veShPz0GOSlUh0pUUruKTFBSIzwV2QU8LWqvRnQ%2bvaLF/j2iw/wy8%2bfk4hFEj774B494R2q4JoCKqDFBGVSlKOQIaRIiYgHiPSf3hMirrB8rrBTnMTB0V70NZSityoTkXt2wMZgA7byy29Y%2bTPY672FXLedaI9xxURWAM7VZeDeWCOeHO7D/el23OguxrXeMpxl6zxelYrnc4OYrM7CxtVvYMOKn9JLNsPVXB85sUsEFKSwFBJRLpGXjIqCVBSThIKMWKWCcj6vJNjKogw%2bTlOvybkaflbrV1%2b/xK%2b%2b/hi/%2bvJDRcLXn7yvVPDxk9sKlEj%2bDkdlmeRkR5AR%2bRbnAhmdxRzvkxwxvUdChpSGdAIq5MzhKRyZHsNwUwmSfKzo4OuxcdXr0F/3BoIttqHc3xqD6X44UhaLC/UZuD/ViqfHR/BkbhjvzXZBM96EByTjwXQb3hmqwp2JZlgY6uDNn/8YXlYGcCMBhSnhaCrPRl0RwRQkYV9eAqqoBpkD6hnVJVmoKc1GQ2U%2bmjkXNNcUq6gtz0OVvCYE/PoXn0DFNyTiyxdKBZ%2b/uK86wiPOBHc53spCc/7ICE4dGODiMqh2AxmNhZS3OSjJsCNj8LuUvpTJ/esn%2bP4xTA/3o6%2b5mj06FDpvvYntq38Kb6P1SLbTR124A8ay/JnhZFxsK8Sd0QY8PjKA56cn8PzEKN6nGt7b344PjvVDM9GIa90lSGDtrlnxGnytjeBnZ4KGkjS0VGSjuSwLFdmxSA33ZssLUMDb68s4%2bZWipbZEHZcfSzRUFXESzEd9ZQG0vvv2M3z3y08VAVIKX7IEPnr8jgIvcpcFRjbB49O9ODzWqWJuqkeRIefnScal4%2bN834RaeKT9yeR48egwW1QcaoqyUZAcjQAbGl5qKI0uAOVhzij2tUahjzV6s8Jwvqsc78504dHRITzldT44PYlnx4bwgvHsUDfeO9COWwPlKIz0wsrXfgIL7TXsAP5oq8xBe3WBUkFqpC/s2SbtrXYik61PgLY3lKONRLQtkSHZl/NybKIi5LGWyvxXH%2bEXnz1T0v%2bAA5GMszICX%2bQGKEBlRT002o6ZwWYVB0fauK114TiJOLG/j%2b/pV8o4e5BxaEip5eT%2bXiSFeqAiNx01dOSxpkrcOnMCZ7iinuRSUx7mglQuO8G2O%2bBjsxM9hSm4RZIfn5nFB/NH8CHH7s%2bvnsAXN0/x%2bSw%2bOjOGVpL183//NwQ5m6GpLJ3Zz0FnfSlqSzLp7s7Q094M/W1bEOzjgqrirFfAl7O/DHo5WusroCWG9/GTO8rwFHD%2b4SuU9/kjwwQ1gJMzfSr7sqsf5op6RNZUDjcneE5AntxPEqYXQ56fmulXpFw8MooZjqyD/ENzQ%2b24fHQWlw7P4NTEALrzE9AWvQf788Mxmhms2mGAqTbGipNx79gEnnAd/%2bACd4gZ7vBcaA601%2bJcfx3q00Ohu2El9uXGoqUyG201RehqqkBFXgo8HK2hvWkDYz2cdlsgl%2b6/nPGW2sXsN%2bwr/ME5hhBwlzX7Dg3thhgbze7h2%2bdoZBdVC5SB6PnDm2yJtxhv4zmPz9Xjmyrk9fdoeHLD49RMr4rTJOb40XHcLwzCcevVaM8MwnhdIQmYwZUjMxgsTUOy7XYkWNPI9DZwQjTCQD5VEuCEbOeduNBVxjIYxz2WxGxFGpoSAzBVk4/zIy3YG%2bONmEBX9DUye1X56GosVwtQCqe8XWbG2LLhLWxevw4m3DOigr1ogDmvwEr2pebl2LRkhi3cDrXky1%2beG8XNM9Os/VuqHL6nJ/zm28/xm199sRSf43t6xav45WfqPd/RPL/59H12gTM4d4gGyVI4QxJOztHIgk0wrPd/0BRkiYG9cbh2dBq3z86hK9Ufpd4ccc11EcjFKGS3OfZ39WMiPw0BRtroSPHDZ9eO4nx1Doq9d6OnIAPzTaV4uL8DrQWxXHASaKyV6KD0OxrKOPPHw83BGgY6W7GNCti6Yb0qA29Xe5TlpS6CXap7IaCRBrgcLbVl0JKWdv3UOO5enOU0%2bAC//fUX%2bP33XzO%2bwe%2b/%2bxq/%2b/VX6pzE7777UoW8/offfK0ef/vF8yUCBlWcP0gi6B2a3EB0GfwEox7GODlQj%2bsHh3Dn3FGMcSgaSPLAYJoP%2bhM8cKYqC1c663BoXzYCTTahMdINLy8fxtXWCmQ4W6E6rwgHinNxb7QW7cVJqGPr6uUK3MUVuIntTeZ7UyN9RcB2AtfZslER4OG8m3tABHt%2bsur/AlgIkDL4FwI0sunNH8CdCzP4%2bPENfPfNx6%2bA/vbXn6vsSywT86fff4s/M/70u1/gtzz/5Uf3OSDN0gAHcIG%2bMX94COdIwLXuckzarsesmz6ujjXh7pmDuH16FtPlaZjKCcHlzjJc7ijGfGc55tvLMFsQgVQbPZR5WuPx4QG2xCG801OHB1MDeERVfXBmFA358agrzUItJ8xG7v2VHIB8Xe1gpLcNRrraKvS2bsKO7bpwtrVCgIczleCAcI7AeWmxKOR0WEJVVJXkqKitKITWfbmpwf6tuXgA7908zknwAX7zy09ekbCY8a9Uxv/yx%2b/w17/8Hn/982/xx9/%2bEr/%2b%2biM84dx/XkAz%2b0KAtD91H3GyHfN7I7A/xAzH9yVCMz%2bH2yenMVoYhyHK/HzrXlztKMV1EnF7qA7TuWGIt9yGdFsjaEbb8ClV8OLsDJ7xWp%2bwC3zI71eaEoL4EA9udK7IT4lAEZcgMb/l7OuzC8jRzNgAtlZmsLbYCQOSYmFiCHen3fDcY4dAHzckx4QiPSEKWSlx0Hp46yweyA2Oq0dxl0p4//YZfP3xQ3xPJSzLXgj442%2b/UQT8559%2bq1TwPUn66NFNXKJ/nD7Q94qAS8dGcOXoCC5xfrgy2YWpPVswEu1I%2bR/GnRNT6MkI5Q5gjf1F0Thbl4M7gw04U1%2bAVOvtCDbciNYoDzw6NIKX5w/hswtz%2bOTsAXx54wSenp/hIOQEB3NDWJsaIMLHGQnBHnC2MV%2bUPldq7Y3rVQmYGOjCcqcxdvAoz7frbFHnDKkUC553d7aHnyeXLl9PaL1HAh6y/ckNDM2lQ3jn7BQe0IRevn8T33zyiDX%2bDL/%2b6oUqjd98%2bym%2b/8VLZXxPuPtfPDaqWp8QcGa2X5FwiQq4yvPXjo/hEueBY%2bneOJTsgXeY/TsnpjFVkY58VxN0J3riQste3B1pRpGbJQJ01yLKXBuTOTF4evYYnrAdfsCy%2bvTyHL66dRIX%2bD4vG2MSYABzjsSOlsZwszWDOetfzG/zW%2buwYe0abOJRdwm0LstBCNDjBrqdK7gqDwM97DLfCQcbK7g42ELrAcE/WL6Hx8nv1tn9uDo3RADDeOf8fs78B3Hn8hE13z/jqvuAg8llTn4npmQQ6sIpzgGLBMhkOIh51u4VRcA4rlMFN9hl3pvnqMwd4ja7w2R5KgrczdAR68raL8aV7gp0RbvBnwuS1eqfo9xzF2f/Vi5GQ3gy1YKXbNFf3ZhDf2UmHE31lQLMDbRhZayLXTv0YKy7RWV%2b0xIBG9etZTtcR1LWYxtVISGE6G3dSEIWDVKUIETsNDKA1j3xALnZIff/ONPfVASM4twsx92pDhwebsKBwUYF7DoHJAF88fgE7pG4R5wX5D6B7AXLCrjAL36ZJaAI4Pmbp/fjfc4X9/j8BoeqgexIVIU6oTPGBeN5ERgvTUY3B5zmBD9MEuTplhJoOAA9Zcd4ys%2b8ODmKx1Rlcrg/dpvowtqEX1x/CyxIgqWRDo1viwK7hf1/E8FvemstCXlLlcRWHoUMOS4SwvdtlFlh7SJhDC3NleNq4VHrLsdfuYN7RX7BmWVW93fj%2bHg7jo614Sq/jAC7ydr8Fc3vT7//Nf7rr3/Cf/75d/iWm6SszNIJxBAv0guu8hqKgDMzeHhuP97Z34lLvM5YYTxqw53RFe%2bJwZwohFnqI9/HFuO5cbjZ14Qnh2QZOoQHJ4/g5mgXPj49gumWMliK7C0MYUHQJnokwHAbCdCFib62kreu8oC3mO0N6pyxnrYCvXHdGgVYh%2bBFBVIGQshmEqPNz2gt/5Ijs/8NflkZjMTYzjKjp6Y49o624Bi/%2bBWeu8BhR26V/fkP3%2bHv//M3/OMf/4/xD/ztv/%2bqBiOZJkUJ8yRAyuC6qIAKeFd%2bHhvmONtbjaG8SFQG2qIryRdnG/KQaGmIoC1b0WzjgClnD1wMCMM7CTl4t6kZ96ba8dH8DIoTg%2bFmZYhAZ0t42prCjbuDHCWcrXZgN03R0lhPATfdvg22fG6z04DdYYsajUUNhrpbYc73WJpsZ5vUwU5DXdjvMoXWv/4uOKXqe56Zlro%2bMdGOw0MNOEoDEnOTIeeJ5pIiQID//e9/Z/wD//O3/1adQkbqUzM9SgWXeA1RwRWWy10SO1eXgaN1WZgsTURNuCNKfKzQTyOs8duFrF1GGPLywa38CjzZ14XHNT14NjmKL64ewfx4K9JC3ZEZ4YlMboOpYR4q0sLckRi4B5Fe9gh0sYGXvbkiY88uE/g6WsKf51ztLeFobcYwhYudBbycreHNcLIxxR5bC4RwadK6dppZPyk3OyTz42q9Pcc1V2p9brQVBwfqFAkXCP4sy%2bIpjfD3332Bv/3tv16R8Ne//AFfv3zEz8rnel%2bVwmW2xPmjY7hB8ztYkYh8d1MMcpwd5RJUHmhD9zdBT9wedCS4YSg7GFMFibjArfHxgRF8xLX6HtfhrioOLEVJqOYCVZ4Vg5KMSJRmRqE4PQL5iYHIivFDeqQPkrl5xge4II6RGuGNjNhApMcGqZuhSRF%2bSIr0VxEf5oNQnz0I8XVBQoQ/tBZ/CZ5QX/Tc4VGcOTSsVtsT3PiODDfjQF8dZrmJnZ6mH0x2qjtAfyABf/nj9/iv//ufajD6w/df4sWDq6ozyHYoS5HsBrIuJ/EP1mRF4WRDFoKN18Nt%2bwa0pQViiCTku%2b3AUGYALrETXO%2btwu2JDjzmFPni7DRNcJo7QjX3/Xx01hSgpTwLdXtTUV2YjFoea4pSUZmfhMq8RHUszYrF3jQORynhKEqLRHFWHEpzk9QtscLMOBSpe4SxHI/DkURS5HeB9PhQaF3g5ibAz3L4OD3LDB4YXPypeqITh4aaFAH7e2pxlGo4OtahVuQvXtzDH3/zFf7yh1/hzxyJv/38ieoER2mY8gOohLwvIyESG1f8GBlhnpirz0S46WZYb1yBXYx0b2vsi3BGsd9uHKvNxUMS//H5Y/j02jyeX%2bZMcmwYw1yCehuK0VVTiLbKXDSUZqC%2bJANN5TloYNSVZKG%2bLBf15bmoyE/B3oxY5CdHIC858tW9wBLuAsXZSSjJTUFBRjzS40K5P/giNsQHaXysdfYQJ7nZEZw8MMTdX8APYG6qF0dGOzBLAmb66jHVU4OZ/gYcZH%2beHW5T9wjepnHKbCD3A%2bUW2RGOr3Mk7RizeIrdY7irAT7unti8ZhX87XcqD4jfpQsPgw1w3rYWFm%2b9AX9LPXib6aAgwBnnBppxY/8gbsvWSO94fGIYCWFhKOMX76ECGgm8di/XZkZ9WTYjBzUl2VyOctV9P7kLLL/9yW8AkuXinCTsK85CWX4q9vKx7AA5qTGIC/Nj7bsh1M8dSdHB0DrFrJ84MKSAH5/uJ/g%2bHJ3oxqGRNtX/9/fXY6K7VsV0X6MiYLK3EV1cRYfa9mF2sBmHeE4IE4UcGetQPtBUXQJPT%2b7pFg7QXfM6KkMdkWhriDib7Sj03oVsdyuEWugg0lofub670JcbjmPtpbh5oBdPzk7gxZkxRcCuXQ5ok5sZzH5NUdqi/LkM7ZM7vMx6ZWE6ygVcUiTSYoKQGh3E2g9BUWYCKgozFPjCrEQUZScjIzESEQFe8HN3gj8XpdgwesAJDh1zKut9ODbJzI934/BYF7Pfyqw3Yrq3AeOdNRhqr8Z4dz1mBlowxmM3zWq0s1aBXw4hYY7kzR8eQWtdBVzdvOHtHwfdbQYwXP0TRO82Qq6nFXoyQzFTlYu%2bnGj0ZofhUHUqbo014unpcTzn9Pl8/iCeneGKzrLaW9mAhtYezB8/iJKseBTn56K6OIeST1XqkKPcE5DMJ9HUElnbcu8/JzmKdZ%2bI3LQ4Zp6lkZGAVC5Bwcy%2bj4s9vBlh/twF5qYHcXSqH0cm%2bnB4vAcHOXwcHOkg0GYFfqqnHiPtVehtqsBwB7e2/mYMtNWgo74MIx21SgGzgy2KgMMj7RjvqkV1aT7Ky0rh6xcIF69QeAUmw3ibDsJ2bUdp6B70F8Th7EArzg%2b240hbFaaqsnGRRvt0niM354bnbKfPuPzcP9KFT19%2bgs7eUSSFeyLG3w1BYbFIzihCdFQCEsO8VD0XZSQiOyFc/f6XHBmofgLPTYlW9wIKs5JQkJlIJaTQkyK4GnupNVlUEBHoBa0j3LcPE/zBsR7MjnZjZrgTM0PtBNqISe7jE911GGzdh876Egy012Cir1ndkBACRAkHlnzhIOPM7BASYyJgunMniktK4OPrDxsHd/iFZ8AvOA0xbs6oinRHJzN/bqQLtw5P4jL/9lxHFY40FOAh2/H7Fw7hGUfnJ/SYh9xJXn7wAeZPn0Bxcjhy0jJhb28PZ1dv7PGOwC4rS9juskJKeh7ycotYFrl0/hTWexrrPwf13Pdry/KZkDyVlNL8dKohjqswyyU%2bAtmyDi%2bC71XgD/BL7R/qwPRgG6ZY5%2bOs%2b3ES0N9Sqf4BoY%2bZH%2b9tRhfl39lYjoledomhNkXAkYleDPZ1IyI8AsaGBkhNTUNoWAQsre3h4BqIwKgshEZnIzsqAo2JASrzd44fwp25GdyiCV%2bb6MFdboCPLhzB04vH8IK7yZMzk7g1f46my33grgb7ajsQlVqCiMQC%2bIanwyskBT6hSXyej6TsclTXtaO1uRm1FXL7qwT1%2b0rV4%2bryvagqK0JFMUkozGEZZWFvXiYjC1oC/sBoD2YEPLM/TVlODbRhvKdB1fhoV526B9dasxd9rdUY7W5EZ0MFPWAfplgO4hVHpwbR3dWFxKRk%2bPn5Ybu%2bPry8vBAYHAoLS2sYmVrDwS0IHgFx8AhM4B4ejKr0RFyeHGLLO0vTO4z3jnMN5zD2/jmScmgIB1oq0FORh9tXr%2bD9R8/w6MkL7N3XgsikIgRGpqtreQcnwd1/8RgWn8vIQXltJxqaO1BXU4X66grUVZWjdl8ZqitKUVVegsqyYlSU7kU5o7SkCFqL4LsJvgvTzP4UCZjobyXwBmV8wyRBJN9CJ%2b5t4fOuRnQsESBKmZ0aw8joOGrrmxAZHY%2bdpuZYu3YtTExMaIIeMDW3xBZtzukW9rBzDYCLTwT2%2bETDzS8GkREJbGcVGGyoQ8%2b%2bErQwO4VJCYgJDoOLqy9qG7vw8vNv8OTFJ9A8eILMohqExmYhOikfARFp8A9PRVB0FkmIhWdQAkLj8hCZmEfjbEZdcw/aWprR2dKA9uYGtDXVo7WxDi0NtWiur0ETo7GuGlozIz0E303wnQTfgckBGllfq%2brjYnZDND75XxwhoKe1BoOdDeqfjUZ7WzC7fwrtnb0oLqtGQEgMdlo6QN/QFJu36mDFypXYtHkzTEiIrp4BNmnrw8x6D2z3%2bCkSXP2i4OIXDQePUNhTHTaOXrDna84eYppxCGc2T56/isfPP8a9R89x7MwlhMTmIDGzTEVUUgHfk8tz2VRAIhURT69JZ6QiKjkfZbVdqG3qQl9nG/q7WtHb0YKe9mZ0MzpbmxhMZEsjtPaTgGlmfxn8RD9XVoIbkv%2b0WiKgn8Dlx4XOpir131n7xwYwOTGFiuomhEYmwcktAFZ27rB28GCmbaFvZIaNW7bhRz/%2bMVavWQOTneZYt34z9I0tYWnngd0EuscnEl5B8fzyCfAkYHeS4RkYC29mUjKbklMBzcOnePTsQzz98BN0DE4jMnkv0vKrkZZXhdjUvYhIkIznIywuhx6TST9IoRISERyTjay9DSioaENDYwsGu9sUEYqEjkUSutoWidCS/6%2bbGurC5GCnAi/ZH5V/O1siYKC9Fj3N%2b9BWW4IR%2bX%2b7vj4kpObA3sUfuwSMozed3gt2BGW3x58keDHTTthhvhva%2bsb4%2bWuvY%2b26t7D2rQ3YsEUXhjt3w8LWjZkPgXtALD0hTsnXi1/cOyQJvmEpCGCNN3WN4dlHn5GAj/De0w9RUtutCAhPyEd8eilSc6sQnVyI6JRCJGaVk5Bi5Q/hjBCWQjJfTytsQFFFM0G3UAU/IIDRpUggAWCFhNcAAA1gSURBVJPL4Ac6MN7fzuy3KaBDrPXe5ipFwMz4AEYH%2b1BeUQWfgAi4eQbBwcmb4L1g6%2bzL8KPTB8HZKxz2dPxd9h4kwRmmu5xgYGKF195YiVWr12DD5m3YqmcMIzNbkuBO6QerduZBAtwpYQ%2bSEMhOIUDPXrlN%2bb9k/X%2bKM5dvISF7H8ITCxFGAiKTChGXVqwiOqUI8RmlioTolGL1ekg8u0JOFZLzapGUW4t6%2bpOooLdjsRSUAtqbFhUwQfDjBD9G8KN9i%2bBVptvrMdzdgsMHOYGVVxN4GEIj4pCRxQwkZsLR1R92BC9Zt3cJwG6S4MT6dXAPgZ2LlIQHrB19VOy0csSqNW9hPQnQMTCFrqEFdnBEtrCVcvCHE4lz9Ytl9tPgE5aO0roePCL4dx99gMcfvERL3zSBFSqTkwiLz1PyT8goRkxqEc/l8FjMVrgPEVRAfGYlUvPrCL5GEVBQUssSaPlBCTSp7CsCxgc6CX6RgGXw8h%2bX44NdOH78BJLTsmFr76IcPiePF09Kp1n5qJp3dA9mxgPg5EkjowKEAGfPcCohQpGw24ll4cLzPLfb2R%2bbtxmyLEyoADuY73Yn%2bAClAie%2bXxTgF5EB/6hsHDp5icA/wcMnH%2bHiTQ2S82sQFJNLg0tjvecqjwim%2bwvwCGY8jiWRQGPM2luPRJKQlFuNjL2NiEmvUGWQxs%2b3NjUpErqXpN/JUCY41r9IwGhfO4Z72jDErI/00RAnJ5CZmw8PL66O8UkIj2KGAsNgZevCcFN93YEECAki4z0E4ewZxvYWrR47kgxHdyqCAOW8yFyAbtu%2bE3o0QwEv7dDFVyKGg00avSAJKTS4uw%2bfQ/Pec0VCz%2bgsgmKZeWZdPELMTpxeqYADkZSDZF9IyCtrZqtsQEJWJXJKmxGbUcHr1arYV12v/k%2b46wfZVwSM9gn4Dmae9U8yJof70NPTg72l5fD2C0BcQhIc97jDysYB5jQ3i90uqp9LvbvQyfewpTl7U8ICxCcKbv4x6jUhxdU3SpWEEwmQx55sV54cWmwJ3sTSCXYyHAUtngtkRqUMmnsmcP/9D3HnwVMS8ZQZrEVkSomStj8VEkoFBNEnxOnFEKNS9jL75YjLKEN6QS2HpXakF9ajoLINcSyFqNRS%2bkENy6CG8v9X8K8IkIwL%2bJamBoRFcGWMjEJ0bAJcPXyx245GZmyO7cYWNDVHgvdndplVrzAOIDGvAAsBAlKcXZ7LcCKh1OEdqciRDPpHZiAssUgBFw%2bQtigkebIlurMjnLhwAw%2bffqzq//j5azQ0yfJe5exCgAw%2b0u%2bDhAAqQAgQ8EJCUs4%2b5JQ0IqOoHvlsgdEcm/0is5BIQ8wsqHol/WUCZEDSEvDjBN/HNmHv7MqebYpQzvOWVrsI3AzaulxlTSxhbkNXpwKkhzt5hhB49A/aWLwiw2Pp%2batzfK6CRMjk58ajEOAXka5qOjA6h1mPgaW9p%2boKziSroqETx89x/KX8e8cOszQyVXsLSyhAAPeJ4JgcdQ0xQ%2bkKUewYMWmlLIMSmh9rPr8WGVRAXnmL8gOv0FSWQuWSDzS%2bGoBeETDc24GJwW40cByNTUxBTn4BHJ2dob/dAHoGJtAzMmXvtsIuB086upea5KwdPZUSPIPi4BUs/TuRQGOUAiTLQoBMelIeShUkR3q9DCq%2bYamLANiqIpOLERybq1qfP8H5MsMeQclqwSmsaKSZVSmSJPtCmpigdAq5hpxT1yA5ooJo%2boAQkEwDTMmrRlZxIwmohDt9JTq9XJVDTW09uloF%2bCL4JQI6Mdrfhfb2NjS2tNHlkzm/m8Nox05s5gxvwOzLMrPLXlzbl3INUj3exNJOZVkMySc0WZEgI66A9yLYZVUIEaIMIcqP8/viMV2ZWkRykQIhm53IW7pABOXuH5mpiPAOlaEoUxEm2V8kMI3qyVHbpZwTbxAFxBKkmF9KXo3ygPzyVjUkufhxrCbRUnaV%2b2oVAW1Ni7uBhNZgD02wvxut7TSPnFwanpsCr7vdSMnf2HQX9DjfSwkIeKl5I1Mb9vKdzG4Ev0S6yph4ggxBHgExalNTSw/NUbqCqMMrOEG9T8iSTAZGZ6p6DuZ8H0ozE9BBzLYowptrrrzHh/IVwJ5LA5J/RKY6F6QeZ6iQ86IGqXchQWQvKsguaVJDkhAprTU4Nh8l3FlkOVoGrwgY7uvEyNAAqusb4O3LVdZoJ7bo6ENbzxAGOyywZZseS2En%2b/YeZX5iVIYkYM269VxgPJW0XQlSfEHKQmaCPT7hiih5LCoQAkQRi0qREolXivHh2CsEyJdXWZZsE5RkWtZmOQpgr%2bBFNUibFAP0DUt/BV6UIARIyBgsE6AoQUoglq3RIzhlkYC4fKRkFf8LeNkOtdpam5GamQUXNzdV97LEbGXmdVn/Jpb2KtPauoaqA9hw/JVWtoOr7ZurVmOHmc2S0dHgKHWZCey4I8hjj0DpAGFq4fEh6GUFyJwvvVwI8GX5yOMQaW1ibiwNL7ZEmQkkvEOSFRFufrEKvHsArxGWqjxAFCKgpX0KEeGUuNwsiUkv4whcg9wymiCJcPVPpBGmqVlCNsi6mmqC51pM8IqAkIgomFtaYQ23tjVr12HjZm1s0zei7HdyhHVQY6zOdhNucuZcd%2b1VBs05C6xYsQI6fJ8Lsy3gBKw9FWBLnxClqHWXZeCpPGEx475hyYoAWWuDYkT%2b2Uvgs1U5LG90AWrYWSTDUy1JyUoFQoY89wpJVspQalgiK1gAsudHp5UqFeTRAyLpMU5e3DKpAr8IKoXvKS4pQ1vj4j2B5vpaaAWGRXKx2QMdPX2s37gZm6iAbduNlQLMWPe2HGnNbPaQFGMCNlYZt2Lbkn1/A98v5igKkBIQhVizW%2bx29lGe4Oobqdql51JXkM8qFUSlKwLEB2SwESOV7Es2ZRuUx2KUAlhGZAHsrcphsSRk9xci5Oi%2bFIGUuagojK0xfmkSlPKycwtVE6eoRwiLS81HQ2314k0RuSFSVL4PAcFhMDDaQdfXVdkXyQsJogAZVaU/yy6/lnUv2RVSVr65iqpZq8rAwT1Q%2bYC0SSsSIioQA1wOIUIIUR2CagmITKP75zL7OSr7kvkA5fQZi22OhCxmPUkdBawAkNtfe7yjSHaE%2bl4yYAlJog7pINJRhIDYjHKlAPEaKwdRZDgfJy4ZaBZKy8pJQDUaSYRWWDRd28cPW7S1sUlbh9uaCSW/Q4WssgJWRlUZgFavfUuVhpxbtXotVrzxBrR1tnMxclOZdmSXsLR15eu%2b/IIRP5gYoxdbIokQtfhHiHylG6S82v/9I9JUeQlYGY72qLE6TgF38YlWoJ29SCSPTh7h6px4g1LIkkn6KRVlqzJI4eBjxwXNws4b9txJhDgPXktMM6%2bgmNmvQn3NPmiZsf6trG2wevUqVQI6hovDj4QQYMOVV%2b6%2byhfS5i6/cuWb3AdcsWGLDl77%2bc%2bwjqqQSVHASxcQs5Q7Q9Iyl0PIED9YniDdVDnELA1SCQq8GpTCUlTWZGKUEHCuXJTkywt42SodCMbRI0xtnLI7yOseNEh1h5jqkXsB0g1iaYYyYZru9iCGAEWGEOrP0Tg1IxcNBF9XXQktW0dXGBqbKDnLTQvJvCEHHzE9HbY/MxsXdXEX/jG5k/PGGyuxjV1CW88Ir7/2c6xetUoZpynLZbeTj5oXRAV2Ln4KvKzLigi3f4ZMiKIK5Q9B8YqERX9IVvJXZee1JHOfKJVtOcrO4OAWwhU6RBEhR1GGfD8BJ%2boRH5AtUGaAHZaOMNnF7dXBR22f0klELbZOHigsLCQBFdCy2%2bO5YGxuvbBpq87C%2bo1bFtZv2LzA1rdgZLZ7wXCn9YKptfOCi2/UAv/Igq1r4ML6zdsWfvbTny5s4pFqWFi5YsXC6tVrFrZo6y/stHRYoAIWSMICzXDB1sVvgW1RBRWy4OgRskBPWOAWqYK%2bscCMM%2bIWmP0FkqCeM/tLEbfADC8Q/AJlvEDQ/Fz0gp1bMK8dxGPIApXBczELXLUXHD3DF9wDExaiU0sXaLwL2/SJw9xugSQsUAXqelzVFba0jOyF2qryBS09AyOanR0z7QQjcxtK34xzgCG275C7NnY0Nm/WdOBiP/aPh7b%2bDvzoRz8CgWPVm6vxxuuvqcckgdMjfWPH4uisbpLyszIXOHmEKC8QT3DxjVRrtEyIMhaL8flHLt7NVeZHFcisIT6w3AUkc3LPwGWpHBxYAoulEM42R1%2bgGRI8bOWmDJ/L1Cd/Q1vPRKnA1MYN1s7%2b7AjBi/cwPEKRlV%2bK%2btoqaK1atUpDCWsIWEPX15ja7NGY8KhrZKZh/9fssLTX7HLy1dg4%2b2kcPEI1%2bjusNCRA85P/%2bLFmxeuva95grFzxhmbFGys07BKazdr6Gl2DnRoTCzuN2S4nDctBw7aoYXloLO3cNbYu/ho71wAN1aBhxjXMlIZTo4Yq0zD7GreAOI2LX7SG9a5h5vmeeB6jNQTIz4Rr7N1CNQ7uYfwuYbxWkMbayY8h1wzR7HYJ1BCoxjc8Q8OhTLNx63aNwU4bYnDS7LR21Zjbe2ks7Nx4vUhNeHyWpqy0RPP/AXYYce4wSeJrAAAAAElFTkSuQmCC' /%3e%3c/svg%3e)
Stefan Mitrović Jokanović
Transakciona analiza i Telesna psihoterapija
Kreativni psihoterapeut preduzetničkog duha. Za mene je psihoterapija životni poziv, a ne profesija! Verujem da je jedini ispravan pristup psihoterapiji - holistički pristup. Uvažavanje uma, emocija, tela, duhovnosti i društvenih faktora.
' width='500' height='500' xlink:href='data:image/png%3bbase64%2ciVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAAsTAAALEwEAmpwYAAAgAElEQVR42m17Z1eba5YsH2bdmbl3Teg73Sef45ywjW1snI%2bzjSPJNmATTDY554zICEQWIHLOSCSRc47Gxjmc3N3zL%2brW83C6e81a98OzJARG765du3bVi2ywMdmOzVktXs334vWiHm%2bWBvFmmWdpgEeP1wt9eDWnw%2bZMBzYmW7E%2b2oCV4VosD1RhWV%2bFpYFqLA/VYW2c35vpx8byFF5trmNjbQHPVuexNDeBtdUFTE8MQdusQX25CmqVAkXZSagqyUZbcw16e7rQ1liOsvwkZKcEobVODX13I/q1DRju10LbUoG2ugL0dtRgbKALIz1N6GkoRG9jCSpTfKCOdkFemCOyg%2b2QGWiHZO%2bHiHU1Q7jDLQQ/MkWw3S2EOtxBkP0t%2bNnegPfDa/Cxvo4A%2b7sw2JzVsch%2bWfTb1RG8WxvF%2b7Ux%2bfiOX79dGf4diB6C0InnU%2b1YH2vC2kiDLHp5uB7PZnqxvjiB1YVJrC/PYXF2HLOTg5gY7sHc9AiWFmfR09mA7rYalOanIykqENlpLDY9HjWVpRifnsHwkB4VxRnISAyErqMeXS2V0LVXY6CvC33aZp5GjA33YXy4lwC0QN9Shu5qFSoSn6I80QvFsZ7IDXdGur8tFF73EedmgcgndxBqfxshLD7syT2E8gQ8FiCYwv/xbQQ9sYDBK3b4zfIQCx7Dh2cT%2bLAxyTO1dZ5N4v36%2bBYQBOj1Qi9eznYRhDY8G2%2bWQGxMd%2bP96w28/r3rK4vTLH4II%2byUvrsFYyMD6GypQUNVIao0hYiLCIS3mz183B0R6OOOmPAA5Kky0FBbiroqNdpbatHf04b2pnL0dbehu6MRA72dGOxrl79rdKgHk6N6TPBxhAxpL01DbWYYShJ8kBPqiIyAR0j2sUa8hxWinO8h3ImHhYc7myPC1QrBjgTB7g6CWXyoy30YiM7L4kXhL2bwcXMOn17O88zx%2bSw%2bPp%2bWwAhGvF0ekCAI1rwgCM%2bnu/B6YxGfPrzBGwLw%2buUGXr5Yx/ONFcxMjUHf04nhgW4M9LSz%2bCIkRocgMjwE4WEhsLO2QHCgP7zcnRDk44ym5iY0NzegpbkO/X3d6GpvQHOtGp2ttRgbG8b42JBkw8hQL3/3OGYmRzDS24aBjmr01BejJjMUhTHuUIY4IMXPFgmeDxDtZo4oFzLBlcfNEtHu9xHuYokQJ3OEu/K520MYvFsdlZ3%2b%2bGIWP7xcwI%2bvlvDj6%2bWt82pRgvGRwEgQBBOWtkB4vTiAzZUpdv85Pr57hTevNvDh/Wt8%2bPAWb968xNLCLPq6WER1HsZHB5CvTIWvqz0S4mIRFhoCZ8fHuG92C7eunEO2MhPt2l5oNGXo6OjA4tpz6HRaNNSUoFvXjrmFRej1fRga7Mf8/CyLH8LS0hImR/oxptdiSNuEzops1GSFEwQPpPo/QiJ1IMbdElGuPKJ4nhgCEO1mRTCsEP3UGtFej2AgKC4K/OHlIn56s4yf363il/dr8ojn4rUfXpERL6b/AQJZ8%2bHVGl6J7r9/hXdvXsjOv3n9EsuLM2TAGuZmp1GlVqIsL5mz3Ii4MF/YW92Gk50NQkPDEBAYBDub%2b3BzsEVBUSlCAvzx1MkBcVHRUGXnoFRTCXVhHmJCvKCICZYMGR4ZxezsrByFuTkCQWEd7m3BuAChqxEt6lTU5sQgL/opUvwfI5ZjIAtnwbHuVojzeCCfC0bEEIB4X3sYiFkXXRYdF0X/%2bmEDv318Lo94Ll4TIMiR4M%2b%2bXxvh8yX89MM7fHi7ya6/wceP77G5uSGLnxzTY4Fd0rbVQ6kIR42mALXlavhz7m3NbsLC9Coc7ezh9MQJsTFx1AFvsuASDLd9gXtXL8LvqQ%2bsbl6Ft7s7UhLjEObzBHGh7ujt68Po%2bJQEYXxsBCsrK5ggA3TNJRjVd2CKz/tbK9Fako763HhkhzmRBdYShDieeM/78oQ73UHgoxsIoS7EepMBH56z%2b6S66PZvH1n8Dy/w5x/F2ZTPBQg/vVmRAAgGvOe4/PLje/zlt1/w5z//it/%2b/Bt%2b/fUXfPzwDhvrS1hbWcTszCRaGyqQFheMtpZmhPk9hc3dq7C/bwEX%2byewtrCiBjxCeVU9yivq4PzQEubnj8DuzlV4OTrCz90DGRkqlJbVoLOrG5Mzs1hcXcfE5Iw8M7NzHIV5jA3poNc1cDP0YHFuClPcEj0NJejQZKIiPQxpgfZSC8Q4JHnbypHweXgVT26dhYv5BQQ%2bMdtigJj9n9%2bu4te/A7C5BcCnF/jl3Rq1YGGr%2bPVJfHr9DL/98iN%2b%2bfkH/Pbbr/jrX/8qH9%2b82cTq0gzW1xYxRwCqywoQR4VXZijx2Pwmrp06hLuXzsLZ1h7ert546uiMcD8/rkU1ClLTSNVHCLC%2bA5d71xEf4IvCrGzEBgQgJToWZRyR0bEpnkkMDY2ir7dHCuxAdzPHYJCiOIL19VWpO8PcIH30DZ2VKhQm%2bCE9%2bAlSAx2g8Hssqe9idgE3Tx/GDR6Hexdg8JYrUGwAMQZbGiDmf10WLqnPTfB%2bfWxrBS4O4ocPr1nwL/jxhw8E4Uf89b//Gz///BPWaXqmBP3ZCUHR7NQE%2bHu6ITw4DPYWd2FjegkWBODBtctwtbKgCnMEPBzZIScUxYahIj4U6nBv5AW6oSk7GZWKaJqcWOSE%2bCD6yQN0NjZB3z%2bCuuoaaDva6BWaaZK6uHKHOXIzWFlepN%2bYx3BfB/T0HD0NatSqOAqRT6GM8IDC306q/6ObZ3DaaB%2bO7t8Fs4vHYbA%2b3oKXc93SCL2XXmByayVSHN%2buDOEVDdCLGS3WRhvxZm0av7Lzgvo/81FQ/78JwJtXzzE9rpdmZ3x0EGMTkwjy9cTNi6Sa9X04cfYd7pnC4a4p/B49QOhjC6S720Ad6ILKKF/UxftDmxGB0eJUjPFMapQY16gwWV2GiepSdKnS0Mgt0lHPwnQ90Gl10Ha20xP0oo9rcGyom8BPSyBGuXYFCCO9HWgoSkVBvB/y%2bPsVgU7wsaUGXToB4wO7YbhzGy6ZHILBVEcR5nvLaWdraWyasTHRykOjQ5OzOixea5QAvVzQ493LVfyFxf/668/44YePfPyVTPhEy7uAualR2tkKXlgbuniR0WGhMLt0Ck/MTeFmcRNP7tyA3dVzsvgUNxsU%2bDpAE%2byGBl5ce0ooulPDMFqQhPH8REyqUzBVlolpTTbm60sxRyM1WEWxY%2bET47OoLCvDgH6QYA%2bhq7GUo9CE%2bdlJyYDpyTFq0BQtcw/aK/OhTg5BTrQXBe8xvB/dhumZozDauxP7tn8Lk8N7YaCvSsNIfRYmWlSYbi/AbGchZrv42JGLBV2hND3vny/g42tqwYeXLPonfPr4AZ8%2bfZQMeLGxiuWFKenOBvXd6GhvhYYXmBgTC1drSzy1Nofn/btwu3sdPvdvIdHDDnG0oUr3BygJckIjO6RND4c%2bOxajhQpMcJVNl2ZghsXPVeZhsa4Ei63VWGyvwVx3FwsbR2NtIxprKsmAAWhbq7h5BrHIzbO8soyFhXluiFVMTYyii/%2b2SpWATI5AsJMFnC2v4%2bLxwzi4czsMd2zDMTLBoLdcgcGaNIw2EITmHEy3qTDTli3Pan8JjU%2bfFMCf3nM1/rJF/59%2b%2blHOvVh/ovj56VHp%2bEZHBtHW1obYqEgE%2b/rB3dYaHg/M4GF5G77WZgwm9xBy/yoirC4jzckMxQGOaKb372Xxg%2bz%2bmDodkzQ005W5mK0uwEKDBkvs/iLX2xLX3XxjMWZ6dRy1HvqLHNrkVozQHE3TGS4szMnVODc3Q68wTTBW0d/ZjHp1BipyEhHGkXtw/RzOHjmEw7t24PDuHThmuFswIFUWP0kGzHQUYK6rCAvaAsx35mB9UINPa3r89mYOf/3lA3795QcpgH/%2b858JwI9Mfc8YdkaJ/jQGmNqGh4fQ2NAItycOdH0ucDAzxROuP//H9%2bH7kCy4egJepqcQZnkJGbSk6sAnqIv1RZdgQF4CRorTMMH5FxowU5GDuepCLDIULYnTVMqjxkJnDaYH9EySJWiqrSTwfcwJXdIhCnc4Mz2ByYkxjPJadMwVtUUZKFcmINrbEVZXz3AbGcN4/14c3bsHJw7th8FwXYbsvCh%2bXke6CT3oK8NyrxrrQ1V4t9SDX98u4ref3kkG/OUvf5YACA14Re%2b/sjRH1zeFkeF%2b9PX1ory8El5uLvCwt4aT%2bXVEuD%2bBv40ZrM8cgtMlY3ibnka45UVk0qIWE4DKcHe0JgZAr4rFSFEyJmhkJoUQ8sxV5GKxXo3l1gost2iw2FiExbYyTLZVoV/XzRjNQDSol85wdmZaAiAc6BivZVDfgx460Dp1NorTIrnzLXHvwklcPXWMW8BQAnDq8AEYjDWScm15mNWqsdhXLnP%2b6mCNPGsDGryabqUNnsWvP33YGgEC8MsvXIM/fqIWvMOLF2QBBWh4qJ/dr4NaXQpfT2/YmTOLu9oxg1vB5pwRLE/sh8OFY/C4fpIjcAmZbg/IAGdURXiiXRGMwXyOgIZjSPqPl%2bWQCRzH%2bjLMcAwWmgUAZWRAEZYaCzFclY0%2bas3wEAPR8ADX7jCvQTBAaMACJvj11NQk5mmXm6uKUVecjbCnDrC58T2unDxGBuwhALtx4iAZMN5E8RPU7%2bYb9FdihdtglVl/fbgOz4Yr8Wq%2bh%2baHvuCH91yBP5IBf/n7Ftik/19m1h8i/UdHhtHZ2YncnBw42zvA9fFD5m1rWJ7cD0uTA7hPI2R//hg8CUCczXXOvxMqI7wogoHozkqAvigTY/UVGG%2bpx1ClmqcEkwxGM9z5s0yIs9XFmCrPwkpTMYbK0lBVkI3hwSEMMSSJYufm57C8vCwzwuLiEnVhkiKp5ygMojw3BbH%2brojydobpeROpAUf27JJA/A4AV6EAQF%2bFlcFarLH49ZE6bIzW4/XyMH54t4mfP72T8y%2bc399GYPP5mhyBgf5uRtgextkmZCji4e5It%2bdkh7unDuPmwe24d2wfzIz3w8LkIMzOGOPh5fOwv3kDj0xNKZAWSPNyQ3NqNEZryzDSUI3BchZZokJLZipU4VFIC45GRmgcMsJjUKRIQ3lGGhIiI5kU%2b6Dn%2bwrwp6en5AgsEQQBgLDKg7yuyYkJVBapEO3rBg9bc1w/c0J2/tDvQmgwRgCmOgrJgNItBgxUSw%2bwNlSNzRkd3m0wBL3ZkNZXrD1xfvnlZ2l/3797g5cMQbOzM7yYLjTU1SErJQHeLo64d/0Kju7ZicvGh3Hp%2bAmcPmaCY0dO4dypy7h/0xJuj1zgZucBu4fucHL0R5RvMOrTEjHDTo%2bVZCPHzwOP79nCyzkQMan5UFY2oKxFi5zqFsQoy2HvGQuPIAVqq6ox0NuFmZkZ2XVRuBgD8fXY6Ih0pfUMY2FPn8DloRlMKHzGB/bhGIXQSAAwKgAQ%2b19LAewTI1C/dbuLLHi5NIp3L5bwiXlfdF8cof7CAosVuPFsmUL4AotLCxhhSisrzkdiRADcHltyxezFgd27cdyIa%2bfwCXz93V5cOX0eDlfOwPnOZdjTGXo%2bsobPYxukMfama6rh6x8DO0trhHnxdzj5I9GHEdrcDG5pqUjWdqBAp0NpRxdqOrTwi0zBvYdPmTlK0dfZgsnJSUxNjssREFowPT2N8fFx6RV6te1QJkYjyM0BN8%2bf4vzvkue48AEjDdmYaM3HTGcxFvTcuTwrww10foN4tTqF1%2buz%2bOnTe3b9J9n1n%2bkBfqIAbqyv0H5OYJH7V9BvcGAA%2bdmpUET5I8j9MS4c2oXrhjtw57ghLtN7H9x/CKZnz%2bHg9q/xzTfb8YfPv8Zdawc4O3vDzOYBAvMyEZqUBqMjp/H9JTNG4HAkOVjitPEZXLe0QYxag6CyKsSpK2iJqxERGoMwnp7mavqCVrrCEa7AKdrheWqB8ANzdI1jGNb3YpKPbY31CHK1l8709OF9OHFgF84cogYM1ysx1izGoAhzPRWY7ynH2ngHXq1M4uXKBN48X2bBH2h%2bPknx%2b0jlf//%2bNakvPMAYaUbvT5r19nZDnZsGdU4qPG3u4h5V3/rUAVidPISHXIGXjI1xxPAIPvvPf8OR3XvwPb/2pliqE1PhSC0wZ6etn3gwp7ujMMATMYGRqIoJROCt6wi3tUVqSAjSqS9lmbTK9fmIDgxFVmom9B2N6G5rYh7Q0/2NUfnnJAAL84sEZVgC09lUi1aClpscC69HZjDlNV07fgCmJ7gGh2ozaYTIgrZCTGu5cvpq8GJxFBsLI9hcncHbzXUmwLe0vh9k538gGz7y61cvn2NitJ8ipCXVRtHTrUNZQRaKslPw%2bMY5WJ89BMfzRtz/h2F/8RjsTS9yBC7C1PgA7pocgZ/lLWT6e6E4Ogzhjx/g%2bz3bCdAxOF29iO60cKhikqAtzkUbd3hFtD8ak0LQmhQEXVYkllrVCA2IQjVHbkjXwX3fhAE%2bjnMlzpD6CwsUwbkFzv8oPcIIuprr6RrbUJSeiDg/F9iZnoHtleOwu24Cg4HqdIgxGG8rxmQ7nddQK9bnR/F8aQKba/N4/XyFgecjPnx4h5c0PlsAvGPuX5a3qCfGhzHKWRMZoCSXtrMoB463LuLh6YNwOH8YtmcPw/rcEbjdOgurm%2bZIcrNDnr8TCgLdURrph/LYIERY38Sp/ftguPsALI7uYUjyQGdmGkozaMlrmAqLFZgsSsSwKgYDOVGoyStARFAk%2bmmTe9oa0d/VxlXMbUBbPDk5QfrPU5jnqAkMRdwQ4nsj%2bn4UZ8QjOdgdQQ734HLnDDzML8CgryIVww25GG0pwrSuCnNDHZgdaMHa3DCezQ1hc30Bb9%2b8pOK/lo%2bvX73A27evOf%2bTEgDhAif4ps1NDSjlHDdVa5AU%2bJR7/wAe0wDZEggLE0M40gU%2bvn4RTg8dkeLjhZKYCGjio5Dq6wGb69dw5IARDn/9GezoF8oCXDBFB9eSmY2s6BRUZyjRnJuPuux8FCiU9ADlaMpTcP7roG2qZiRulsVPkO5C9ObY/fn5BWrTDBs0jhHa5b7OJrTVlCI3KRwxnrYItLuNgEemMOjWpGCglgzoKMdUdx2m%2bxox09%2bAhdEuLI1348X6It69fUXn91HS/tnakrzru7oyzwwwhdXVVcxSebu1Xaiv0qCmrBhqZQrTH9fdSUPqgCHMj%2b/HPeN9sOE42F06C1fz%2bwhydEWIkwvCnJzhZWWBE999gRPffgY3usWmKB/M1miw0liLDkUCGpQFaC6uhK68lpmlBRu6eugq8qBn9O5tbZAAjNP7z0yxGWMiDs/KNSg8gMgK/do2OSJDPV1or6uULAhzsSIT7sJAW5aMvmolRlpKMKHlG/TUY7qXzksvWDCK9cUpfOLMi/X39vWmBGDj2SqeP1/H5iZX4KLYudMYGh6FjiCUF%2bUhPzUe0U8dpf21PX0I5jRBt4324AG7G2ZxBYU%2bDqiL8UNLUhj6VCm0xxdwlsXfpzB5XDaB2tsew3mp0OcoMKRiXM9TYqKG7GxtxFJ7PTWAUbirFX0UP11TjRyB8eFhMmBUit74iPg7wpgEQwjhAGO0CEb9Xe2oLyuAKjESMT6OCHAwg0FniQLdFRnQ1xdguLUEY%2b0MG921mCEAz5am8Xx1Du/YceH7BRNe0P2trS7yLGNj45l0X8NDg9B1dTKc9JEBJUiLDEBmVAgzwFEJgBXV9sbBnTCjIwy88z2y3axRHvYU7cmRGFTnIN7OCpZcSXYnD%2bPcd1/C5/JpdCaEopXbYCgnAyMlhdArqQPVpQxEZZirLcAgi%2b%2bhbe4gU/o6WjDKhDjCI2Z/empaAjBDJkxNTDIt6ghAPfoIgDpLQS1IQkq4P3we3YFBW1ECuspS0VuTi76qTIwQhLnhTo6Alt2fxLvXL/DqxZr8q8/m81VskAGb7P787IS8BTXBDaAjFTtaGtHT208dyEFaVCAVVwFvq1uwNiELzhzErcM7JQhOpHi89Q0U%2bTugI5V2VpmIYt8nCL11AeEW15D65CFqCeAQGbDEILNQUYxpDd1hYRbGChSYYw4Y02SivYoGiPTXNtZwvhmM%2bvskAKODA5hk8UL9RSSeGBvnGOiho1iK7uckUHty0uU1%2bjwmAC0FCWgv5srRpENbloJ%2b6sFoWykZ0IyZES2eLc%2bx6EV522udcy8YILRAiuDoEAYYRnTaTmqAFu1t7ahUFyFHEYu85HjEejrj0WlDPCIA96juVw9shzV1IZzqm%2btpg7poH5QEOCP2/g1E37%2bGIj9H9OcqMFGaQ9onY6WlnOmPMbiqAJOFKRjiCpwsjEM/Y3NDST562dUejoWupQH93VqqfS8Ge7UEQtwkmWEW6MFA39bpbKhCTbEK8QHuiOUqjPN3RqibDQwa8xLQWpwMbYUSnaWpEJowzMw9P96HhYl%2brC3NYHl%2bErPjAxKId9wGr7gJRAoUt79HOXPiPoC2swOd7R2oKS9Daa4KhQwsyphIuF49KUEwpwheN9yOB0yGIffOI9/LFomPbsH7xmn4XD%2bLSHY/naNQHuiN2tAA1AYHoDMpCf1kUndaLJpivdGb4o%2bZMqp/oQI19Bz6jlb087RyNDqb6kj1XugpdEL8hBUeYVoc6NFCT3C6aIbaayuQk0jf4fGIALgwHTrCoFYVhw6NUoLQWpiATnUixrkNJvqaJQAvSXsBwuL0MFfgc7kGxf3/BY7A/NwURujA2ihEne0t8m5teVE%2bipQZKFWpUJCsgO%2b9S3A8exCW3AQ3OQb3%2bRh5/wrKgp0QbHEVx7/7Coe%2b/ALHvvwKZ7/Zgcvb9uH%2bHmqH4XlY7T%2bPe18fRsK1u%2bhKDcZQbhTmKdi6ohQ0lBZggKPXx/fVNtdKN9jX1UEQuhmOuuXuH2LnBSv03Z3QNdegqjAbxXSSafQfMb4uiPRxgkF9vgIN%2bUmoV8WimePQRRYMNBfLsy5EkDO/Mj8hgRA3QTY3VuTf/ceGeikwI8zk/eihIuv5Rp3tbagqLUZhVirK8lTIo3UNtrkN98tHYWOyj2OwFxbH9iKena8Xf7RwtiIjjHDw88%2bx4w//hb1/%2bBynv9gDxwOXYXfIFA8O3UDYVSuM0l0u1uVhvCQZi7UqdBamooPrbJABSYyAEDcBQBcbIe4RSgD0fVIbhgiIMEQdDZUoSI2hHY5BXkoM4oO9mEDdYFCTE4/q7FjU5sSiTZ2C3rp8Fq/GzGCn7PwmE9/UUBfWl2ek%2bC3Ncs9OjmBydIBv0o0%2b7tf2hgq0k2JtzRSaSg2FMBsaAlCQlox4b2f4m1%2bE8/eH8YBrUTAgQjAgzA2xD00RRoY4XzwBu9NHYX/aGC7nL8D1wnVmAEuomQanSpVYrinGXGUuo3I2Znnqc1Ok%2bPVw9rsaqyW9ezmC3cIVMvn16zoJBFMg/UE/r0/PNShYUpGfSQCiuabjoIjwR1ywNwwqs2IgTl1uAlooLl3UgoHmUgy0UAcmBgjCNCb1rSx8HDPjg5ibHMI616C4Dd4jggjRb6goREuthgDUo44AlBfmorqkBPkEICXMH6FMdd63zrHIg9SDQ/C7dQaJdGKBd85z/k9TFC8j8fFdZDhboj7GB%2b30/Xpl/NY9QXFbvJYAVKsIQiYFUAF1ehy0DdVo5SZorS6TALTWVdHzN6CbuaCX8VgU3ksG6AmGvkcn2dFWW44KaodgQBIBSAj1h0F5RrQEoEaVQCbEoDE/kUxIlh8/mRrUcs7oDkd6sbpIIEb6MDc1jOfPVuSfwbTNlWhrKEczLWYHLWknO9LK2CncYFWJmhk8BtlJ8UigsPlaXoPL5ROwPXUQ7ldN4HvzDNwuH4fT98cQTG%2bQ52GLuggf9GUmYLw4G9OleVhggYs1JVjg3p%2brzsEYM0FOhDtUigh0U/S0dIrt9VXQ8n3bG2rRSWvcJTYChW9QzH5vjxwPIYItVWrUFCnRqCmkQCcgLToIKVyFBmXpUdAQBE0646cyDpWZUQQhAR1l6dDxjbubyjA%2b0IWZ0V7Ms/hnDEHCDS7MjJFuXEGttVIDOglAF9dSN1dioTKZoSgXaTGhyKaVLc0rRKSnKwJsGEKunSELyISzRrCg87tvchCuHIEE61soD36K7vR4rsFcTJflEwAN5nnBc5UqDHE88yM9Ec71mRHtJxW9raaChWmgo/bo2ijC1IE2MlFPDRCrsJcOUddaj85GgkRwmjQF6CALirOSkBkXhoy4UBiUMm6KU0YAyjMFEBGoUUahiYLYXV%2bEsb62re4P6eQnvsQtsGVmgBkyoJuWtK%2brkcVXooWdEjchm3lhqpQoFGQmcRskI4u2szArE8okBUJcaT%2b56tzvXGJOoDky2s3NQItschhBty/RIdqiISYIfVmJmCjKxFypCtNFGTRL0VCFuSLyqTUSA52RTgCaK0rQVK6mB2hCE0Forqmk%2bPXI7K8VLpFjIGJyZ0Ol3A79Oi066wkaV2auIgqZsSHIig%2bDgTo1CiV0ZCWpESjlEUBUZkZCV1dM8dNhgt1fmB5hx0e5/maxtrJAHRjG2IAWve304Z31GOxukX%2bpHRseRF5aFHLTYpARH8zOp6OxqoxApCI9NgKx/t6I9vWFv/1DeJhdkzdKzMiCW0f2MygdQwhfy31qjwrG4WYWqVWEQseGaMKcoPCwQMST24j3eUyTFUkASknnInZdsK9e3vcb7OvnONRLJooR6G5vRFNFEcekGg3lHMv8DJ50jlAUsgQDCLZBMYsvThEngiecDIhCXX4yhro4VxU56KzKxQSBEEZIACDvAg12Y0zfheHeNqkLMxMEZFiPDlItlyAWKZOQzYssYdBpYKcaqyuQn5GC1Kgw5Kak8c3jEfjYHF53L8Lu3BEWb4QHp4/A%2buwxeNw4j0iOSn6AK%2boSAtGSEoLSYEckON5EkM0VxHMESjLjuQYpghyB2lIKMLtfL8Fo5usVqKNH6GA8FyLYUlmE8tw0il82qgtzeJS/AxBKAIJhUJgchUJebGFyBE84ihQhqMyOR0uZErXcDGIP8voAABCeSURBVL3UgEmK4Zi%2bE7MTQzICD/V1YJRfT3MriOKH9cJ46NDIN8sng1Sp0QRBgVpNPi%2bujAJVg%2brSEqhzsrmGElGuykFmqA/ine8j0pa5nC4w0PI6ImzvIcnVFqWxdIGqeLRnRBKAcBT62yP8wUUEPbwkP/FRRWY1V3IDsPCG8hKu3Gyp7h0UxBZuhVpNCdrqxXqs488VQ6NKRjPHpLa0iKtQyRGI/gcA%2bSw%2bn6qanxSOAkUYCkm7Qq6hWrKgmTu4oyofw91NmB7towZM0gFO0gj1kfbM4DRD4u9yeqYt4QeKGWyy%2bG/zOAIlfNPW%2bko0ceZaqkvQUl8jXWItjVJ1fg5KuY%2bLIn1QFOKGomBnFPKxmAmxKiEI7dm05xTj9owodPN5suM9%2bNwxQZTDLST72KIyL01qQB3zQGttFSqLc7mGK9kIPTdAD3roSDsIelOlGm00TJUEp06tkiNTpsogS%2bOkBqRzExjkkQ65BCAvMRz59MmCBXm8iLKMGNQWMCPUl2CKzm%2bZArgwPSq9gPh01ihHYKC7leajjm9Ko0ETkp8Rj8QIT2QmBqMoi0VQdMQtshLm%2biqutiJlCmrL1LSkuShg3NXEB6BKAM7is/3sURzugZp4KnxaKPqZUfroUnVko/ftc3C7YYxoh5tIC3Riw8Jl8dWi8GoNQ04uNaAYfSy%2bq62N/qRV3gesK8mTxVeS9p2Ndfy5HFrhJOQkxUDJVJguGJCbRMomRvCEQcWLUsWHIDchGAXiJmRFPvrbqjFFHyCEb6SvHSP9HRjRazHB2e/raoaWa1DbWsc5L0UFI2t6XCDiQ125CcJQyb2rSonma8FkRRxHIxaFmQra5Gzkp/Dr2ECUknVVyWHopAfRMu4OkHGjXMFjpWkYKk5DEwG6cXQfbhrvgfvdc1CSJSn8/UUEu4HCV0sgNLkZ0txUlRRJllXzOraoT0uek8KRS%2bNW6ERdWREFNJrdD%2bMaDKcXIABbxUcwJ4fzcG/HhxKAULqtGDSX56K9uhDDPeLuSxXG%2b9u4GZiudM0UmAbuWLor2uDWWjF3hZzzXCmA0YGucLG5hpggNySEeSIqwAUKmo602FCCEUqmKAhWPgT7NBThBvqPHgaccZqv8Uau0xq%2bZ1ESBsjAUhZstP1rmOzdDrtrJ6Hwd0I6WZYc5i7Fr45zXZ5HAAhuY1U5KmnAKhl62imG5QSglKtY3AytKlSR%2bonIZuczeR2ieGmEchLDfy8%2bXBavZLcEGwo5x6VZFMOKPDquUoz0tjIRDnIjaOVncLSt1VwvtKE0GlWlRF1TDHVuJjIIpoK/3MPeHEHu9xHs8RBBblYShIRwPwmEKj0JxdkZ7E4GynlxzXkp6ChMRl8ZrW5pBvQEvTcvEXqOQEGwGwxFYtz5DSwvHIPfI1PaawIQ/hR1nOkOOs86vn8pi22sEJ81bkNHcwsNUhnK2X2xMgvoS0qzU1k8u88GpBOAFOEEhQZk84KzZfFh8mTFBksgsmKDUCLmmJTsEx9PYQYQ63CS4zBFQezvEg6rHNV0bOq8TJQS4czkOCTFhCEtKQ5%2b7vawu38LLlR5K9Mz8HQwoz74IoEeXF2Qh/zMFGpDJumai0bOaBu73ctY3q9ORScFuIOgdGXFIt3LEQd37MD%2bbd/gBs2T462TCHGxQGKoF6qpL0IERQ7QqBRsWgTHjrpQV0/VL5d/QRZ3gfOocaqkqL9TP5Wzn8xGKCIDBAMiJQBKUTzRESeTP5ARHSDXR1cDu083KD6S2ks9EJ/XHxWf2acWdDVXQcmZylDEIleZgWA/L4QGcL1FReDxQyucOnEMZ08ehdmta7h19RzC/Vx53KFMT0F1VRVKC3IpkoWoLc5HM%2be2kUX0qdOg5zjoirPQmZMEhfMDnDI8iNNHT%2bHiiSO4f%2bUYghy5Op0tKGJBUlR17a0oZEBKZU4Qfwmu4tkSRpowWmuhAVlU/YwYKj8fk1m4KF4Eot8ZEPF3AKRFFECQJhoamZ6WSsyN92J6WIdRFi1CkPhYzLBeh5pyBgtm9dBAX7g%2bsUeAtye8PDwQExEOn6ceePLYGmdPn8S1K5dx%2b/ol%2bHLHhwd4IoQgxUZHoVyjgaZU/EeJAlTkZqG%2bQAldiQq9RenoyktGUw7nl67w2qFd2L/HCMZHz%2bHmuWPwoiEKdL7HPO9MEAtRx0LFalPG%2bqOGmtDGYKTOiKPO5BGYJOpAChkQLSNwKkFIiQqSxSeFEwAlAVAKBpAaQhyEOdgCIhQl3Ot6psHxgXbqQAm73on5GfGHBh1KiHJmWiJSEyIR4usO%2b4dmePTAHDb36fWdXeD42F4%2bN712HVevXMWF89/DwdYK0WEBZIk3bCxuIzLYFynJ6UhOyuSGSIGGI9GYn4sOqnp7djIa2dV6utQomzsw/OZzfPXFdpw2Nob5lZPw4UjFB/ugXC3%2bFqFm6IpGNjeQ0LDa8nJuiQQm0Ri6vlgWH8mawmXXFZGBZEAQEhnTE3ktBlkEIIsACG%2b8BUCIjIpiDIppOTsZd0Xn%2b2mNezvqqP7c9zlpiIoIg7urK6zMzXHx/FmcOWWCvXv2Yv%2b%2bfTA8cJBdvw6zO%2bZ8NIXp9du4fOkarl69ARure3Czs8QT67vyRAX5II32OJn2ODk%2bA0lx%2bchUlEGZylCVpIIyiiAHR%2bDhTUscMLqCo2cf4Pubrgj0DUAMAVQp81FVpuEWSOA1ByDB3xE5qclkZiZXY7zc%2baksPOX3mRddF4WLewHyfkBmwhYAMh6KNUUFFyCIkaguykJ3SzX0THxD4j8ncP1lpcbjKen9%2bJEdrB8%2bgonJKRw5cgyHDx/Dvn0HsW3bLuzYsQd79hzA3r2GOHrUhD9zDidPnsPpMxfl45VLl3Hz%2bnWyxAa2BCTU3wcJ1I283CKoVBqoijsRpRxERKoO7sGVcA6oQlhqL/xSxuCTtgxPnpDYXPh7PEFMZAzSk8X2SZB5IyXUU/4VuKyggEk0Rn4uIElsHxafyOITwvz/Xnx8iJ8AIBKZ8WQAT8bvK0LsyGzSprpYiS4qvXB90%2bNDXC818HB3w907pLutPSzM7%2bMSO3vhwhUJwKFDBILH8IARdu7aj2%2b%2b3YlvvhNnF3bvPQjDw8exe99h7NpDYI6fgQ1/h6WlNRlyE08cXBCfpERVTQMqG3qgrh1GumYe4VnTsPRohaljHXxTJxBduIZQ1SKCozLlqHm6ukMRp%2bAGykB%2bVi4KM7JYSwyNVxoKKLap0aHsuB%2bLF13f6nx8qJ8sPk4AkBEXycLJgPgIPnKFUQTTSH%2bhDQ3l%2bdL9DfW2M%2b52Ik0RB3MzC1hY3MdDdv/y5eu4fOUGrly9if2GRjh%2b/LQEYDcL3Ln7AL7bvgfbduzFdoKxfec%2bHDhkDEOjE/j62x3YtfcQzpz9HpYWlgTxBi5efwDPqBokKytQVNGO9EIdktTzyKzZhKJsE%2bYeOpy8p4Z9eD8ClPNw9k9HeEQcPD39kZ6YiHylkhE8nmymz4%2bLQkFGJkNSDtedmPfA/0H7vxUfG%2bIrAKAnjg2XR6AlFDKVGpBLZ6VrqZJ5v5uOr7ujHk%2beOOH2bTM4ODjjwYNHuM7ZNrtnhTt3LXHm3GV8//017D9wGF9%2b9Z3s8ncs/muyQBS7c89BgmIII%2bNz2L3/CD7/8lsy4gTH4gIuXrqJ4yZnYR9QjFT1CAo1zUjO7UBg5hwi8tYIwAbSq9/AKWIUx27k4sJDDewiuuAWnA2/kCS4uXojIZrFK1LYvAgpeOIxXQhfxD%2bK/1vhcdSOWJ4YiqiBLJ4gpNHApESFyCNQU2crKHxNTFNl0DaVo4DCZ2ZmBVfXp7AnABak7ukz3%2bOkyRncumUG4xNn5Dlw8Ci%2b%2bmaHLF7Q/Us%2bFwzYd9CYYOwiA0xw%2bNh5/Onzr7HnwFHsP3QcJqevwOjYKZy9YoH43F5kqrsRk9GM8Ix%2bhKmWeVYRmf8MSZpXCMlexWkzNS494kikjyAoqQ6PnqayAVfh5%2bWH7JQkNjCMsy72vBC9wP9v4dFB3vIYCKHIolBsdV%2bYhGB5L6%2b2NI9em2GjNIcAaODn/RTWNnYwJ/2Nj5/Cnn2H8Mc/fYHdu/bIrv/p869Y4HZ8K0SQ3f%2bas7%2bXBX63Y598fvDIaQJhiB08R00u8rXd%2bGbbbgJyioCcxZHj56gZ2%2bHsm4yk4mkklSxCUTSOpMIxyYCIvOdkxDpCczeoA5uw8OyCuVc3ootWkVS%2bgVOmT3Hy9DmUFBSxgaGy67LzIVudl4Vz48T8XnhUoJc8FMFo2f2/AxAVTPrHM0yUcYZSUZ6fgtaafPl/fG7eugeTk2dx0OgYO7sdf2TRn332OQVvHz5jR7/ia%2bL1bTu3iha0F13%2b/Ktt2H/wOPYaGsuROHyMY7DvKP7zD/8li99/6AR/50kJ4MWr9xCU2oUE9QJSy1eQWzOLvPpVZNe9Qbz6JQIIglfKCqIKXsAvbR5ucdNQaDagKH%2bGe47x8PJkdwO9t7ouO07TFfR7x38vOirAC5E0ZJH%2bnjBIjQlnKCD9o7e6n8ruF2UlMWDkUEVjUKvOQkl%2bKh7bO%2bHUmfM4ZGTMYoxY6DZ8yQv%2brz9%2bxs7uwRdfb8O3FL0dLHrbrgP4gkULAESHv9u5Hzv3HsbBo2flSOw15MbgGPzr//4//LcHJCCGBED8/AGKqdWTGOQ0vEVW9SpUdWvIqVtHScdbFLW%2bQya1IFy1AffEJYTkPCMzniG2WHz/NfL5fVuOg43FXSRHBP29y387fys6wv8pIvzE8fgHAII2CgKg4D8UrqqYsVaTn8FcnY%2bwYD/cvkcjwsKPkf7GnPtvSPWvCMDnX3yDz774WnZedF0Uu4si9w3B%2bIY0P3DYhPN/XAJjZPw9/90eqQ9Gx7/Hf/zhj/jDf/0Jh45SOwjAQYIlRsTwyBlEZPVD3fEJqoaXKG57g4LmNyhseQt12zs%2bvkN0wXM8VSxTB9YQpFxDasVzfu81chrf4qFLAlwePUQMOx3u64FIFhvp94%2biI/iaeD3cxx0GybJ4nkgCQBCSIrZYkM2sXsI4WcVQYmNri32cc8NDR2By6hyOcwy%2bZMdF8ULN//TZV/j86%2b8IyC5sp9LvoOqLI4vlOOwxPIptXIsHfmfDFguM5ff/1z//sxyPI8cvSJ3Ye8BYeoez1x6xmA8s/LU8Ra1vkNckgHiL0o53BOWdHIMg5TM8TVqGa9yi3BiqxtfwSu7nWJ2C26MHstgwbzdZ7P843u7ydYMkUXRkiGSBgiAkhgdLJmTGR9Jexkivf%2bmqKYyOntgqnt0/anxSCqCYewGAAEIUJUZAFPo3EHbuM8K3UgR3Swbsph7s3HdEaoIYkb2GJ/BP//RP8nccNbnEzp/eEks5Rvth461BUtlr5Da%2b4XmFgpbXvzPhDcq7CAIpn1j6ktqwCd%2b0VTjFzCMoaw0R%2bavYduA89u3eDR9nBxbqilAvV1mwOOL5345BIjueEB4kQRCP4iSK3cn1kZsSw3TnCmN23PjEaa4qrjACITTg8y%2b/lsr/BXf%2bFyxAjMC3tMDbCcA2ArBTAnBYFi1A2NIBIwJjRPH8Gv/27/%2bJ/YdP4t//4//iX/7lXymW1AVqhABgjxBLsTlO3MYd53o4Rw4hpXwTOfWvJBPym7dGolL3XoKTXvkKGVWvEUw2uCcuwjN5DQ996/HldiNGchMEuD1BiKcLQlhwiJcLgvk8%2bKmzPP8PxfrTK56CqfoAAAAASUVORK5CYII=' /%3e%3c/svg%3e)
Miljana Vorkapić
Integrativna psihoanaliza i Sistemska porodična psihoterapija
Stvarnost je sačinjena od mnoštva individualnih istina. Možda ne možemo da utičemo na druge, njihovo ponašanje ili okolnosti ali, uz pomoć psihoterapije, možemo da naučimo da biramo način na koji ćemo posmatrati svet koji nas okružuje.
' width='500' height='500' xlink:href='data:image/png%3bbase64%2ciVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAAsTAAALEwEAmpwYAAAgAElEQVR42n1791dcaZYk58zOnumqksd7bxISEhLIxHvvSbz33nvvvfcIBAIkEPK%2bZJE3pSpVV/f07Jyds/9MbHwPSV1d07s/3PPyPR5J3rhx48Z9SmnN9negr74arWUlGO1owfbiFJZGelASF4lYFzlSlK5IdFMgWO4EtUwGH0dHBPB1mIszwhmhLi4MZ0QqXBDtqkCEwkW6FunK3/NQIsdLiVJ/V1QEylEbqURdlBLVwc4oDXBBib8LaiJVGKvJxc50L25fmMODS6u4t7uMuzuLPC7xfA0P9zfw6NouHt3cx73DXVzZWMLyyCBG2tow0NAoRX99A7pra9FVU4O%2bunoMNdRhsL4K/XXl6K8tw1B9Bcaa6zBUV4HxqlwslydhrTQeWu0VpWguKcZAUwNmBrqxuzqLrZlhVCbHIMHVBRp3V8QqnBEiknaWI45JaphYppcKGQyNhztSeJ7OY4anEqkebkj1dEOmSolctRJ5KmeUM9F2TSC6c6MxVZ%2bLxjg1KsOVqIlRoys/FpvDLbi/PY97F1dwuDqDg%2bUpXFufJQgreHB5A3cvbeDmzjquba/hyvY6tpfmMD88iPGuLoy0tmGwsUkCobuuDu21NeitF8lXoLuqEJ0VeeivzMVYbQFmmysw0VCG4coczFVnYK4qHVr1BQXoa6jFHJNfGunDzuI4tmcG0ZCZhCRWX%2bPuhngCIUKwIYPJ5nqrke/vi1w/H%2bT6ePFchXwvdxT6uKHI1xVFPgxvV%2bR5OqE/LwHLnVXYmenDQnc1Vgab0ZgbiwS1PZK8HJDq54LsUBVqUyP5QQsw1dGGmZ4eRhfm%2b7qwPNSL1bEBXJgexd7SNLYWZzA7PoLRvm6MdnZgnDHS2oqhpmYMsoj9TXXMh5WvLUF3ZR46y3MwVJGFmapMzNflYYGxUpuJ3eZcbDblQautspxv1IYFJj8/2IXN6SHsLYyiv6oIWX7erK47NAIIApD6BYAcX2/kBQYghwDk%2bKgJgAcKmXgpK10V6ILKIFeU%2bDphojQBB%2bPV6M4LR5a/DBqVFerSglGUHIbW8kwUx/oi3NkKAS4y%2bMltEexsjbQgNZrzMzHV1YE5JjlHEBYGe7E%2bMYgLM6P8nL0Y6mhCd0M1%2bhqrMdxUQ7rXYrixDiM8H2ioIO1LMFRTgIHqXIKQi4GKbMxUZzKysFCTif2mLNxpz8N2Uw60RjqaMT/Sj7WpYayM9mGDAFw9P8tKtaMqMQZpak%2bkqTyQwWOmFB4oCA5ESVQkCkKCkUUAsr1cCYAclaHs8UhP9KQHYr01ExuduaiMcUeUwgzRSmu4mWmjgD%2bP8nRAcWIwkr0dobI2gMLaFGpHO7jZWsLV0hCeVgbIDPVhv5Zioa8VS0NdWJ8cwvrUEGYHuzHYQpqzwn21xeitLkIPiyUoP9JUjUFSXCQ/QV0R2jJQk4%2bhqhxMV2djuiYb4zyu12fjMhmwUJMBrUUiusY33p4fx%2bbMCM5PDeLK6jS2pwfQWZyD3KBA5IeEoDg8DEWhIVKUMvnyhDiUxUaTCYIFzigJVmC8QoPpqiRMlUdisCCUYmiBQCcLOJnqwtHCCC62ZvB3lSHa3REhTmZwMzkLmcFpKCwMmLwVVNQZLwqqytEBajszxLg7oDYjGgN1RZjqacHS%2bABmh3ow1tHAvq9g0qWkejGrzGrXl2OivQGjLdUYqy/GXH0epusIQDU1gKI3SjaME5AhHgcJyCTBGKkgACtjfbhM4bm9t44bFKG9pUlcWp7EHrVgorUWlUlxKGDS%2bax2rojgYKQG%2bCEp0A/poYHIDfVGQYAcvVmBuNSThZXqULQlucHHSg%2bm2qdgY6wLJ3NDOFqawFdugzgvZ%2bQFuaEw1B3pPnJ42xjDxUwf9obnYG9iCDsTI9gZG8LF0hQqGxNEudqgPjueyl6MESY331WPubZKTDSVYrihFIO83luVT5BKMd5ahzF%2b5tHGUsw1FGCmPl9KvqeKIJAVI3UFGKvLl0DpoRD2sA21Lq9M4cmtyzi6f43Hffx49SLuH2zhwcEFXFkex3JvI3qLMylWagRyLAa5ucKTlZI7yuBFTUgKUKJe44uttmQcdMXjclsMMlQWMNM5AxsjXShtTBGt5jTxV6Io2g/1yaFoTQtHKyvbX5CElrQo5EUGIjMsECkhgQhnS8ltLHHmh%2b9hfO40fNgiCSoZ2vITMUb6rpK%2bO6TvRnMB5pqKMVpfdFzl6nwJjAH2f39tIUbrCjFSm09w8tgm4mdFGOG9o/WFGOb1Pl7vKsuG1oPDbRw9uI4fb1zC/cOLeMTj87uHOLp3Fc9uXcKP%2b%2bu4PDeApvxUuMnsYWVhCTtrGzhYWcLP1QHJFLv%2bgjDs92rwdKUay1URCHAwhu7pE4hV2qErLx6D5RlYbC7ClZFG3BhtxHZbKVYaCnG%2bvQI3Butx2N%2bEq4OtOBxswU53PabZz%2bGerjj5p3%2bDnf5ZhDmasQAK9HJkLtdm4FJLHvZb83GhpRAzfJ/hmuNK9zF6K0XkHScuqs9K930BYJitMUhw%2biQG5KKjNAtaour3ru7gYGMBh4z7V7bx5PYBnjIeE4xH1y5KhmR1pAM5mji4kgV%2bHq7IiQlCR1ES2gsSMFmbgkfnW/Fqi6OpMAy2RjoIJghrrNS91SE8XR/E0cYwXmyM4OXWBN7szODd1iTebI7j44UxfL40j098/X51AG%2bWB/Bkroe/W04dsIDxmR/gaamPOE8ZimJ8McpxttpShK3WQgJAFjSKihZIFRWK31NxDECPBASTZ78P1ORRUHlffQkGaouklugsz0ZrURq0RPJXLixhb2Uat3bpusiIu5eF8VjF4dq0NBJvbi3g%2bvlpLA93YLi1GpMdddia6sXVtXEalkk8vDiJ1/ujuDJYiOJoNZz0T2KhLBovDlbx5nAd7/fn8HaHCTNeXZzCOyb888ESfrm8wGDyBys8X8WnvWX8RBf4gaboxdIIOugNbHVOSfoQIrek9ijRXZqG8cYSTDYUYYbJi%2bNwXaFU5e4KAUCOVPk%2bqS1ypeQHSPlBUn9ItAsZ0CsBkIW2ohRoHW4tY4fCd4XVF31/bXOe02AYmxN92CIlV/uasTk5QDCmcHNzFrcuiJjD7a15AjNPt7aAN7c28HqPzqw4gqpviWSlBZ6vdOLj/Sv49cE%2bfrt5Hr8eMuGDBXzcm8GHnWn8TBA%2b7y/h88Eyk1/hz87j8%2bEF/HrnGn6%2bfoB3u%2bepKbUItqEwGmrDx9YYMSo5GrLjOO9LSOkCqfJjTGyEAAxI/S4on81jznHSvOdb8FyAIUARP%2b%2bmN%2bguSYWWSH5rbozVX8cdToK18T7M9LZitaeevVqC9fZKgtCEDbbApYURySMccExuzQ7z3l4C1YPnl6dwtFZHdZdztOnQ87vh7f4CPv94DX97fgt/u7%2bLvxKEz5dn8dPOFN5fmGCVp/AzGfDnQyZ/ifdeXsNvN/bwlwd38Mudm/hwdR9P6fxy1Y5kgC79ghEi3GTIivDFIMfZMJMSIjdKVR/5kqCo%2bnH1cyUABDOOo4DegG1QlY3BykwMMPorGGUEYHN2BJeY0EMK4OHmAmYHhLWsxXRjMZZqs7FImq20lWOpsxpLA63Ymh7EBhmxONRJu9qMRTLkaGcAuz3ZXIgsoTTVQ2uiNz7evohff7yK/3hyDf/%2b4DJ%2bu7aOn/dm8ZH9//7iLN5vz%2bDnXbLg8iKvL%2bDXK%2bfx1zv7%2bMv92/jl7i28v3YFb7Y30RofCmdTA3hY6HPRsqM4KtBWkEw1L2DyedJYEwkOSOJWINFbADHIhEckcPIl1R%2bp5b10gqNVGRipTMdQeSodIneBXTLg/v4mHl/fIxAzkuHo40ztZS8N0kMLAzEpEOcbjrVUYq63GVOd9ZLjEkZkc7gJR1td6MoOQ4CtPmTs1/bUIHy8cwmfH17FXwjEn29t49dbF0n1ZbbAPEGYw4e9JbzfmceHCzMUwmm2wir%2beuMi/nr/Jj7fu40P1w%2bpFXsYyE2Ho7E%2b3GiWoj2c4OssQ7kmjEtNPsZrczDOWT/MNhikuAkAhMCJaTBYnYORmhyM1uZKrSKYMl4rzFDWMQBMfrCKU%2bDe/gVp7N1n/2/R/S131fFGCgpVsqs8RxKWbs7LzpIM6byPhkJSWpqIEYJyZbIeN8ZLud3JobbUhdnZk2hKCsD7W7v4%2bf4Bfrm6JiX/2%2b0d/LJPALbYApsT%2bHhpGe8uUj/OT3EaTBOYJfz5xi7%2bfOcQP988xKebV/Hh4DLGy0tgrasNd2sTJPoo4efiiORAD0zV5XAE5mKqkTpAIRwiCMLsiOqLXpcKRgAm6AZHRbvUFUqMGaWXGCYThph8P7VA6/ntfTzmqNul2i/1NGCjvQSLDXmSZRQOq6syHx1lOegoyUQ7QWgrzkAHo48qOs0/fn2ikttVJPd7K/hRqMzOnkA919yX%2b6v4fHcXf9mfxW/Ug4/s%2b3fnR/B%2bZQhvV4bxbltMhmU8Xx7liBSTYQ2fOJE%2bXr2EN5e38PwCAeL6u93RCFt9bSiszBDvrUSQ0kVanAbLkrFIHzDbzEnANhUGZ0gSw%2bNkhTiK5Ke5fo%2bLdqn9whgBCF3icJ0wQzRCt85P4uJkN21kFX%2bpiBYyn%2bjmSQIzxDfrrylEFyveSRZ0lGZKQAgH1c8Zu9pRgpVGOrRcNcqCHOBH/255jgBEeeAF%2b/zo0irm%2bcfrksORwS0viwtOW2Y8tlrK8GiulyI3igezg3jA4z5HbH9JNqrSklCZnkKQCzFdW4nN5io4m7C1zEwQ4%2b2JUE8llycL1KdHYJ4ATEujsEACQDi9kfpCyR2O0SBNMdmFhmzM0j1OcQucqssiGNwHhEWuzEBnQRy0Zpu5OgpnxJ4XbmpYUtbj8TLVIJwWFVTYRtEKvOfYaORKAC21st8y1ZgqCUZZmAJqKyNYnP4eTQTg8VI/tqcGMNFcgY7cFBTHRSKBFE7xdkZHSjAuthXR/TXj5mQvDoeasMj3K43nhhjig/LcTEwMDWFpdhaz3R0IcJXDVEcbkd5eiPBSwZkAZIaqpDaYZJJTUpXzMUGwJ4U28DjB87n6LKw2ZWKtIR3zdWlkRBY1IgutJRq0ZoejiWKt1VWShq7SDCaWJdFeiIWUPKfAMh3XiuixKuGsiBpFRqyXovpCfUfL49Gu8cBMRSRyApzgTqHSPvk96qI8sTHUiuGBHnRxRS1MS0ZGUgJSYqKQGOIHTYAHt8V43BtrwI/zfVikp6/JToYmOhRBfj6IioxCUUYG1hdXcPXuEwwsbyCjqg5eTk6I9feD3NoSUR4yjJYmYokVXqgTDzuypNfrTdlYbhLUp0bUpfNaCpbrNZihW%2b2li6wtSkV1VgRqk7xREaKElhCzXvZzH42BAEBUVsxVsUzMNtJtsQ16S3MJklgtC6S2GBT3VWeiLy8YrRpPDBcEIcnDGk6GZ2HCXSG5qBw5GSmkWjEKogOQEBECMwNdREVws0zWIEatQHZqIjrKc9FWVYzm2gp0ctfQqNwhJ9XdnVyQGRGJJk0MNkdGUVJSCe/wGLja2CDKxxuOVhYI4VrdyypuNGVhoz4dF%2brTsNeUhqut6WQXV%2bFm4RC58nI9H61MwEB5ApoLE1GRFY0KTqmKODWKg1TQGq3MkgRN9LWgdh%2br21qYhrqsRDTlpaC9OIfHbDTnpKGd13vptIa4S081ZqMnJwidmb48BiJMbg5nYx1Ya59EeVo8NmmS7iwNY7mtApNlWUhytUdjchw6NLHoi/OiuOayhUpxob0M/U2VuDnajNHEEDSHe2OoKBubbbVYa63A/ZUZ1ORk4dyJH%2bBibY1wtScBsORqbYtGttJyYw7ON2RgpzENB02pOGzLxGYnrXJnLbobK9BC69xREIUWjunylFAUJASiMMYbReEq5AX7Q2uMAPSUZUqbkRC4mswEui1/JPl5cuEJR212JhpyKE6JsahODEZbXgwmueQstudxrfVBf14g2lK94EPLqjTTQ4idMVsikzvCHJ5uzODR4gh2Wrm2podjlCvwRc7gBz1cSEpScKe7AP%2b5M8FKFeHJVAfeTDRhn213Z7gBR8v9eL9Hl0h/MtlQDdOzp2BrbIRQFQGwtoK33AGV9APTTUXcNAuw3pyHDW6I6xTmWZq2oa4WtLc0oqI4F6VpEShMCEBWXAgyY0KRFuKN1EBvpAQFQks8LupmhQQAtVkJkgiFuMnpupyRHRZKQDJQm5aKgtAg5PoqUBen4izVYLQiDvUJHujN8kVDvFLa2GxYfS9THWxyzb2%2btY6nFxfxfL4XD4Zr8XCoCi8mGvDrUhd%2bHKjEYkUyftvow//hUvSUi9btyS78bXcBv21P41dOkF8vi91hHc8vruB8TxvkJgaSEPopXOBgaQG1kwzFCcGYaClnQcqo%2biUYbizDUFMFeqk7bc2NqK2tQXZWJjSx4dBEBSItMQbpiXGIDvRDmLcKwT5eQgPIAJqe5oJU5MWHI0TlBn%2b5DPFursgPDER5bAyTD4XG0x2xzo5Ioxtr1gSgK8sfldEK9GX7ojzCBW5M3JImyFXvNNY45p5f28PVjXk8XRvEs6kGPBmuwo32QpyvSsVUqYZjsAP/eWUe/3FhEv/rxg72%2bpuwyVF8gwvY3ck%2bPFwc5So9iR/XZnFtrBeuFiYwOnsGKkd7yCxpuR3spb2gX6y%2b9CltbJumgmzU52WgJi8TFfl5yGfxEqMjEUmqx4cHISM5Hpr4GPiyjZQKBVwZWlVpMajlbC5NiUYaVTjEy4P95YgoZzky3N2RqVIjyU2JSCpwhKMjYni9KkqNtjRv1MV7oDtTPCGWsf%2b1Ya1zBs5cXycprL89vYPXty/jNlX%2bSm8FVum%2bBvh3ijzk2GQb/MftDXzmavwfG5P437dom2mM1rmdXabdfrw8wWVqC5%2buXMD7rUWC0wIXcyPonzoJT5md1AJKmQwJvp4oTwhHaUIUCuOiURQfh9zwUGQEByIjPAyakCAEs3BqNwUCWPFosjgswA9uLs5wcJAxHKAV6%2beBVNI%2bMzoE6bERCOGNbkTX09YG/nZ2CLR3gD8jkL8QRhCi2RrlkSq0Z/jzqEBrkhJZvnZwMDgLG72zcNU/i%2b6sOPztxX385dWPdHVLeDbZhGvszXk6yCK5FW4N1OKI/v/RdAfuc8t8vjiGN2vjuEc/sF2swU8E42cm/3F3BW%2b4em%2b01cCRZsjwzGm4yxykp1EeLEa0pxsS1G6I81Ehncllh4cgzd%2bHO4MSoe5uCCSL3Zy4TTIPGZNVsHguzs48t4cNJ4otQ0tJuoeS9klhgdBEhiKQo8jRzhY2FhawNjODrbk55JZW8LC1hR//aJjCCXWJdHQZQSgKlaM9hQxR2UmPrszPnYLSWBdVMcH49d4%2bPnEZesGevj9Yjcv0E7P5KegJdsZuZQouNpdjjQvLDIV3t6EK1zsa8InJXijT4E5fDT5e5MK0u4y3F5c41ythZ6QHE%2b1zTFwGO342T8FIdwXC3ZwQTHsc56siI9SIZPIqZyc4sYgye3vYMXkrKytYsm1EWFlZw9r6OGysCYBAw4OUCGBf%2bDN5Txc5f9EOFvwjpmbmUlgwxOhRELFQpRM6MgNRHesp9X5Tokr6xw1L0t/oDClqoofCEC9WeI4xhXvzPdjvKscczVYTe3a3JQ%2bvuRM8pjjeYN%2bv1RThaH6AVV/An/fP4xlfny9NxYtV7gw7C3i1MYfp6mJY6WnDTFeH7BQMsIZKLudncUGohwtU4jGdmwu8FXK4kiH2ZK9IWkrSxuafAiAxgEXVsmR1xYkdT76GNW8yM7NgEABTEaYEwYzIWyLJR04AAlAd4466WDfURLkimLQ20z4NvdMnJRYE2Jvj%2blQ3nq6P4spoC7Y7y9GUEILevHi8ub0rPRN8Pt6IR9w89yqLcJPVfzDRh2dM9tP1bVzh/XdHm/B6ex7PqAf9hVnQO3UC1kYGkDEZRxs7eJKNgUw4RCmHIwsmY6XFZxeFE4mKnESiVszP3NyCYS79TIBh8wUAOxZfy8mJb%2bAohzh%2bDXHu6OgkHWU8OsjYR9QBd46g4hgVmtM5HcKd0ZjoiYpIJdy4qZnrnIb2qR9w6ofvcOK7f5MeqLzYGMP%2bSAuu0%2bRMFmnQQge21lCK9Yx0jHIEtfP92l090e7hixHfCExGJ%2bBSbw01oRvPlobwbHUKR4z61Hic/f47ODIBUX0nAiCmQAgZEKl2hQd7XaFwlVRdwXBzc4O70h1KpRKufC2OHh4ePLrzZ0rpqKTAu3t4QqustATlIspKUcEol6KEr0ukcynKy1BVwSpWlXAfoBMsT0a%2bnw09gSfy6aflHFE2%2buegQwacPvE9/vVf/gUZkf4EYBSHE%2b24PdtFy1qIxco0vNqaw92%2bblxOTcGCtzdGPf2wGKHBYVkdXkxxTSZoD6c7OT4n8Zz%2b4PnaFJIDvKFDJ2hvbgZrstGJ1XOxsUZisC%2bq89LQUFWG%2bpoq1FZVoKayHNWVZYyvxzLU8HpddYV0lM75s5qqctTymtbFzTXsXljH7tZ57G0ztv4el7ZFbODyxU1c3eesFs8Cp/swUaVBhqcZ6hO9kBPsDmdzY8iMtMmAE/j%2buz/hX/7Hv8KWxuU63d21iTZcGWvFRdL6zlgLftqdx9utKQpfAbojg9AVFYrl0hw8me/H5/1F/LIzjx8XBvFoeQzP16dxMNIFhZW5ZILM9PVgZWICBXXAydIcScE%2bGO9pxvbqHA52NnCJ5uuylMO69HpPijXp9aXtr9fE%2bZfgNa2Xzx7j9dETvHnxlPHs7/HyGd6%2bfC7Fu1fP8eHtS1zfXce181PoyQpEqqcFqhO8kUUAnMwM4WKqCwOK4A%2bkv6X%2bKWh/9z/RlB2Ph8sD2Busx%2b3pdokRH/dm8f78MEdeLa72VuGgrxa3R1txtNAnPTB5tz2DpytkwcIIqz%2bLmrREGJ85BQsmb0QQxFRyoweQcyGK9nHH3HAnrl3awstnj/D88X28ev5YipfPH/09nv09XvzhqPXhzUt8fPsKP717jU/v3%2bDTuzfHxz%2bEuOdwYxZXqOr1MW50htYEwBeZQe5QWBjDw9IQFpwEZ374E2wMT8Pg1J8gNzqHrYF6PF4bwt3FXrzam8NPh2v4sDWBD3SIH%2bbb8G6xEx9Xh/GJrPjp4jT9/wLFcxJPyLb55mqCqUsHeApG2mdhyJAAYP87kgGhHgpM9bfhYHsVr46OkxaFfPfqSIq3LNy3ePm74%2b9CSyT384e3%2bOXju/9nfP7pA14%2buY9tKvvOWBP3aAdk%2bjujMp5LBfcDDysTqK0MYKt/hmblB5w98ScC8R3sz/4JUS7W2ORcf7jSjycXxunwlvFe/IPJ5hgeT7Tg/lgjXi0P0/Et4NOlZbzanMaV8W6MV%2bYjzNUB2nwffTJAJK937iycqfQeYtRZmMHXyRYDzVXYWee0%2bPEuXr94IrH5/esXePf6SDoev37x7fXvQ1zXOk7w/f83fmHc3d/EBqk6X5eC6jAHZPi7oCjCExofqrCVMbysDCEzPMtqneA4/B5nTnwHJ70TCDA9jQBbYwxytl%2bdasO9xT5pPD6e78ZBbx3WGotw0FOHhzMDuDbahgXuEUUU0BRPBy5YhjhD9Tc8R4/B5I10dSUDpKYHEL5EbWeJtrJcXFybw82DHQLw9HcA/CHxNyJeQjD%2bvRTH598A%2bPXTh2/x%2bRMT5/GXn95Jyb8htW5cXMZafy2G84NQF%2bmESGdz5Id7IlEth8r6GAC5EWlKHTh38ntpHJqc/g4xtjqIsNHjlqiN3BCV9G974mHqaEUG6jURKIryR1V8CDrzkjHfVo6J2jxkejki10cGa1221Pd/ogHShiEXIXMDfQRw5KlpZ52sLeFubY6K1Ghc2uC%2bwPjKgK8tIFjwjyC8/F28kMDQ%2bmPyvwfh549vpd4/%2bvEODtcmJPUfzgtCeYiM1LYiA1RI9JRJxsfTQg%2buJuegf/oH6NAPnDwhWPA9gqy0kU/B1LhZI8jaANFyS%2bm7ASXR3iiLp6FKCUMf2XGJ0%2bLp1jhma3NQGuiMWBdL6JFF%2bqdPwIYGyJAMsDY2RIg757iDHWzNTKTpkOSjwO7qzHEbPLonCfjfxfsrEH%2bg/5u/H/8pABLtyQyhD%2b9ePcPRgxuYaSlCX24IxgpCUOBriyS1DHkh7lyObBHqaAElK6w0PQdjtoAAQJd9e/b0aSjN9VEdaIfGaHeUhrohmUAUBDijOycKM3W52Bmow6PVAbzancYTTonREg3KCIC3pQGMCKa5zjk4cP4b8WhvZix9R0FhYwVjPdpi7ixqayNM9zZj/8Iybl7Zkar%2bDYRXz//AhqN/0ARJA34PwHHix8kLYZQAePkEt7YX0VsUJ/X/UKYPNO5WSPFTSCYomntAsIMJXAzPwNPsLKx0aYmZvDBFeto6cDI1RA13hqG8cPTlRHCVVqEqWo2e3BistBbj%2bngznnIsvuRq/PT8GEYL4pHv7QAPMz1Y0l7bGRnCmabH4Oxp6RskvjIbKEh9Q45Eewsyz9YcKUGebIMFbC1P48XTh9Ik%2bL3SfwPhj0FA/hsDvib/84d3%2bEiKHD28ia2JToyUJ2G5IQU1IXasug2a8zXQkAUxpGqoPfvf4BRUZudgx7XYiB9cn8JlyO3N1ogMiFBgsToF6835GMiLQVt6GIZLU7DZUY77c114yenwansSR1uTmC5PQbo7lx1zThUDbXjYWCKIi465gS5sGF5M2MXShOOQrNDThZuNBXxsjNDEVVtowdW9TRw9eSDN%2bH/aDn%2bIf8IAUv%2bD6P0XFL8f8fj6DtYGGjBansDqc%2by5GKI6M1H6QkKgrSEi5DQkTkZkwGn4WGrDwfAcFfsUjHXOwpIbnD3X2PpoBVaqk3ClvxLbHaWYrsrAdE0ul6RKPJzrxivO/3f0B%2b8OV7HSlI9UVwuoOQGc6CaDnR254rpyQeOKzsVMbc3eF9854j5gb21Ha2wCP5kFElUyDLVU4ODCEh7du4Gn1EX8YHMAAA7CSURBVIOjf8KG34Mh%2bYCvo%2b4rAKL6P717hdfPHuLpnQM8v3eIrfE29OeFcZ21R6a3DFU54jtDSihMtBHFaRDraAC1%2bTkE2erDgZbYQBiXc6fhSl2w0zuDklA55sujcWWwAteGarDbQyC6q3BtpJnLzjA%2b7C/h4/Xz%2bHBtDTt91UhXWiHQ3hQKSzNEKBUcey6wV/hwKVPA19FB%2bmcyGwtue1Zi9XWS9gMvB3OkByjQUZaB24fHI1EAcMyE/w7CNyP0zQd8AUD0/WtWXnxx6tGNPbyiAVrvr0Zbkifpb4tsf1ekh/giyN6EyZ1GEj9smiurYHEOIWwFR2MdaS2WADDj3DbXRbzSEiO5QdjpKsDt8XpcHarDJSZ6c7yV6%2b4A3pL%2b7y8v0CTN44CakO8r47Qwg7utJVSOMrg6yGEr94Sji4o7Pzc8rr4B0enwCIqDk7s/HF19YWHtAAdLU67mFqjPjsOl83OSO3xNSy%2bs8eujp19a4h9D6/eO77j6L/Hy4Q28YO8/Iv1Xh1n9knjURjmjNkKODJUtwpxtKHjasDr7PaL4QQu8LBFodQ7hMiNqAEchvYAhWeBiqkfFl/F%2bc3RovLBSn4K7k/W4N8kVeaxZAkC0wHPa4lccgS93piSzVBnuRjCNYMOx58Td3dWWu7sTE/cKkZKXm5sgOq0MadWDSChqQ2RWDQIT8qEMiIGL0gsqCmWSrzM6OV73xErNIorZf7znPP2HfUfr98n//OENfnrzVKr%2bpaUxTHS3YGm0H115sbS/9qiiBU5VWsCLo0dQ3l5HfIHJgM7QBaG2uoihFliTFYZnTkjfETTXPSftCnGe9ujJ8MNEQShujlZz2enFo5UBPOBe8ZBxRADe7kzQIs/h3nIfcqIDYaDH2a%2bnRw9gCAdTIzjYySDzDIEzAXC1IOX9IpFS0YPUql5k1o8gq2EUaTX9SCxpQ3hGBYJj0xAWHMy13JeCnYBL6zPf9gIBwusv8Q0AQf0Pr5/i3sEFnJ8c4Hq8hct7exji/p9FB1dG81MRaI1QmQkcueS4GVPkyAAherXRHkhyNkYMtcBC5xRM6AUsdQgER5c5xcvVSY7WwlRMlMZRA8rx02UuPofLeEvaH22O4tHaMO6uj2NrdgiVldUISiqCDXv%2b9FltaZJYc5KIp0HW1AC5qxpu1haQ2zsiNDGfIHQjpbIHmQ3DyGocJgh90FTyWlUPUqp7kFbWgvSMLNTlJWFtohsvOCFE5YVjFM5RS1qE2PsfXjH5K1s4uHgeL95%2bxIvX7zFHlU7xkyPYxRbV8SrUR7kgzMlM%2biaIu5kOzLj4WJ77AblBCpT4OyDOyRA2uqdgSgDEOLTj3Lawtoe1HY1NdBYiUgqQlluCippGNLZ0orK2CXlFFUjOLkVcdgXC0isQkl6NqOx6BCaVwNzeDSdPnoYxQbAx0IEVW8JB6QMldUBmrAuFzAmxWZVIrx0kA4YJApnQPM7zAQmAtOpeZNQPIrW2H5WtfdicG2ZLTEgAiBb4BwBePbqNh/fv4d1f/wv3j95hZqgblYm%2byI9Sk8bOmKyIkwxNmjuVmb3uxP4%2bR6trdOo7BDmaUh9ckORiBHdTbm2nvoc9AXC2d4CpJRngGYAw9mxgcjECNKXwSShAQEoZ/JNL4JtQiCBNGcIzqxGTV4/YvEbEF7UjobgTfnGFMLF2khylYJTluZOw4xLk4u4LFyc3gqAPhb0tYjNLkdk4KgGQTQCym8aQUTcgtUQ6j5kEQVPdh7H5NdzYWcb9G5clEyRYIK3DkuF5TrX8y3/hxvMP6B2bR21OEhrSA1Ga6IetjjQs1iWhO1GB2nAHOHHUiR1dl5bX4CTXXq7BFRx1Sc6GUFtoSy0gHpLaW1mzBRwQklyE%2bOIWROfUMME6RGRWIiqriuJVffw6uw5ROQ2ILWhGUlk3%2b7iTAHQgJrcJgYkFkHn4w9TYGBbUFWu2mNzKFK4uHnDldRc7e%2bmBTGRMEiveh3SCkNM6ieyWCYIyJrFBtEVG/RCymkawubGOR7cu4Q214JgB71/j7ds3ePzhz7j%2b8jOmNg%2bQkluG6qwYFEa4Yozz%2b9ZMNcZyfNAZK6MGGEj/CCJETp8A2PADiWmQ62uPEl9LuBqdkqoldgI7M1N4h6cysSZJnJLLOqRjHM/jC4%2bvxRc2M1keqeYJxax8STvBOj6PzW8iODVSeEdlwMrKBuZnf4CzPsXXQhdyB1pmr2AoVQTCwgiRKgXSM/OQUdOLnLZpSReESCZTEwQjMnhe3jaIB7evkgFfAHjy8B4evPszDh6%2bwurhA%2bRXtcA/KBRZMX4YKo/Hj0s12GhKQHc8lx8fK3iS4u7mOhRCbcn3C8q7G59CjNxYsslenA4WXGNN9fVhZ23L6hcy4UYp4YTiViQyBAAJRc0EoFW6JkCQACrvJAM6eOxCYmn78f28nkhQkss6j8XRzglm507A1fCE5Dw9uIp7q73hrA6mJtA1Kh2gCfFHSk4pclunoKnql95LMCC3lfpAEFYvXCTrj%2bgTCMC9py9x7flHLOxcR33vJGI1WfDz9SYDInF9ohgTxYHo0rijP1mOCKq8FykeYGtAl6fDff00EuQGiJdp0widQZmfBUJkhjDQ1oYFnZqNjQzq4HhWsuFbsglFLaxu8xdQmo9ff2HDcfKdkqqL%2b5LKOr8Er1d0IZUUjyAbHNx8uAfowZH2289aB3605J5yGawd3WAvk0PO/UBJyxwVFYvk/Br%2bjVZkUBfy2qeQ2TSOxqE5yRy9eckx%2bPTTv%2bPCrafoW9pDdnkzIhIzkBITiIH8ALRlBmA03x%2bd0TaoDOLSY6cDHysd%2bNoYUJXPwkH/NHLUZkhx0Ye/5RnkuBtKIOnp6sOS48/W3hmeAVFSr4uEEwhCYmmblLRggGiJYwCapSqLSn1lQAI1Q2JEaQd/r006ppDOAoSYvAapJewUXnC2tYKvrRHi3SwR7CaDg7MHFL6RcPMJhbOjE3xd7JAU5oeUlDTk1tNjtExK4/LSwQE%2bvKEVfvD2M0Yu3kHz9Bby6nsQHpOA3FhvVMa5Iy8xRPqHkIEEGYq9jBHnago/Gz24mevBluMu2MEQyUoCwAhzNESiXI8%2b3lB6eGFhZQ8ZK6IOjEF0br1U7VgBAlkgEotnhUWSEhhCFwQLvgAgaYNE/%2bNz8VocBTOEsms4%2b8Xvx%2bQ3wo8OUOHhQwbQpPnIEOluD5V3ECLSSiU9UfhGw8lRDn8lRyZbI6e0jmyYQOf4IkfhY2gdHv2MjqUDlHZNoaJ7CtFsgfJkfybugZRQNdQyc0wVBaAqwJzJEgDSX2l8GsFOJohQmHPb00GqOxcRtRWS3IxR6WfEKXASpqaWcGY1fILjpIoJBkj9zCTFUWoHAnCc7DEQXwGQfvalJUQS0muCJtRcjDXBAuleRipnvZgeLr5RULq5I82POuBmDV%2bVGsk55QhJKoQyJBkRObVkdzZS42KQVdGMws4Zjv070Fq8/hzVoxvIaxpE3cgqkrKL0JkbjKJYNSK9FVBa6aM/xxcjaS6Id9KR/pNTjIspk7fgunsGlhQ8X0tdlPqZQ%2bNuiioCYMp12MjAkBR0QWB44rHoFTZK9P/aBkllx4mJxAUA4ro4P77WIoUE1hcxFGAIhyfELL1u8JvbE6DksL/FJHEPSYKnygcJvnJ%2bdjeEJ2QhMCIRap8gxGWVHgtvWj4KMjWSQdravQyt/vM3UNw5jaSiBtQMzKOopgVdBZHQBDjDT26JcDcLZAU4YLvGH1W%2bBlyBzyLFyxbB9P6ORjQ7Jjqw1TmJZIUBEsiQTGqCAMVYVxsKuQIBoXESVeMLhcFp%2blL9LwmWHKv814RFkpIeMOnjFmmVej/uywQRSWfWD0ssEPcKgRRsyGkZZ1%2bPsrU6oIpIg4P4u%2b6OSIyNRlhMMrdFFeLy6yWzFUlvIb42k1VQis6xRWh1r11HQdMwAuNzUNo9jZr2IfSUxCEjwJHJ2yCKAOQEyTBXqEJPmBF8xdYn/jcYtUBBO%2bxlawIXg5NM3BxRrmwTTwvpKa49rarS1QMBIcctkFB8PPaSvrBAJPWV9nFFx2NQ0Pwr/eMEAF9GYGx%2bo3Tf10nwtQXEuQBFuL9czv0MMiOtZgAeYWkwsXGGyjcI0VGRCFC7QUN/EJWczTbIQlxqPvJyc1De0A6thqmLKGyboPcuREZFG6rpz5uyI1h1JwQ5s5fsjTkRgrBZF4qOMM5c89OI97CVvr0tKh3gaIkoe11URcoR42aOWKU59M%2begaOlBVSuSviHJUkiKIncl74/pnuLJIqC/uIoQqq88AmFx4wQbBDgSOL5RRNSq/ulxBOFKEoLT6/UFvmdc9LPhB1OqxmCo2cw/BKLEV/aJU0L4TwTyIKIlCKog2KQXFDDPaQMWrUT20iv6ZN8uKa4ERUlZahMCYe/iwO8Ha2REyynBvhhpS4azQniy1Cc%2bTb6rLyh9NxebWOM/EBHpHiYIU08F3CmNhgawF0dhAAPT6h9wxCWWvpt3gsAvlY/mn9TJBxDnyCSTfgmjq1fhPH4XtFC0u8SOFF9UXVxj3B56VLV%2bznjZ/l6CGm0vvkd83APToQqLIX2d5yvkwhkO9LqxhCSWglX/2iC2YWMyg5o1YysSxoQnFKCyNRCVORmoDE/GTJTmgsHczSl%2bKA9xRNDBQHI8rGRHlQ66f0Af3sjBDmYIIztoFHZIkNljmh3G%2b7uBrC1tIaLOhQ%2bSiVpGAK/mMxvSX81QSKB3zMg/gv1jxnQ/I0BwkZ/DWFoUlksEeI8ueJYEzQcj7mS9R2VEsvvnIdffD6c%2bBmSK3rgFZkpAZBU3kv/kAnfmAwyqFsCUKtyaBWVgyucrZ3wCYpCYWqM9JUyGyYa7GaH2mQfDKS5YjTHE6EONEBUfuEBxM9TfZ0R5GSOHF8btoUV19YzMNHXg53MFfbOrL6HN211JHyi0lnFekkDBNNExUWCggECGJGMqPKxNhzP969JC/2QXn/xCcIkCQZIusE2EH5fACF0QJicBIpmTgvHeW4jbBU%2bCOLGqQrPQHiWeP8uyL3CpZaMzmuRdo7/C7dR4O48KOaZAAAAAElFTkSuQmCC' /%3e%3c/svg%3e)
Aleksandra Bajić
Relaciona transakciona analiza
Osnov rada je odnos koji čine poštovanje, prihvatanje i toplina. To je korak ka promeni, pomeranju granica i širenju kapaciteta. Psihoterapeut pomaže klijentu da razume svoje misli, ponašanja i osećanja, a bez zajedničkog rada nema promene.
' width='500' height='500' xlink:href='data:image/png%3bbase64%2ciVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAAsTAAALEwEAmpwYAAAgAElEQVR42nV65XdbebZlvvWrrgqZmZkkS5YMMjMzk4wyMzOzHccUZk7KYWZyOCno6te93qx5M3/Knv27clLp6ZkPZ91r6Uq%2be59z9tnn2jsyfLxRKJOhwtcXFXJfVDIqFAqUKRWoUPmhwj8AJWo1KjUqdMUHoCchCNpgNZKVvlKkq5RIUioRx89E8TvC5XJE8zxRpUJOUBCKQ0JQHhaOSkZJSCjyNBrkaoKRHRKGlOBQxDFSeV4eGYPm%2bCS0JqZI0ZySicqkNOTFJiAtKgaZfD8rPBJpoeFI4/XZwSHI8vdHfVoCVoc6cGZ5CmdWZnBqeQYHJocw1NKEtmodoxpddbU4urYPD%2b/ekuLBnZt4%2bvg%2bXr96jh0R7m5I9/ZCGW%2b%2bklElhQJVBFHtp0IVgZQo/VDi54c6jT9aQoOgCw5CiSYQeYH%2byCRJSSQrhp%2bLIHhBQjwJSVerUBysIfgwVPKmdQRaLYCGhqEoNAJZfC2VryVoQpBOYGVxiahmlEVHQxsTi7KkZBQlpSA3PhFZMfHIIQm5vC6bn8slkbmBgSgODcZsWy3Or83iNIHvH%2b7DdFcHRlpa0F9Xh/4qLbortRIBR1YFATe/EfDs8QNsvX6BHfGeHsjy8YFWIoCgRSj0oVOqJBIqCKiCRFSxGqoDAlFDYDVhoSgPYSYJNFEQoPBlKJDAcwE%2bNyCABAWiJDgYOt5wPcHX8%2bbrmcmqqFgUh0ehIDIKxYmJKIqPR0F8LBJJcKDcByomJFQdgDhBVHQMikhIUVgEivg9%2bayofFZRSVgIessKcGx2GGf3z2B5qB9THZ2YYIy2tWOioRpL1dkYL89Bd031NgG3vsXzJw/xZusVdmQTfCkzJ1qgnOVf9pUIgq5RqVFDAnTMvo7nOoIXBFQHsg1Y3hlqPyQSuAAtsp7kpyRwNTMfhDy%2bn8rWyWSUBGqk7FcTRCWjKjoOLdm56KmsRGtZKerys9BZWwZtVjKCfGVwd7SHi70tXO3tofTyQjIB1yfHoyk9GbWpiegozMZSTzPOr89j89gqjs5PYba3l9GDmb4%2bTHV3Y76xAgcrk7GgTUVfTQVbYPlfCHjx9BHevnmNHaL8tSRARB61oEBogCCAGa9lxgUBNWyBWj/qAMHkkYwcRroATOCJPErZ9xWaoCBg9n5gADLZHlmBfsgO4LX8rix%2bV0GQBpXMaEthAZorylCak4EYaks0oyIvDRmxYVB4usHT2QH2VuZSOFhZwNHWFlmx0Tg%2bP4KTLPULh5Zx%2b%2bIJ3LtyGpd4vn90GLP9/Zgl%2bJmeHky3t2BffQmOVCZhQ5uAiZpiHFv/k4BH927jxbPHePd2Czui2QJpJCGFkUhBzJL5oFhUAYELEqoIXlRDNY/ZfD2K78fIZYgjYfEEHs3XQkhcKCspku/F8bUkCmOORgldlB9qIv3ZCiqksjpKI0NQk5mE7LhQaOQu8HW2gtrTEf4%2bHogIUCHM3w%2beTg5wsbOGrYUZrM3NSIIlXO3s4ObojI46HR7fuID71y7i/uZZXDywD0sDfSz7DsywAuZJwnx7ExZri7Gqy8Sx6lScqEjCcm0%2bTq4v4eE9AV5PwMvnT/D%2b3Rvs0Li5IsLDDRGe7ghnxHp5IpVA8glMy4xqFfooEFkmSAE0mgRE8BjG60JJhIbnwd7eCCcRcfxMKrNeFqFEa7warXGsopggVCVGQJsYiuQgH4R42UPhZAWZM4E52MHVwR4eLm6QUZAdrS3gZGUKTwdreLm6wMvNgy3hCA%2bGhlW4f7QPV5j108uzWB7sx2hLGybaSUBPL%2ba6O7HaXI5DtZlYqkzDvqoMHKpMwWptLs5sLEnABQmP79/GqxdP8eH9W%2byIIuB4Zj5WCI%2bHOwLd3RHMqojx8UIqgab5yqVjrADJfowgyHi%2bFk7wAngICQjj%2bwJ8FM/j/BTIClagNtaPBPhL0V2QgLbiNLaLK/yYdXcbM5a2OawsLGFhZgFrHu2treBgaQYXW/3R1tQQTrY2cHd2JUEO8HblZ73lKEhOxmI/wfZS8Tu7KXxd7P0%2btsAAZtpbcaCxCMcacjCty6VIZmJSm4KF%2bkKcObCsJ%2bCuIOAOXr98io8f3mFHEoGkEFCKKGuC1nh6IsDDA/6MYEEKMyuAB5KoQB7DRalvZzzYR18BYvYLH5CqVnD2y6nyCrQm%2bKM5Vo3OtFC05sRRD7wQ4GINV2sz2JgZw9zIANbGeyQivNy9JaBKdxcEervD1twElsYGUgvYWFpRA%2bxZDR4URF9ofJXo1tVgcXAIM13dmOnuxdLICFapA2vdzTjRUoyjzQUY0%2bWjszQTAyWpmGnU4tyRtW0CbkoV8PrlM3z6%2bB47coNoamTeyFDImW0ZolkNQSRBxUpQkQQVq0Ec/QUxJCCAx0BGEAmR%2bl7MffZ3Dnu4MtQPTTF%2b6E3xR2dCgFT%2boyUpaEwORpSnPWQOlnCyNIG1iQHsTPbAxcYcbi4esLd1gJO9A9QiGaGB8LCzlK6xMjUhMe5wdXKjBrhC7iGDr4cXkugtRAXM9vRJ2V8eHsKx0W6c69XhcnshTrYWYLImH91lWRjlFFhr0eLy0fXvCLijJ%2bATCeitKESGny%2bVXYFCilASq0EQ4EcC1KIlSIAeMKuDEcoIIfhgviaqQUyB/CCOyggV2gi6Pz0Iw5katMaqMFacglNDjahmJWjcbOBM8BZGeyUSvBys4GxrTZGzgqebF%2bQ%2bapY4BTglAfGcHtamRjA3NoKHqycUcjW83WUMOVQ%2bfvDz9EKrtpgaIEjownxXGw516XChLR8XmrNxpCkfUxS%2b3ooczFRl4lRXOa4f/9cK2KIL/PzpA3Ys9LbSYAShiOBLmMUEtkIIQUayEhJIRhqJEZZXnCeLKuG5ICme16VS8AopeDVhKgL2IwGMxO1jSjDOTnZgo6UEaWp3KJ2tYWViJIF3t7Oi0rO/HUTYE5gPfH1UCGIrZUVFIC5ACXdbC1iZmcLWyhYKmQoKvi/zVMCX4e%2bjQF5cBJZ7m7GvpxXzHQ1YatbiYGMeNhpyMVeXj4GqPAxV5nACZON8XxVunViTJsD3BHz5/BE79g93oiQ8mATQvak529kGaQSaR5NTSkNTER6K0hANijjXSwLV0HKkFQdypDHKg%2bgQNRyTIb5ojFGhOycaw5VZGKnKwlJHOe6sj2OapZgdIocHy10msk4CzJhZe2tLlrUD1d0BPhS4%2bOAwVCTFoTE1huMyAKHunBRsPW8POSvAHyqGAO/jJuP1HkgI8sdiSxkO9jZgpbMG6%2b1lONapxQoJH64ppMnKxXBVDknJxeX%2bKtw8sSpNgId3b%2bDR9wRsTPSiKiEaBf5q5BN0NjNcSCK0BFxJ8FWREfTzIagIpYkJoTMMU6IhQoG6cFrlUAUqg%2bWoiw/CQqcO51ence34Cq6dXMPdU8u4vDiCyeYqpGt8KYC2UpgY7JFCZNfH2QlR9Ax5MRGYrCzA%2bf5GbA414XR3LfpzExDi5oggvwAEqMPgrwxi/8vZJmp4ubgjgmZspDyTpV%2bFQx1luNRThqv9lTjQrsVAdR46OQEGKrNxkO1wpa8SN4/tJwE38UAQQCK%2bESA2KOGpi7jcFLAKCtgKxaIdmO2qmCjo4uNQJqogmISEKejlfaWojfBFTYQc1dEKjLdW4sbpg7h74TiunjiAKyc2cOvYPix21qOpKBva%2bFA6QznsOdqM9%2b6GmeFe2FiYozQmDP15SVhvLMaD2S68WhnG85UxvDqyhNsLw%2bjIiJU0SKMOhcpXECDjnqCiGPrQQHmhnZ/d6KrGekcFzvdW4FJvOZaaitBdkY2OkjRqQDYtcTGOdFbSO%2biXoQd3/iTgly%2bfsOMS31ikr66IjUJpeBhBR9OrR9KyRqIuJRkNmRmoiovhKsvVOExGsZNDFy6XCKiLlqEuOwoHFidwZ/Mczh5axf7JUaxNjeDUVA/qc5JRmZmItvw0%2bgQ3GO3exfluDDOOQA/6/bGyPFzsr8Ot8Ra8WhvBx9Nr%2bHh2A2/PHMbbiydxcbQTmf7MuicXJOqAnEKo9PQlCUrIXd24MUZhqb0SCx3VWO6oxEpbGSbqSUBlHrrLs9GnK8RIYxnGW6roBBfxkODv37kutcI3As5uLOLg1CDaCrJRHh2FythYkhGL8pgYFJKEAoIvjeO6GkWlj5TR2srQFO2Lhkg5d/YAjLRV4dLpw7jx8wXJb%2b%2bbGMb6eA9vSIeSuGC0F2egPjeD5oee3sIU9pbmMDEypNdwwUoj1Xm8Ffen27C1PopfLh7G3%2b9cxm/XL%2bDNuWN4dXKdIloJlZM9wXuy973YAkpujP5Q8OfMCA1mWiuw2FVLE1SNyZZyjNSVoLe6gFGI4YYyjPHzo606HCcBDwj%2b/u3rUiV8I%2bD62SO4cnQFB3jTE/VaFEeFcqeXI5p7vj8ngS9HXUwQrS1tbV0syz9aTvAydGZFYv9QM8t9Tcr%2bpVOHcWB%2bHCvjvTgw1IIRKnBhhB/6uI4WxEfAx9GW890aFhRAKxJQmxCJc30NeDjfi5crQ3h7cApfzm1IBPzX09v4z/ub%2bP32JWydXEVNfDhF1AY%2btMveLvQhHItqusJYfyXGG0qxr7cesyR8gmCH6kvRU5XPyMNgXSlGmysw3l6DU9wbJAJuXftXAh5eO48HV8/h7sVjuHJwjh/SssRoTriAuNJ/%2b7o7I5lCp41RoDzSh33viZbUYByc6Mb9KyfxkNnaPHUQRxfGsDrWjZWRThLQhLbcWORQJDtKMjjXlTRWznSBtL0koDDEH5cHG9j33Xi2rx%2bvV4fxZn0CH44s4I%2bfj%2bN/Pb%2bL/35xH%2b/PH8PHc4dxma0Q7MJx6cTvsLMnASqEKNW04TKqfT7me%2box1abDWFMFBrgIiQnQpc2gtmVguDoX401anBAVcPsa7t28Kk2CrVfP9ATc5Up55/Ip3Dp/FLfOHsKpfROoLc1DeHAgMjhruyo4Vykio/ySNn5pR34s5241bl84iie3ruDK8XUcnRthG/Xh0HQ/DvG4xH4siRA7AfUiNYKW2Q0qKrotfYAf9/x9vKnb0524Pd6Oe5PteLbQi2dLw3i8MIQb/PwpLjxHB/pxhJ7/9EAnzvQ1U4gD4GVnC2cb%2bgJa5zA/fwTTOdZkJ5KABkySAFHyfdU0QJwOfaUpGC5JwGx5IpY5Ck%2btzUnZFwQIIdx6uU3AhcP7cW59Xtq1T6/OYZPtcGJpAuuTfTg8O4RLB%2bdxnWV49dQGwa7h7No0rhzZx%2byfwuaJdYIewCqzfpDXH%2bH1h0nCJI1IrsYLuayAvDA/Gitn%2bDGDSjsL1Ear0JsZhfpYDQ1TCI42FOEeibhP1T/SUYuerAR0pcVjXleOG2vL%2bMLfc39pFBMlmQh0soOjpSXc7R0RolCRWBmKEyMxSx8w1VbNJJVhSJeHqcpULFUnY78uBQdqknCkNQcXNma/I%2bC6ZIUlAlYnyPQIrWRfI9ZGe3CS4K8c3odrNA6bx1dx6ch%2bXOCkuHHuCB5unsGd80dwlbP%2bwsY8Dkz1Y3mojdtZK715M21pM6YJoq84EekqV2QH0y36e3LBcoLGwxG5SmcUcZTmhgdClxCF7pRIzJSm4QF1YEt8J/38HKuvlG5Q7uaGqGB6kOQUnGdrXSZJWSofOFtYwN7cHIE%2bcgTLaeEjNZhtq8A0xXCyuQxT9flYqU3nSpyM1ZpkLJGE5eY8nFmflcDfvbHJVviOgBne9EZ7OQ1EOdZ6G7Ex1Cpl8uzGAk6yIg7OjUKQdFiqkBmc3D/F97l5jfVI/b4y0oWpzga0VRSgIiuJip%2bI9qxwpCicOcLcaa2dEUzw2RoZNM42kHHHd%2bBEyE1Mho6jtzoqCK/P7Mc/7l7Go2MHMJyRROMVjDiCrczOp5hW4Cz14sXBcbSlRsPbxho21BEZ9SBErkCaRoUZzv5FjsDZ5hLpfKGRulCbidHqTPRXMGoKcGS/IGATd67/LE2CbwT015djorYQM3WFWGotwzyZXOhrYXYHsUKQc70iuy3YN9SBNRKxzlge7sC%2bwTaC72AFtGOsrQYNhekoSY5CSx7tbEoQ9wQXZPm7EbQVwr2cJJvclxqIjtQQ9KaFYbqQIpWWhI7kMPx29Sj%2bee0Evlw/SxfYiOG4UEwVZODcYCeBT%2bPzuf34dP4AFmpL4c4x6kAX6UQjpeHylMoJNVVfgH203nOtpZhpIx5a5KG6IskHdHMkdtWU4NDyrJR9QcA9tsLrF0/1BAzoitBbVYB%2bHodrimgjCzBYX4ZJjg6hqsOcq6K/9g20SPNdZH2htwmLrBYRc90NmOCcHagt4S/k58vTUZ9MAfVzQaLMESo7M4S722GUorRWnYrlkhisV2ZgRZuJ%2bZxY3JrtxH9dP4w/Ti7hb1dP4DON0P3JXtyiljxdm8LnCwfwx60L%2bIPTZqOrCbY0UQ5mZvQU5pBzSiWoZBitycMSLfEcTdF0exXvh/fdoCUOLXp1xegmAQeXZ0jAz7h97YrUCq9ePNFb4Rk6JzE6%2bnhRT3UR52cBj/rop5kYqy/GAntsvb8B65zvS/0CeD2WOHoW6NlnOH8nSZAYQ7OdtRitykBLugY5LP8odxsobU0RyiroyIrGtZEabK32YWuuHbfbi3G2JgO/3zyFf16lATqzjt8vn8A/b57F344t4Bf6gj%2bY9f9%2bfBf/4%2bFtjseTONTTBFdzE1gZGnCrtKA3sEaswhNjXH2X%2b%2bq5FvNeWsvp/BjNlZIL7KspRhdJOLA0zexfwa2rl6VKePV8m4DphhKM0UyMkLH%2bmhLJQemdVAEG%2bOHxRi0Wyep6by3W%2bvVZX%2bAGtthTx/GoI%2bN0YK1VkhNboCMbrkhFe0YQcgPcEexkKREQaG9GdxmITxfX8Pdbp/B2th0XKtNxIC8Sn86u4B8X9%2bMPZv73U%2bv49fQqthYH8GGhH3/QGv/vF4/xPx/fwz9unMUhCq27pRlF0EwiwJXtEOvrwftn3/fWYaq5GCO6TAzWFmCEBAzTafYQT3N5HlbmJ3Cb4G9uXpLa4OWzx3oCJhtLKR5aLLVoMVkvyriYRBRL4IdZQhNN5fTaVdjfXcPduw7z3XVS2YtsC/AztMIiZnm%2byPeGypLRmqJCjtoV/gTvZWkMhZUxckKU%2bO32Gfz28xHc7%2bX3UQeavGzwgivzP08v4PcDs8z4EXw6OIsr7OFTFVl4PT%2bIf1y/SIHcxH9SIw6TeAu6SHd7O1jyaGdijEhvF4Lk7t/Ee9bGozszhF4lEV00SF2s5vqiDGjz0rA4PcrsX5Isu2iDF88e6R%2bITNHgLIoSb9NiWrSCroR2UiuBFySMkJRZZlqUvQSeWZ7jcbaLZHTVYJ7viVjga8t9TZioyUJPtgaFgR4IcjCHu5kBPM0NEerpiBfnVvH%2bxCKuMFPtATI0%2bNjgFnf1h1yGrnfW4eniOJ4vjOIL1%2bkj1KP5rDg8nB3Er5sn8bdrx3GYCRDZ93Kwh%2bnePXA0M0EER2xzcQq6qPhduSQ1RgNdTCRqU%2bJQk5GI4pQY5GamYGlmArc2L%2bL6lXMSEeIvQ9IzwcGaQgzxl01S7PrLC9GpzccAq0ASkVoKIzVghr01R58wxczPEPgK%2b01ogqQBBD/Xyez31GIfW2SGI2gwLxTVtM2hbAFPEuBmuhduPF5mab8%2bNIlVbTraI9Q4z2tf0gpf4kZ4gIr9bGWCBK3gy/nD%2bP3iEWxyCi3kJ%2bPF4Rn8ceM4Vrh2u9MN2pubwpwEiBaI4Ihtyo1Ge0kcWjNCUUfw5WGRKI2Iglb82S0lESV52di/MI2bzP71S2fYBhelvw1%2b%2bvgOOypSY6BNjkZDQRZaiwvRmEMR457dV51DISnFNKtjhgDF1tfdUI5%2bErPQqsUq5%2b0Yy7SnLJNCWUAzwlWU107Rdo4WhfFGfBDtZgNfSyN4mRvAcc8PmGGrbR2bxkhmNC72VOKXM4v4eH4f7rICTjVV4Up7Ix6OUP0XJvFkbgw3OQ3OcDQ/WR7A364cZIlnw8XaGiZ7dsPCYC88rC0RyzW7ISsGuvQIVCWEo4ybbLH4myO32dKMdBRnZaK8qAArJOAGs3/t4mm2wXk8fXQfHz%2b8xY54P7q1ADWqswi8qBDVSfGoiFSjLTsUowQmMjxCnWinv64pSkE1R1dbZhjaEzQoD1ajnK6ujf3cWxSPjrJ0DNOAjGujUU8CErzsEcAxqLSmcTHbjTg/Lzw/PIEz7VocbSvBMVrXazot1gICMerqg1lXFdbcAnHUIwKbOWW4MdqC2yMNeHtoAq82xpAVFggnKysY7fwJtjRD3rZWSFR4oC4zAQWJMUiLCEVSeBhiNUFICg1BRmI8stNSUFrAKTE3KWV/8/xJXLt8Dk8e3sWH92%2bwI8LLAzkB/qhNTUVdehqKQoKRofBGCZ1bW04M52gBWkr5Xhp7K94PpeEy5AX4IFs8SZbLUUg7qlUrURHqR3sbjP6SRIxRjFqTlMikGwxzskCooxiF5rDa/VcMV2bj5X5a3oJoHOPa%2bji/DDcVITjlqsRBVw0uBWTgdlo53nN5%2bXB8GvemW/Bifx/WWQkK8WczayuY7PoJ9hRAmZ0NUlVeqKJDjIsIQ6BKCT%2bFL3y8vaHgphjor0Y0CcnJzMDC9DiuXjyFy%2bdO4CqJEARIfxoL93JHjoKrbkgIijQa6Q8kCd5eSBZ/IySoqgz2VFIQs82f1T7IUvpIT4dT/ejp/ZQo9lWglJa0SPxzRZAaQ5kRGGT1dKb5o4CjMNXHFgmeVoh0s4K76R44mRrgQFsRfu7X4tFSJ7aWh3EpLRXzMlraoAicLC7HE4rh%2b%2bOLeHd4Gi/WBvGcBJRH%2bkNub0MHaAZrw71wohv05c/ZgTKUcanyV/rC09MTHu4ecOMe4ebmDm8vbxKiRFJiAuYmR/Azs3/pzHFsXiQBD%2b6QgC3sUNCbh7i6ItrDE9GeXojklyT4eCPRV450tS/FRInSMF/k8lw8LY6SeSPAx5OLiDcSlHLpDyr5vDaf1VDLlmiLCUBPWjB6MgNQHurBaeCKVF8HhDtbcCqYwtFwJ6I87XB7thFPV/pwb6YVp7vKMZAdh6H8dBzt4DRYmaIYLpOEBbw5NI4L/dUk3hUadxe4W1nAwcQQXux/NbfDwhBfpHLEeri7w83FVR%2bubnBniNcECTHR0ZgZH8YVZv/i6WP4%2bcJp6dG49NdhNydHONvZMezh6egEFT8YwRKK8vVBjEKGbDX3en8FEv3kCCVouYf4RS7wcHOFku0TyAj1Imm8PjtAwXaSoz1Vg650NWqifFAW4oF0BQlwMkOspw1i3OneXC2wwTX19fEJvDwwhseLPbjAGX%2b8vQ6bw714sjqLdyTg7bEZPNjXh2Mc0eXhCkR6uUqgBQG%2bdlYIcrZDSagcQTJ3OPLeXZ2d4cIlSZDg6kSySIAP94WY6BhMjw3h8tnjuHDqCK6wEh7dv4V34v8DxIdsSYCtrR3sGOIvsSqWkZqg/MQT2e0/hyk83eHl7iaBd3ZyksKV5%2bLzHjyK9xUeXGF9PbkMaSQNaEpQojbGF5l%2bzohnG2QrHeBtshNOxruwURWNcz0FeH1ymgI3jJ%2bHG3CopQrn%2btvwaHkcrw5M4AlL/wEnwNm%2bGtTHB3KnsKexMoGtwS742XMCeHHFDhJ/V3SEo4OjHjyrWbSB%2b3YLyGUyqQKmRwdZ/sdw/uRhSQfEY7G3b15hhwBtY2PLsIE1R4yttQ1c7B2kx2GOrAoHQQzft%2bfRwZ4/8z1HhnTO9%2b0Z4juceb2bsxNkLo4cQwK8Qoq6OFaQ0hHJPnYoU9si12UXPA1/wDJ39QvdOTjfW4h7i2042c19vjQd%2b3T5uCgel9EfvDg8hcck4kyfDl1ZkdJi5WzC/jfaDY2TNZctZ6jdHZk8e/5%2bJ7g4u0i978WkiczLZXKJhJAQTrQBVhnBnzt%2bUKoEQcCbrZfYERoairCwMCnEuYhwnkdGhCM8PBxhjIiICERGRiKK8zUqSh/RDMFsDOdtdHQUEuLjkEKxiY%2bNRll6DJpyotCUSh0IcUOBxoNV4IQKP3N0qfagxvMn1AdYY6IwAqu1STjZmYfTvSU4UJcllfud5SG8ObMf786v4yHX4UtTnZwuaVDYmMDDZBe86SuiqCn1UZ7QFuUhLzcXOdlZjGzk5GQjLy8XBfl5KOT4Ez8Xc7wv0gn%2bfP6U1P/CDospIBEwNTaMqfE/Y3p8BDMTo5idHMPc1DjmOD4W%2bOHF2UnGFJbmpqXYNz%2bN5YUZ7F%2baw%2bq%2beawvL%2bDAyj4cWlvGof1zOLAwgYNzI%2bgrSUZvZS5XawpdvAuW4wwxHmqIJtlPKPfag9IAF7RwfZ6tSsHBjjJcnurG46OLeHxiH64tDeJojw5jxXRzfg5IcDJCoNVexLuYo1Fjg8UkaxwdqcOli%2bdx8sgGjh/ewLFD6zh2cE0fh/Rx8ugB3KD9FaBFPHvyQHog8vYtNUDsxuIBgQjxzEw8LREPDUWJPLqr/28KMTKeig8%2buofnj%2b8zHuAFv%2bTl04d4xaXiFTer19yv37zil75%2bLh1FbD1/jMc3r0jf9ez2FfzcGIhnXX44W2iLsXAj9AQZos7XEIXeZigPdEF7WghGihIxWRSL3ngZmgOsoJMbodBlJ4rd9qLUxxT1KnMMhFljOMIa/cGmWMj2xvOHFDSCefX8kXQf4r8/XklH/bkAK7Itev5riOtF7Hj9/Cm2eNHWy6d4I1h59VyKd69f4D0/9IEXf%2bCFHzkzP9I5ffrA%2bPhWis/00lJ8esfV8j2%2bfPmAX0Tw/Fcef//tC37/%2b9/x%2b5f3%2bO3iGD4vpuPDbDI2q1yxlGiGnmBjNPoZoEq2B4Ueu5FFfUh3JFj33SjzNkS9nxnDHDqFGZrU5mjx589KU9T4GvMzRtD5mmAw2BAnhyrwnrb205dPeP9%2bC2%2b3XjC7AuT/K15/C0kE32wDFpn7Cvq9AM34%2bD3wr6A/vfv/xFt84fGXzx/w2%2b%2b/4Zdff8Hndy/x6cYBvF8tx%2bf5VNg0aNgAAA1jSURBVLwcjcGZEiccy7XFYqI5%2bkNN0KUxQYPKGBVyQxR5GSLP0xglMlOUyU1Rx2w3MCrkJqiUGaOa1aCTG6OWBLSqTdEdZI6xCEuMR5pjviQU55cH8eIpl5wvnyUi3knZfqEn5M2/VoAI6f8Ev4HezrYEWgLO4Jd83M64lOVP7/WZls7fbmf9E3757Vf8StC//u1v%2bOWXz/jw7DaeHx/GrZ5IXKnxwc0mP1ytleEogfczYx0BBrxpU8zFmWE0wgwdQSZoDRBhikpmtcjLCAUebA1GrpsBij0Npcz3hVhiKNwKw4yBEAv0BZPEEHMSYYbuAEP0a/i9eUG4uDqGZ2yLNwT97sM7vP/4keevpb8GvXn9UgIuWmKL5zv%2bLeNfwX%2bXeVHmetDbpf7rF3z57TfpmvcvKSh3zuP19WO4t9GDB4vVuNbsj/utClzVeeJooStOlbjiYI49NjJsMELATX6G6CIJfcFGzKoAuBdabwPkuO1BiuMeJNrvRobzXomAWgJvC7Rgu1iiW2PBqrGSiOgMJHEkTESL2lh6r4/vie8WbdWf7I05bQSO9pbi0uoINew23rx9I/1/sAgB/vWrF3oCPvwbAVv4JOL9m%2b/Knhn/8hGfPn/C5yebeHawE3eH03GuWoHDeU44mGmDhei9WE8xxYlCR1ys8MCZMi88G4jAlSpPlrwVlpJ5DaM/2AQtir2olgnQexFrtxvRNrsQbvUToqx3IZkkaH2MUUPwrQEW6CL49iALNFMHmtVmaA8wkwD3BFtIBHQF6V8TZGllJlILaTlhWpR70KXejeEQQ0xneuHS2hhevnyOV9S7V9Q7ETu%2bL//v%2b/4bAR%2b2e/8zwYuePjOIO61%2bOFdkg400c8xEGmMiwgRDFLRuf0MMBBlhJcUKR/OdcDTPEWdL3XGp3A1Hs%2b34ujX2cXTNxFiih9d2qw3Q7m%2bEJmpAFUs/38NIKvl0Zj/P3UAioZZC2ORvThE0ox4IUTSVxLBbY46OQJY/yWnjz9X8vLhefC6XpJazonqCTNkiZhgOM8domAnDAOfmu/CaLSAeib3klPg3DfiwXQV6Ara%2bqb7Qg88nO3G/2RuXKj1wON8FswkcRRSxTpUBWuW70eizUzp2%2be3GUIgxpqIpTomW2JdsTdW3wmyUGcYofBO8mQlqwWQ4b4rX9bN/ewKMSIaJFI1KYzQoTVBF8Sun%2bNUxszoKXwPBN6hMpWMjCWn112e%2byc9Eer/cxxCZzrtR6LYLHWyDIVZaX5CxFIMkYizCHBMk/8bpDbxiCzyjYEoEvNsm4P2bl//WCh/f8/jpI75c24/HnUqcK/fEkUIXHMx1lEq6hzff4rsbzbJdqPfaiQbvnXoiFLsxGm6KUSp0J8GNR5pJZHWrjaTsj2iMMBdjjoVYSwwHkowQI4yyigY1xmhXizBBG6OR4GoU4mgqlbhoizqetwWYS%2bCbVWwnRr3CGFpqSardj%2bhgZYnvGQzhdfx97YxeCm0vhXOE7bCiiyP4x5Ih2vFWEPAdCf/aCmISsPy3nuD1bAau1XphOd2OKmyC/SmWOMSybvXdxYzvkQioJQHVngyPnajjeQuz0OpvjGb2%2bwjZ79FQyQON0Klm%2bQtSws14QyYS8IFAY6l9%2bnmj3QHGzKoxld%2bYAid0QF/uFayGepXodRMp%2b/reN5WuraWhEntGkcuPUoWJ7%2bjgZGlWicpiewaZSjEUaobJOBtcP3sYL148266A7fj3icDjp0/4cHUN91p9caLEjWPLFFVeu/iLDXCmyAFtzHSXcjc6KThNzLzw%2bTWeu1DpvhOVPDYoDKDz5jUE2MF%2bb2e7dLICWlWsHN5cix%2bzw/e6SEpfoChX3ry/PmOiAhpYAULs2klCFT1Ao8pUIqU/2IzXmvKzJvxeegSfvShw/onfY4CRUL0wCmIalEasFn4nv6%2bPznE43IKtYYDTM%2b0URE6Br67v37RAIoHx7i3erOtwq94Ta5l2kn0VmU2y%2bg%2bMJ9hSYXmz6j1oJxFtrIaa7SqoYVR68Gef3aj12YU2AhZkiGMTK0IQ0Miba1IaShUh%2brSZ56L8xbGHwLoY9QQhyr2F5S5aQYAXAjggwAQLJ0gC%2bPkC2uVy/j5RUb0a4RipC/K9nBrGEpkdrIhejankG0a4iyxXx%2bHp00d6Ar6R8C8EvJTK/91j%2bviBUAqfGxaSLNEbLLK2Fym2f6Vq78F0LHuRP4u%2bb5PvQp33LpRL2d%2bJCt5QGc913nvQSPC1Ml5HcHW8sXpfAwl8kyCFhEplv01Gh9QixtQXUTUm38hoYEuIkh8kiEESMBEhwJhJ35Hp8CNalXsxHS3Gpam0YwiSm1hhHWw3Ab6Xn%2bkP5WcpxJPpHrh7/dL/RcD3gkj7%2bOEDHdTmBp50qXCiWKi%2bBQbZX7Wy3dIvjLT4AUspFEJ/A73wUQybqAXV34EXbaDleSVJqPHZgwYCb/TdyxltIEUzo5XmpY3tIN7roGCJKpF6mKX99Vy0iRC1Xpb9ALMugIsQLVPB31HhuZvXGEnWuJKtUq/QV1wjv7tT9L9GjE6SRwKGOBaHKc6bJ1b/JODrLvBu68WfBLx/j61jPbjT6CWp/mSMEB4jZnAPch1/RKDxXzASY4UuEiAmgWiDFo7BGmpEOYVQ3FildHP6Y6XXbglkAytAIkKhr4JmP1FVhpIxauCN1zN7zaI9/PQhtEK0hpgiQyH6sheEDPDnLpJU4PKTVDV9/LlViOU2AeL3NZFgoQGdYgpQNwZImqiC3iADnF3sE8uQWF2/kvBVCxj0zu9ePMaj4XiaGUdp9M0k0MCQANHXhVRbDQlokgTGSCq/FrZAqy%2bzzAqp3NaAMg99b4oMlTFEFXxtgRaCF0ToK0DfDoII0SqCgEaFoaQHXdv920mwfTz2BOlbYoCABIElnPv9HHvC9NTRLZbTP2Q5cyK4ciyLFmAFiBCV0Mf2EeNQ7CRHhmtIwMvvCfjaCs%2b5Tb3Dq6tHsVnHJYbgVzLsMB1H%2b6nRE1BFgBFmf0EpszYkFhqqbxOzL6KZJAj2ywm4iscSdxLAYxXbQLRCLQkQJAjATdvC2C5EkediZn%2btCvF6V4CRBFiIpNQKYkoQfI90pF0mWSL6Q4TCW6JCaYZMN0NEWf4gPXBpEp4i0HS7CsR0YAuFWUiL0/66pK8E/EmCRAB/fv/hA56fnsGFSk8c5kIzT9MzHSe2L/YlwdbR8MRzEiQ77sJYlJmk7PUkpp7t0cio4egTJFRJRPxJgI4VIDLcIHTATzwQMZDKtVlkXv5nS4hz8Zo0OkmKACtcYpcE3lQiQQiqaJtmWulOURFhlij0MUWA5S4S8FcuWiRVZSQtSE1qsXqLZxD6Fhgkjplc5TYB2yR8JeAtzz%2bQgKfHx%2bj8XLGc5YSJOCuuoiyjQGEseJOKPUi3/xHBlj9iKtYCOtkeSRvqeGwiuFqZ/ryaRAgR/EYAwVdxZou5LcDXEGidNBEMpLbQa4CBpOKi97/6hU5msM3fRDJWX0loIAE1vnyPGW7hdOjkXpDiZgyHvX9FqhONmYJEiu%2bWhJAiyPLvksTQjGJuholkZ%2bz4%2biTo29Og18%2b/EfDs%2bDgulLvgUIErHRTLjSOumqA62W%2bN7Pk8553wMfwPdPKL68VIk/p3j1QFgozabQJEBZSTgAoxCeR68KJs67aFUNIDkSXJBxhJmRdE6MVPgNf3fse2uxOmRuhCPQE2slpEaTf7s8w1Vgi3N4Tznv9AscdeFHmI8cvge7U0VI20zAK8qIABGqKRaCsS8EL/SOx7EqQW4AR4dqgHJ4udsMIKGOL4a/HVj7hi0dMEoGPJy0hAtieFjDekk17bI2W6TgKqL3mhBZUELQio992rrxShAzwXo6puO0viKJybIFOUtyBAHFtJglB4YZ9F6Qsy2qn6IsONKn2P1xNcU6AV/K33wsfoB6Q47EQqK1THCqlSGEvvNweYSg9dxPV9oRYchZbimeATfE/CN1%2bw9RpPlypwSeeNhRR7skbPTXGr47wvcfsJGY4/Idd1FyKs/opw7vKNarG9GUiZFeIjxE7rIcpen3nR9%2bK1aiFagpztVhAlqhOf224HaX4LHRDlrzaWwIvo3lZ%2b0etfPb4o/68EVHNJagy0hNpqD9wMfkCI%2bQ/Ic92NaoKvohZUi2tZCe1shTbRDsHm6GMVSAR8JUFPwDNpHL59/gh3%2buPwM6fARr6bREIvJ0CjbKckgGIMZtAMCQKUJj%2bikuuoyHIVM17D0hclr/XcLZEgCBBgxfsCrABfLkgR4GX6ByMCvLCuIvviCU89K6FByr6xNMra/I2l11uk/UAPvIY6USf8PlfjSgXLXG0Juflu2O/6C8KtfoSW63GJjxFy3ZkQuZGUpGaxcrMNukhAL6fBDumR9r%2bQ8BTv3r7B883j2GxQkgBfTKc4YDDamv3DG1Bse3tfMdt/QhLXT9EGBWyDMu%2b9UghwogpKPPXgy7312a4iUPEITLxWIURQ9L9YlkjE10qoYwU0qfQABQlC4aVZziwLMoQQivdE%2bVeRAFHeIvvVfmbQqSzgbrob1jv/Ik2nEm6Psfa7kUcCKmSsLLE20yaLVhAECCL%2bD/ahAjdCatIWAAAAAElFTkSuQmCC' /%3e%3c/svg%3e)
Aleksandra Biberdžić
Transakciona analiza
Na terapiji se sa klijentima posvetim trenutku sada i ovde. Vodimo računa o procesu terapije i dolazimo u dodir sa najraniji iskustvima, dobijamo uvide o sebi i učimo da prigrlimo i negujemo svoje unutrašnje dete.
' width='500' height='500' xlink:href='data:image/png%3bbase64%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%2bTHX1YrytE%2bMtbRgjYEHARGfPOgGt7RIJk13d2NfXhdWuWpxszsfRhmxMV2WhszgNvQWJmKvOwYmFcdxdu4z7t9akeP74Pt6%2bJgFvX%2bEtSXjD89ckwSlRr0MoM7tOgBwmBcELwCqVBFgQICojgNfEMZjZjzYYkG4xoDhIj5pwA1qiDWiMMKA8WI8iG0kg4Lq4QPSXpGOqqRQTDYWYqs/HRHU2WnMTUJISiczoYEQGGBBh1UnHgpRkDDY1o72yEp3VtRglARPtnRIBoiImO0hGWyvGW0W0YHdLNY4R/Om6dKzWZmCmKhM9JRkYLknF/oY8XNo7hntrlwj%2b2s8EvGPmv3v3%2bhMSnFKNBjhEaUvlr0K4VoMonZZHLUuc5zxGi3NR8ow4Zj6L4MvsBB%2bmQ12EDrXhGlQGiywz4yz7/uJUlnY/bpxYxq1T%2bxkrODE/iLKUcITqfGHydYHKwxlKz52Qe7jAx9UZJpUcsfYAWLVqBJoCkBKTiO7aekx3dRB4IyuiFpOttaycBky21GGqrhj7ajKxVJWGuaoMDJYLAkh4RRqOtBTgm30k4NpFqfwFCesEvMT3370hCd/%2bTIJUAZEEmkBg6WYT8gJtyAsKRIbVggw%2bzmZkmplxlrs45hJ8ITNWyl6vCNGiJsaGptQwNKeEoD0lCLNNBezpGdw/exBrR5ZwbmkB%2bwZbkRGqR4DMheBdofTYCb9dbpB5ekLu48vwRqjVisywAOh83KDyV0Cj1MNuDUJbWSEmWmsw2liOmaYy7G2txEILo7EYy0352Mdsj1Rmo7N0nYAFknGyrYgEjOLutQu4f/MqCbgqEfDdm1d4//3bj0h4zQowELhRADOhkOBLQh0ocgSjwB6IgsAAlrSJPbye8dJAPYpteuQHaFAVHcTSLsHhyT6c2juO03tHcXH/JG6fXMRtZv4URW1pdBQLPS3IY3vY/F0l8FpvNyh9PKDw9oJS5g%2b92gB7QCii7XYUxthZdTJe94PZGASrORgRweHoKM/FRHM5Zgl6X3MxFpuLcLS1EOc6irHaUigR0F5EAWTlLVRn4jQJuLp3BHevnscDQcDNdQK%2bZ9Z/eP/2ExKcMk0GZtmIXEY%2bCSiNiEBxWBhVXRBgprLrURmiQ4VDJ5FQQlUvjbRgtqcR10%2bs4OapA7h2jMczq7h97jDWji3j2PwUdg8O49jcOGaa8yiYPrDIXGFXekLv4w5/d1aAhzuU/kro1EYEWkIkAmrSIhBh8IdWwZbkNXtQJIKDopARF4fR%2bmLMN5dhd1Mx9jYV4UhrEc60F2GlMR%2b9pelozU9CR2EKxiiAyyTo7PwQ7nxzjuC/%2bUDAA3zP/v/xh3ck4d3PJDgVOkKY9VAp6wJ8dVIKKhMSUOCwI5fZLhGjjKpeSoUvd7AKQtRo5Lg5fWA3rp89goOzE9g7Noyl6TGsTPE40o%2bF/l4cnpvA2sExtBfESATEGn0R4O8GDfte4%2bkCtZ8f9FqLFFYTM28LIogUJASoIPf2hlFvg9XiQKAtHOGOaDTkpWO2pRxzzaUktZStVow9TYWYrMlFN8u/rSgNXTz2VxdguL4E%2b6cGcOvy2Z8JePFkg4DvpBCVIBFQFhWLyth4VMTEopxRTLZFFEaIVqCii9nt0KKKY66K4CvjrBjracLVc8dw4cQq9k6NYXaoFxM9bVTrRsx2N2O2swm32AqXl4fQXRSL3HAdHBpvaL12IlDuBqNSDoXCAH9fJdQKLcx6M2w6HRoLMlGbGQu1jye0GjOMJEbDCjEZApGXlExgxZhkK0yTiHFOlxE%2bHqjOQ3dZFjpKs9BTlYdBXhtqLMPS5CBuXD7zgYBv/loBP24QsF4FTk0ZyUhnuSfaAhFLIQriiHNYLEgNsaAsyoiqMC2qGVUhGrSkhmK%2btx6Xj6%2bQ3dM4vn8Pdo/2Yba3FVMd9Yw6jDZXcq6PSOp//eAI9nQUoDA2AGEsbZvCQyp9mZcP/CmAKj%2bOXIKzWewIMppQmZWKzrIcehA/iRg9q0DO5/j5yBAWGIyOMmoBBXC6tUIiYoQaJDLeSQLaOQJ7KnIlAoabyrF/egg3RQXcuCIR8EJoAHv%2bfxBwcLQT%2bXHhFCYfKCg%2bMpafnh8gWfR6%2bLpzq3AoqfJhWJ3qw71Lx3D/ymmcP7QXi2O9mOttwXRngwR%2bkjHdWYcLq3tx6dA8rh%2bawFhdNsdfKAroCzx2bIN81w5Y/T3Y5ypm2QK1XAd/AtTLZShMZq%2b31sFhUEMj6YMJvl6%2b8PGkaPr6ojQtHmOcBOPNFZwKZRjiKOytzJMmQDv7v7MwGX1l6Riqzcfy5AAJOLNOwA1BwAOJgN9%2bQgBbYO3YPjqrRkSE2PkLVYhzBKCBZqWvIgONuWyNJAcaku3Y09eIB1dO4eG18zi3fwH7x/uwONyJfUMdrIpmzLEtRBUsjXRieawLR2YHsTTUhnYqc2dFNkJMKvi7bafN9oFepWNpm6UJEMQplBpmR1lSFKcKxxzfqyQhHA6jDkaVFt67vODivB27XF2QEBKEIWZ4jASMNJaiv6YQ3eUcgWICFCSgNy8G42y5%2bepUHJzsxs1LpyUC7n0g4P13HxPwdp2AGycP4Pz%2bOcwP0nAwkyvjvbiwf0bK4OnlORxeGMWhqV5cPbZEAph5%2bvbF4S7sHWzHyliPFHsG2iUSxLUFEjXXUyd9yL6aIjQUpqM6PwMGf0%2bkhxih95dD7a%2bGlseEsBBMNFXg8kwf7uwdwoPlcdzi%2bDo63MZspiPaaoJRrYeHmwc83Vxh1WnQxTIX4EcaSjFQW4je8iwMFSdhqiQOc2Vx2FcRhwN1KTg%2b1YVbl07h3nVBwBVpDP4iASf3TOLK6m6Or0VcP76M6ydXsMbxtsbxdp8Zf3T1NG6d3o%2b140s4uzQtZX0j43Oc8VMUvpHmGow0VRN8C4%2blBM6ypDOrzUlCWVYKQqwG1KaHIynYglCtAgVchBoy4rG3vRq39o3gxZEZfH92H95fPIA3Z5dxc88AjvY1sCqiERYQQA3wx47t2zg5fFGfm8SRWISROs7/Oip%2bFfeA8mQJ%2bF7GfEUC5mvTsCoq4KIg4LIUHxMg4ucWODTcgaNT/VIVXKFzO8vyPjw/xhhltudwieScXprC6sygBF5keXd/K4aaqtBUnI3y9AQUs3wr0uPRkJ9O05KF2uw41OfEoiDegcTIUGREBaOLIhVqoKDG2mlXM7C/tRSXx1txf3EYr0/sxm%2b/OYQ/3TqFP909i99dPYS3p%2bax2FWDxNBg6JRquLu4wcN1B0qTItf3iro8KUZrcrhjZGKqMgWjZdSA0hT0lGdgz2g3rl84yYXo0i8SIPyARMAyf8meHlH6fTjKDWp5gnN8oIOzvB2LI91YoZgsUez2fAAuen62pxndVUUoTYlBVqQdGeG0zmE2FLJ3%2byhABQn0FRS9tFATQix6NBVkICUiFFHs6%2bakUMzQuZ3sq8etuV48XBzC25ML%2bMO1w/jXW8fx55vHSMIZ/Pn2Kdw/OInWwkyWvo5a4Am3Hc5IDrGSgDwpJupyKbL5GObv7K/KXdeD8hy00znOD3dj7fwJ3CEBgoTnXId/kYAJMTaopkLBRVmPcYyNsi9nO%2bsJtp2C1itlfa67AfOMue5GTLbXor%2b2mKMnC83s1RZGU04iBS8d/SzPzKgglKdFsoe5QFl0yIp2wKpRI96sQzvd3iGW/tp0Hx6tjOPp/nF8f2o3/rR2GP/n0cX1eHge//HwHL67uB9HBhoRQ0e6g0LovG0r7Holhuj2JuoLMM4YrS%2bkMBZK47CnKh/dlfmswjzMUaeunTuOO1yIRDx7dBfv3/1CC/TVFPOFBeilYAnREm80RhAL7VVYGWjC0kCLBH6W422uU2xj1dzMBEnlHEk0JCRsqrUKc5zNC9zPG0lCTnwIqmhowixaOEwaxNjo901mFEaFYJwz%2byQr6Q73h6cHZ/Bilf1/eh/%2bcHkVby%2bs4t6Jgzi/exKXaGXfnF/Gm1ML6OZ7ikmwc9tmKL3c0VuWgUk6wYmmEpqhAophPgYpiAOcCgKLqIAZivrVs8dw%2b%2boFKZ49XCfgdx9VwA/CBwgCBHDxQhGDtUV8c46jDhJANd9H4zPXVS8RMNtRI4EVc3ic4CeFKWmvwTyJWaZozXXWoCwjRorS1EiY1XIEG1kFViPMGq10oyU1PIyzuhin2aO3dg%2bThGlcpb/o59aXxkUsKzICbYUF2NPVjiWO54cHJ3BypAlKX08UhAVB7uKM5rwEfg6CZwsMsO%2b7S9j31fkSju6KPGpTOsZpzq6cPoJb35yX4umDO3jP7e/jFhCTwGmUvlmUs3jxAI/CXQmXJSpgb9c6uJmO9ZjcAM%2bfi%2b1MkCEIEMTs7q5n%2b5ShJC0a5SQglzqg9fdBqJlWV61EAFsgQCGDxV%2bGEK0K7dlJOD3QjBeH53B2rB09%2bamoTY5CbSrHWUMFHqxM49tT%2b/CS1XGPltqhlyNM5QePLV/zd0RigELYVRyPznS7tIo35yWjpSgD9dwnSjIT0N/RiEsnVyUzJBzhk/u3uQ1%2bIEDsA%2b8/VMBEXQmBl2CYJkQsEYMkYYxzdrajGvNdAniNBHKKIQiYal23otNtFdL16Q/k7KaQ9lDccuNoatKjkRUXSjfng0CdgtkXt9kU0Mp8ORJtSAowIVrpg7nKHPx45SheHpnFTHEmAlVquLp5IyIyBRFGK9feCvx4%2bQB%2bOLsHjclhSFTL4PrlF8jg2txZmYG2nHA002ZXhNpRHhWOisRoFCdGIovH3vYmiYAbNEM3Lp3B43u38P2bV/jpB0HAOxLwlgQIDagoop0soq0skQgYqCmg0SjGtABPUJK9FRnm491dPGdlTEngKzHD6hCtIY5LbIHu0jQKXoBEQHxogESAgxVg02u44fnA%2bauvEBkchiJum1ZPVwxkx%2bOP145x/h/F0a5mtCXHoCouEvv7h7DKFrg03o2fOB7/7dohHG4pQ1tMCDw2f4nYQD06ihPQnO5AXSy3WEcYCoNDkR8Ribw4Ll8piRjqasNlEiBG4fWLp/Ho3k2JgN%2bRgN%2b9/0CA2AZbiwq5hnKbKs5gK%2bRT3CgurSzvzmoMtVajp6GcywX38DZGIxW3Igu9jLHGIlZDGUZb6Mu5na3216CnOBEpIXrkxAax7GVQ%2b%2b7iGNTBolZAv8sFOSSjk9npyaUnkPtgtiARfz63D3%2b8cRrPjy5ibbAF9ye78O2BWfx06QT%2bfO0k/vXaUfw7x%2bPFAVZgUTo8tm5GBMW1LisOFRTbkuhw5IeFIzc0DHmxschPTkZBRhqGu0ngiUPSKFwjCY/u3sB3376UwP9WEPD9BwKaCwpRlRiH2kQ7V9d49ncJM07wrIIWmprqwjTu4vHoy4lCe0IIysODUBMXgu7sKPSWsO9KM9DOUl7tr0Z7fgxSuEInOwyQuTtTsV255srZ83I0RAdjmL3ZS8NUYLcgTeeHQzQw/3r5IP778VWOv6v48ZtTeHViCe85Df585xL%2b8/5l/Oe9c/jj2hHcW%2bjBXF0Rvv7NZwg16agzKUint0gMcSDGbkeUzUZrHYr0%2bFhkpyZhoLMVF44dkEbhNZLw8M516aboOgHr5f%2bDuCNUl5aBAkcwcjiza2Os6ClJRR9tZktRMgXJQZYDUBRmQB7LLkvcF9TpUWA2ocJuRnW0DWWJoahKj6Eby0FbfiwyI8xwaH3gvu1r%2bHH50fm6IT1Ah2V6jWWOqU5mLUXrh3o%2b79pAJf735RX85cEl/N8nV6X49zvnpfivpzfxlyfX8V8PLuIHjsPH%2bwbQWZCGX/2vX3FR0iKfIEODbAgwcb/Q6qDTaLhac5UnEfHRUehpa8LZIyv45sxRaRw%2buL2Gd69f4LfMvIgfmX0xFp0KHQ4k6fWIp0qn06lVUMSqsjjK4gOlO7yFJCbdpEWiUY8U/rIcoxGFehEGFPC8KDCAGbWhNiGCa2kKW8CIAP9d8HDeTAKcoXHfgWyW7GxpDr16HlpoknLNShxsLsR3R8bx5/N78F/3L7DUj%2bGnc0v4D7bDX%2b5fxX%2b/eIC/PLuNf7t5Am%2bOz2IfNSCIe8TmL79GEJeieGbfqOdWSeFUyhVQMJQKrtActw5WRHtTPU4fWsTlU4clEh7cuiZ9L/DjB/Ai%2b2IsOsXwBVF8kzitFvF8w8xAA4ojaVoc4l6hHsm8FqHVwK5VI1yvRZLRgEwync8oNBiRZzQhi0SUhwfTg6fT9GhZ8j7wdN4C581fwbrLGT1cqQ82FGMfTVZZoBHNUVa8PDrFETiJd8d24/uLR/D%2b3AHcne3F4z1D%2bMPVU/j3hzfwH4/WeH4Ez1fHkZuYANftO%2bDlyq1Q5Y9AVqEALMBLBHC7FKHiNRsXqNaGWpw8sA8XqQOCBHFT5M2rZ38F/%2b61NBadDDK%2bGV8UKb7mMugQL77tsRmRQfMizkPItl4hh9LfD1oebWoVQlgt0SRFEBZDnx6qUqEg0kErnMx57Y9IswJeO7fi1//0T6hkW92ZbcE3g5widIGlZhUGk4JwvDGba2sWTtNsnemjHziyiHenl3F1iOaHq/G7k3vx%2b%2bunOAYP4s7iAIrS06Dw8obc0xNmhS%2bs/Kz%2bfv4SaEGA/MO5qIhAtkFLfQ1O7N%2bDC8cPSiSItfjbl08l8BvZF1PBScbxpJX5wUYQwqwEasR3gVoEi56igRGg5TIZZD6%2b8OdR6ecnhVbuD71cLpEj8/JCUjhbJz2CZeqHSLaNimPui1//mgptwJ3pBpxuy8dcfhxWKpJxqbsQtybqcaSlkOtrDl6fWsEf1s5R%2bC7g%2bxPzuD/fhef7R7giL%2bL9%2bX24MN2BzopChLAFdf7%2b0PjsgpGJ8OPn3si6CLVSJREQYLGiubYKx5YXcO7oiiSGYil6/eKxBHwDvJgKTh4envD19KLV9IXCVwY/b2/4kWkfMu1DYD7inOHNc2/P9fDia7w%2b/NyXBLpwVc3gjM4KNyPczFZhz1s5Br/atAkOPzec7y/ByeYMRibO95bg7nQj7o%2bW40RDLpYqC3BlsIeWeBFPjuzF4wMTeLV/GK9Wx/D2%2bDS%2bP7OAuaYCNNLpJYbYYRRgvdxYAVqoBGC1GjqKoIGaZGRL6inSFrMFtRWlOLxvlkK4jPMbBDx/LAHfAC9E0clqDYAIW4CNpRMIG8sngOc2ngcFBTHsCA4O/jlCKJohISFShIWFISI8HOGM%2boJUaoSftAEGc2MLNqjwJQnw3f4VZsrjcWWkEmc78lEXrsMUJ8w8rXAzNaaRznAwOgWLhVzLi4uxSIv7YG8v3h2fkuLO3j6kh5pRnx1HW22WCNCyAqpKC1FWWoySIupKSREqykpQWV4qHct5fbi3E2eP7sc1YYToBMUY/PbFE4J/%2bTN4oQlOfd2dENHf04WB3m4MMob6ujHc34ORgd5PYnSwD2ND/RgfHsDEyCCmx4cxNzmK5T1z6OMyYpG5I8ZK56eRw0gXuPmLTfj6803IsPjhSGc%2bDjVl4UA9q2CoAWe4ES5wXE1GJGApqxInG2iCuAG%2bOjaNW7OteLDQgdcHBtGUHQuXrV9zxWYCzHYY2AI6mSeW5iZw7OASDq/sxdEDizh%2baBknD6/g1JH9OH30AL45f0oyP08f3pFW4VfMvgC9Af7tq%2bck5Cmcrl%2b5gBsivrmIm1cv4da1y7i9dhl3KBp3b3yDezeurn/BeHP9W9YHIm5flxh9eOeGtGQ8vrOGxtxEBCq9SIAOVqUfZK7O2PbVF/ji8y%2b4wHyJcocCy00ZuLNAhzZUhX21qeiMs6EpLAAjtM6Xh%2bqksv%2bBJf98ZQBrEw04P1zHjHtjy%2befQ%2bOnQLQjFmZulDo6TPGdhChpcbv71bNHUnZFvKHQvX35jACfSUCl%2bHYduAT%2b23Xwb/gciQBxcaMvhDhIKslR8aMUb382Dn8bG/NUHB/fvoqieAdbQI5o0f9yb7ht24JtX3%2bFLzZ9js8Z/ls%2bR1WYGudGa3BhuAbn%2bspwroc60FGJW9NdeLM6hfdnOBJPzeH6TBuWWwuxt61U%2bh5x66bfwN/DgzuFBSaKrvh%2b8TTL%2b/3bbyUwn3z2d28%2bUfmPY52A5x8R8AROP34AuwFMWMV/JMRzN8i6evoQUuxaxHDEpdg5n3fthLvzduzYuk2qgN/8%2bjO4fP0FlFs3oTrGgmvTzbhPIXxIoDfH2/FgfgBvjy3Q8S3hxp5ezNXn4WBfNVZ6q%2bG%2bYxu2sY12bd8Kz507oPX1hoEVcJQjToAUYDbA//hz4tZJ%2bAS81PuiIp5LvS%2by//o5CdgAJNbEjfj9j9//3dh4jniN%2bCWipI4sjCJCLyN4IxxqX3hs38JJ4oud23cy%2b1/gMxLg%2bvXnkFMQdc5foJalf26wGmd6K7HSWILD7dU4O9yM1d5azLcU48hII24sD2Gpuwpuzlux48vPSeCX3Ca/gIJLldHXHYcW5z4h4ONE/i0B3/2c/U/LXyLgHwH9SyQIAoSX/pZ9OEGb6lB5ItWuh97TBV5u7vQPOriQgM8%2b%2bwy/Ybh%2btQlal80wuW6GbvsmxGu9UEVHWEzrXBxmQmtWFOaai3Bmqh13Do7h7uoEDvbXwdt1u0SAG13lVoqq785t0Hu7YHF2XPq6%2b%2b9VwF9b4OWH/v80%2b6L8hYY4/TL49/9QFYg3/ObECmrTwhCq9UWildbUwx0a8cWHXINd9AeCgM9%2b9Su4swICvHYgWumBEJkLgjy3IcrPFUUhWnTnxWKlqwKXZjtxY2UED2iG7h6dxqmJVsQFaLBl02fwpKY4f/Ull6wt0HnuxORQtwTwlwj4WAM2VH9D%2bYVIrmf/sTQZPhDwP0n4w2/f/13wv%2bfPvqeYPLpxCbOdFdzF9YizqhHFNlD7eMOk1kNDAhTeMrbAb7CJjtBr65cIlrkiO1CFvGAd0iwK7hta9OTGYolCeIFCeHtllJmfxoPj8yRiGOdnOjHdUCBlfDuzv3Pz19i%2bZTN8XbahtbZsXfH/hwgy/ga8WII%2bLX0B/hFePnv41xb4R9rgpx/eScd3L5/g5sUTWBrvRkdeFFIC1dLXXsEqXxhokY0qHZQyJc%2bVcOYHFn7Al9uhcIUFBN2QEorGVG6PnPHzDUU4NdqKWytjeLQ6g7sHJ3D30BhuUgPWlgZxYbYLQxWZiLUo4c33%2bPrLr7CFlZAc5cDTB7cJbn3EbVhcKfNv18F/Avzles%2b/%2bgi8RMDv3v//Cdjod3Er6Y8//RZv%2bOKL9Ndj7TVoy4tGU3oIElim6Q5aULkvLCoCV2pprRWwavVU7p3YRSOjcN0Gu8wNxayWjsxw9BcmY6IqF/s7qnB%2bjNNg3xDukoTby8O4yz3gPjfF%2b2yDuwfGcGaiHcdHmtGSlwCTIxxmOkezldPk/Enp8wmQItOi3zcy//ZDv38seH8L/sXTBxtT4JdJkK7x%2bKeffsQfebxz5QwG64uQE25CVaINXbmhKIwwIJErcKrdAIPMi6sqraq/UtIAq9YApacHdF6uCJDtgs3HFbmBSvTkRGKMq/NkZTaWmktxrLcOFybasLa7F7eXSMSBUdw7PIVHJxZ4nMZtknB1vhvZceGIKa1DaEYBgpKzUVpTh/PnTuE9Be634m9%2bBHDh8F5uCN3Tn8F/XPYvCfzFh3D6eLZ/3A4ihA78gWUv3OHC3BQKMhIQHRaE6owI9BXFoirWgCSTH8vfjCTu%2bQZfD1gUftDIRBvoqQU6PvZHEN1cgkWNWO4KaWY/VkAo5mpzsEf8pVdrOQ6yCo711UskXN/dh/sHx/Ho8AyenFnGHbbFwyMzJCsDJqsVceWN0ARxB8kthSEyEaaoBDR0dJKI0%2bvf/5GMH7nrv2c1SBmnS/x74F88uQ%2bnvzU/GyUvwL9jCZ24cB69e5dR0dSEIC5A6dlZmGkpRWWsGUV0dmEcf1kRNoqgFnouKQZfTxIgk77bNyrVCOJKHWOQoyg6CJWJISiLNKInKwwH2kpwYqCRwBuw2s3dnSPv6lwP7uwf42Y4hWf7KYaHZ3H70DSuzPUiMUALS0wygZdBZQtFeE4ZghIzoQ2Ogik2DbaENCQVFKO5qxszC/M4tHqQlpjW%2bNVTCewn4J%2bsg3%2b%2bQcAvkSBKaWLlIDqWV9E0OYuoqEh4yhVo4l7enBOPTLsCeQ41TFTowvhQRJo00LMCtN7c1bmwmEiAuM8QZVAjgxpRlxSCgeIUTFakYrYiBSf7a3B1uhOX2P%2bn%2bhtwabwN97gKPyLoZ8usgN3DuLHQj6t7BtBXkAh/khmaXQpbfDp0jigEp%2bZRC5JhCIuFKTIBYZlFMMWkwBDFqohNQWBSJnqGh3CD1fvti8d49vieBFyAFvuDiOe85vSxDd6I35OA5dNnUdgziPKBMSTn5MKHu7fOaMBATRGiTf7IC1EjRutN2%2buMXGY3WKtAgMKXJHjBTL9u1eih9PJCBlujMtKGlkQ7FquSca67GBf7y3GBTvDGVCuuT7XhGuf9Gsm4vacfdxcpgsz4zYku3Nrdj4OtxYgwa%2bFvdc9LRL0AAAy8SURBVCCmqBpaRzQsBG5PzoEuJJoExMHKCgglAVYCD4gj%2bMQMONJzYYxOQkJ%2bMa5cvkASHuEpt0IBWnxT/EyKu5/uAmL5%2bf37t7j19BlqJ%2bcRV1guhdkeDFcfGZIjg5AWbIBNtgPpAf7QE7zMbTsKYh2wKmRcgnxgpBDaWPYmlQb%2bu9yQQ3vcnhKG8dwInKxPwFpPDp7MNeDudBPuTLfg9kw7bvN4a7IJ1yfbcXOum2R0k4Ae3JrrQ21iGNx9/ZntJESw7JUBoQhKymYlZEBrj2T2E/k4hxnPgpnZt0QnSq1iS0jn9QyEUDAza5tx9sxJvGYbiO8IBRFPH96VVmWnjx3UTyz/ly%2bfY/LMZWS3dPOXJvAXpUJpCoCM812MOqOXM1JsSoSrveC7YzO0dGWFJMDI3reQAJWnO8IMWunWla/LDiQalegVX4nXJOFsUzzWunPxggQ82d2GuzOc/1PNuDXRhNvjJIXL0e35PqzN9OPRvjEcaimX/obYXa4l%2bBKCzIYqMBwh6QVS9vWhMRLwQGqBjVkXwC0kSoQ1NpkCmcjXFSOSlZNR3SC1gyj9JyRhPW5/SsDvScDqlWtoWFhBWk0zyy0SVr6p0hKEsAAdkix%2bsMt30fLKYVd4SktPoNwD%2bdEOmGSe0LH/RdbDjTqofH0hd9sJM0dge5IDhyvjcKQ6BtcHivFyrg5PZ%2bpwb6oBawR%2bY6ye5y14PN%2bOuwt9uEPwN%2baGKJpR2OnhRdUPRTzVX5S7OjBMqgC5OZBtkA17Sg6s8WkIYIgW%2bDn4uY0R8WyNAkTnl8ORXYKu0XG8ogY8FvcwCP7x/VvrBIgQ2X/64jk6lw6jqHcEKdVN0NjDpDczOMKQHWFBqNpHuuefRuen8djJCtiCaIM/8mNCYWIFiEVF4bkLUVYzZNzf1bt2wMjINMiwXBaDq70FWOsvxJOJCjybqsITiYR63Jmox93JBtybbsX9vYO4OtmG1owYaG0OuNBOOwgyqqAK6qBwtkCIlH1dSBTCsooQnJYrZd76IfsS%2bLhUKYyR8RTLXKliwkhAYlktvqEeCA0QX5aKcNrY6YWRWLl0FaXD00ira0VSVSPfMIFCkoy4xHjOehPkdHPBKi%2bE62SQ7dwCxY4vEaPzQV5UCP26B9zo%2bOQebggzGeHr5gp/PsdAAnIDFDhYn4oH42V4MFaCx9OVeDZby1aow8vdjXg6V4/Hu9vxmCNvbbwJMzkhcARaIOe489MZEV1YxQynw99kIwHBTEwoHKk5zGyFVAFmArVExZOE9dKXqoEECN2wp%2bQy8mieChGcUYTZPXvw6ul9PLx3c50AsdIK4bvx8CGa9x5EdmsPEgk%2bqaoJNopIREYuClOiofVygdpjBwJZAVaZO%2bTOX0G143PEasUabGHv74KrIMCdro9u0MfFGT7c/xVuztLys1STjDsjJXg%2bV03wVXixpw5v9zXj28VWvN7bjJcHh/F4Xw%2bO1cQjJ8AXZmbS32BGIME4mEGRfVHSCrajlgTEFFUhPLuYqp/KsRgJQ2jU%2bhQQ7UABFASInwndCEzMWhdKElHR2omnbIFHBC9CmgLv3rzG5MkLKOofQ3pDG1JqW6QqiMgtQW5uFlddGXx2bmdP70Cw0htWWlrZ1k0I8HamyPlyLGogI3B34fndXWCS%2b0HG9vDd%2bgU8XHfCrpVjrjQWdyZZ9nM1eLG7AS8XG/FyqRVvRJyYxsv9fbg9kIelLBVsFh0MzJ7SGsgyL6bYxRJcKks9BR4KFQGlI5oEBCVn0QixLWx2khBB8KmSGAoCBBHCM4gKsCVk8jXZfH4OYvLKcPH8GTzjBHh49ya3we/f4MKtu6iZWURWcxeSKX4ZjR0koh2JpdVIiAqV7sJ47WD5q30RqvKG1m0L9B7bEWeUIUrN/V4jboLukDKu9nSDymsX5Ds3Y9fXm%2bDF6zJfH3TRzNwVPT9Ti2eLLXi%2b1I7709V4sLcNzw%2bN4NpYBVarI5FicoeO2TSERBJAmpQ5U2SSBMJTqaEIOiQ3KKrCFBkHuckqESXGXyAr1rYBnkSIfUGAFq%2b1JbAKSIItORej09N4wVH44M4NOL3j9jRy5DTye0aQysyL7GcQfHZrL0dHIyKDrPCnmisJLJjgjV47YdolxM8PyRZOA%2b74eiq99/av4cee92cFKN13wp8j0mXLV6yEzVApFYhISMLRIZb/viY8Ydm/PNCD0105ODNSi9McjSZODpnMG3KDiWovRlyUpPYCvIXbn6/WCB%2bNTlL1EPaz6HUBXm6ysDViJecnQIvSXwcvyj7rw5jMkiogkCTYSGguR6K40/1IVMD1%2b/dRO7uELM59kf20%2bjapAnI7BpDf0IoQixEqD1eOODfJ9lroA5ItCpTHBcKh4lSQe8N7pzMnwHb4sEqkSeCyFXKXLfB2deb5FlisNs7vENhjYjDXUYrXh/vwkJmfqUzGXH0%2bYkOscJHJoQu0U9DiKHYBBMWRZ4%2bAKSKRwI3wZOnbCSo4NV/KsgAv0%2bpgDI%2bWMh0giV6C9DNHmlD%2bPIlAUQFCB0QVBCRkSBUlfn7s6GHpfoLTwpmLKBqYkMCLEKUvyMjtGiRT9dKftyg9XWH0cYeB2S%2bKDkBvcSLizSqY/Hxg8POFp/M6eKEBStetkLEVlC6bSQKJ8HKH1miCSmQqPAp%2bZhvaawvweKUHR5rTkB/ngIefHJbIGMl0qTnzxfhV0PqKRcdHa5bABxJYcFqBBFCUvC%2bdphC%2b4NQcKfvi3MRKEI9FlYRnF0nXBTlSZcSL1siQTJOFx4GxMTwTPqBtcRU5Hf1IqGxAKoVPZF9MgvzuYeSUV8GqltPvu3AEbpf%2bm2OkLAGZ9AFq7vni/p%2bX8zb2/mbpDyK8d2yFgr3v7fw1tO5bodm1HSoKosVi5gcMR0RmHqxRcXBXapGfk4bUxEh4aQzwM1iY%2bQT2dyg3PQeNVzBUtLyeSp1U%2bgJ0IDMngKgCguDNxUgbHCp5AFHqogqMYVFS7zuY%2bbCsQikEeEGCNBUks0QS4tJgZhTWNUr/SeJUNT6PjKZOafRJ6s8WEBVQzKrILylhhr0I1AV2zv9O%2bvmiUA10fCxK3ZvAZQQrbneJ/wXwZ/b93SmGLtsk8OKxNyeHXqPiB4yWzFVcUQV0QbTO3OOVQSEsZZu03wvwclMgy90EP2MgvFR0k7ZgCfy6iKXzOcHwYea19hBJ8EQYQiM5AcIk329PyZbKW5AgqsCeKgSQFllMkA9TRJgmM89jcotx6fwpOBX3j/9c/kn8gBttUEoCMjL5C/w8EcjRV5Mait6CaDh47uu8BRq3rTBRDzS7dkgz32OnAE0t8PaCgqKo4HU/kuG9cyu2b90MZ1c3SdUTyuuZsRgYQyOo9BHr5oazfZdcQ9fnJ/W7whJIIYyRsiX1rmgN6oPoeQ3Jk8Ydw8Cs6xyhfE4qez5fyrZogZCMfCkEIRJgVpeJHsIUkUDDlCRtk6KaVlYW4SRKXYAW2RcEiEipbUVeSxdSkxNhFX/eHm1FV2HcugV22yaNQQsF0URN8KPqu1IEVVyKdP4%2b8PbhmPR2hZrWWMcNUeHjgU2bNuFf/vmf8eVmVgQBbnbeiZ2evsy0jZnWs8c18GJbqOjyhMU1hsdzs1u3tZaYRCnzcpNZOgp3KlZeoSci82Y6wKCULAm4LVHM/SypAsQWKFyigQuTCE0wK4Vh5D5hISF6bpGDY6NwymS5i94XoOMrGhj1SKALTC2vRXQU53JEIGozIpEapEEcPb3OfRsMnjtgJgEGZtrdzQ1eHHsmboJypQpy9rzW1x0ato6Wm5yGAuhFEdvp6Q1nt13Y4uyCHR4UToUO3moj%2b98quTuFxc4IlrY9Y1isBEz0tsi4ikZHw7I38bE1WmQzBnpxc5SiJ7m9jbH3IUT2Q7knCMGT831FbDhJQawgQENz1dTVDSfR/2n17RL4mJIaRBVWIrqkFnHZ%2bUhPiEEmN71AtR9SgsQfSvlBx9420hab6QaFN9hFMTTLCZazXqkSf7XhDYu/J1T%2bvlDoKHB6C4EaGHopvChsHgqtJHBeKnHdBJk%2bgMoeLFla0R46ghPARcZVDDXPRbaF0AkSRN%2bLc%2bH9RTUI8RN6IDIf9EEHwrkGi/sDglyDRGjiuj0WYsjK0jiiUdHQDKe0hg7EltYiitZSMKbgBzGRJUdoCBIiwzij7VxutMgONSFS4w21u7N0l9fmtws%2b3P11zHKQSQe93gBfmS9L3wMWtT80Ziv7fN3R6WhXhVUV401NP6AMcEAhwuqQ1lsBWAAUWRaglVR6lS1IAi4ei%2bv6kHACj/gZvPAL0vLzYQEKYv%2bL2S/6XhzFhBArs58xQIpdcrWUALk5SGoFNUdsQVUt/h%2bwnk3T3MgT1QAAAABJRU5ErkJggg==' /%3e%3c/svg%3e)
Irena Petrović
Transakciona analiza
Moj pristup radu je kreiranje odnosa gde i klijent i terapeut mogu da budu ono što jesu. Kada napravimo prostor gde smo sigurni i prihvaćeni i gde možemo da izrazimo sebe, verujem da možemo doći do promene koja nam je svima nekad potrebna.
' width='500' height='500' xlink:href='data:image/png%3bbase64%2ciVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAAsTAAALEwEAmpwYAAAgAElEQVR42oV791dU6bYt9713TnfbZpGccyqgoMg555xzzjnnjGQloyAIiAIiCgqtmEPb3drd59wwxr3v/jfzzW8DSnv6vPvDGlVU2Ow111xzzbWrSinSwx1RLnZIcLVCkoslkhmZ7lbI4N/pnlYoz4rDwvQo7q3dwuzEGK50tqG7sRZt1aVoqyxEV1UReqpL0FdbioGGCgw3V2OoqQpX6sv5OJ%2bvzENvTTEGW2ow3NGIobZ6DDaUY6CuBP21xeiuKkRbaQ7ay/LRX1eOKw2VGKwvxUhNAQbKs9BVloXWkmx0lmWjryIH3fy7oyQTbUVpaMpNQm1WPGqyElCXk4SmQj5WmI7uujKsXJ/A070dPHvySIrXz5/i/ZuX%2bPH9a/z47jXevX2Jt29eQMnVzgZhbnKketsg3f04eUvk%2bjugpSgF81f78eDOIu4uXcfVgW70NtWgs7oYbeV5PPFcKdrL8phssQTAcfLdBKajPFeK7qp8KdnB%2bhKMN5Rgpi4Pg8UpqEuPRm5MEBKDvZAQ7IOMqBDU5qaht7oITXnJKE0MQ3FiBKqzktBYkI42Jt5Tnk0QstFalIHGvBQmH4/qzHgJgGY%2bJqKvsQK356f%2bEYC3RwAw3r97JYGg5CAzQxSrneJugRRXc6Qzsn0d0M8K3FsYx97mLWzdmsX0YBeuMLmemhJ0VhRISYvkW0ty0MHqSVVuKCMI5RIYnRV5UvRUFaCX0VeVh%2bGafHTnxSMz0AXe9jI4WltAbmEKuaU5HG1t4KpQwM3eFskRQQj2dIK1sS6sjPXh6WCLgoQIqbpNBakSEK3FmWiQAIhDVVo0qglmfU4CH0tGL8/jMwD7u3j2gwDgyR8Y8BmA4oRgVCaHICvcCyl%2bDkxejraCFGwtkELba9hcnMbMlQ6MkMJDjZVH1C4mtQtZ3XwpxP0%2bVvgKad1bXShVvb0sB10EQEQ326CjNBPpIR5wttCHpYE2bM2NYGdhDHtLU7jIbeCmcIDCxhb6OlrQ0lCFNsNIWxW6mqpQV1OFpYkx8uLDpQrX56WiMT8VddkJqM6IQVVqOKqTgtGYEoy2zHCyrQC3b/D8Hz88AmAXr04CcJIBi6OdmB/uxHhvCwabK1nBEixP9GN/YwlbSzOY6muVaD3UVInR1loJiH72WA8r3ks2HEYxQSmSwGgrJT1Fj5aI3s2SgGgsSEOoux0UxppwMdeFm6U%2bnCwNJQYoZDLYWtlAbm0PcxNzJq8GE30dGGhrQE/jMkx11WGsrwsjAyPYW9uggnQXyTfms4Wy41GfTmakhqAtNQg9aYEYzgrCtboc3LkxTgAe4IAsONjfwatnT/DjnwGwtXANW4uT2Lk9j93bc7g3P4b7Nyewfv0qppn8FVK6r7ZEqvwV9nhPTSnaywukEEw4ZoMQqob8dFYnjdpxmLyIZtI2LsAVLkzaR24EX1tDeNmawMnGCjaWlpCZmUMhd4SZiQX0dXWhq60JO7aEn6szdNSUoa1yAfoEw9neETbWCvi6ubLfEwlAMppz49GVFY7BrGCMZgdjJCcYV3NDMNmQi/X5awRg%2bxAAxqvnP/w5A2aHurE0Poitm5OMCaxNDeHmSA8mupokURPV7qSg1RdmojIrGYXJMciNC0dRcjQqMxNRx4SbizKZaIYEQCNvBQtE5UX/d1C5Izzt4W1rBB9GgL0pvBUy2FlZwMbUCApra6n61ubm1AILmLLarmyJtKhI2BjrQZMAaGsSFGs7eLp6Q2HvgqRQf7ZpItqpJ/15URjJDcUwAejNCiEgoRiozcPt69fw5NG21AYSAM/%2bCQADHFvDbbUY72nGJCt%2btasRw601rHgFBkXPE4SmklzkJ0Qi3t%2bDE0OBUFd7RHo6Is7XFZmRgajMiKdAHSpwO3u9rzIbPWWZmO6p5wTIQbyfAkEOpghxsoCvgxWsTfRgZ6YHJ5kJbJm0g8ySQqeAgoxwsbZERog/KtIS%2bT%2bcYKR5ma1hBjdnb7i7%2bsDVyQMeLh6oTItCd3EyOvPj0ZkbjdasSNRnRlEQI9BK3bk1exU/7N4nCA8kEF7%2bMwDEHO/lDB9kn4%2b012NI9Hh9GStfShDK0E2K17GyubGhSA70RJyPK2K9XRBNAMLd7BHn58ZRFiKB0MC%2b7C9Px9XKVEw35uHh0gSGGwqQGeKMOG85Qt1sIWPy9uYGsDLShYzhyPs%2bdtYIIeVjvV3RlB6H%2beZyTNUXoyopCv72VmSGNfy8Q%2bDtFQQXJ3c42LsiKjAAHUXJaC1MofKTiZwA1RyJ5Xx/M6fU4swYftg5AcCBAODFPwLQWpSOvuoCjFAAR1qqmXjJ59HVw/ktqNyQn4YqJlieGo2ylChGJEoSQlAUE4DMMB%2bkh/kShEC%2bJhr9pamYqEjGxngX9jdXcKUmB8Wx3kgNcoEzKy43MyADdGGgpQ4bA014WBoghqwqiAjEFZqb5Y4q7Ix24PnsAG511RKEaAS7ucPLIwDubr5Q2DnDztYBzg6uKEqKQHuJaL1k1OcmS16gIoMAUJ8Wp69if2eLLNjGE4rhy2f7fw5AV3EahqpzMdrAOV5XTDA40zmzezm6OkuzKGgZnL1pkvKKW/F3e3EGekrS0cFx2cAxVJsShobUULTmxqGTBucqVVjoycbiDPo4%2bxvzE8kUZzhYmXD0GUniZqGrAQ8LA0TYmaOYAC40FuPeYAv2pq7gxfwo3ixdw4e1Wdwf60VbbhY8FS6wl7vC0d4ZtjJrCYQwH09qT4rkDRrEWCQIlQSgidPo5tQY9h7eIwj3JS14eUAAXh8C8P79qy8A9JRmYKSKAHB2DtD89FaL6uejp4Iu7gQAUvJU9DaRPN3YIEEaYPTz/nBZOsZKk9FflEhKpmKA9F2aGMT0QDs6OUHq6eKC3RUce%2bYw1OKY01KFh8wIsY5WqIj0x2ZfIw5mruDgxiheLo7jzeocPmzcxMf7q/j08A5er9zAaE0FHCiElmYyTg5TaYKIsVhIt9h4BIBgQVlaDOpo0OYnh/H4wSZB2JK04MXTPbwjAO%2bPqi8BIKxwNwEYqMzBYHWe5Na6K/OlEMkLtyWSbuY/ECHaRVRfMKOX6i5eP8gKz7DPZ6rT0UNVbuCI6qsropZUoj4/CWVZiShKS4CPow0sjfRgxNnuRjMUaW%2bGmugAbA%2b1kO5X8PzGCF4tT%2bPVyize3WHyD%2b/ib3vb%2bHVnA7/tbuBn%2bpLRugrIrWQ0S9owNdCDubExovzcpd4XE6mcbZodF4qKgizMXhvE4%2b0NPCYAggXPnz7Gu1fP6QK/VF/aBTrZQ/1MRFC/uzKXzi1Xcm8d9Nti6WgvFkmncflIl8xNO0ecAKeLz1/h66/W5uNGQz6uFSeiISkUtRmx9Aj0BGRCbowfkknvjJhQqfrmeppwszJAmNwE1VE%2bWO%2buwsFUNyk/hNfLk3i9Oos3a/P4sHWHld/E74/v47dHm/iNIPxCNjzjqK7OTqcvoFtUV4Whng7cKKAFnESFsSHIoRgnhPmhMC8TM1cH8ej%2bOh5t35NY8PzJIQDv354AgIxQ6uC46iX9u2vo5ET1CYAA5IoApEIky54vSWPirHx5DiOXweTZNhNcahabaDub8zCeH4fyCB9UJIejlqJUmRmD1BB3xPq7IpKTwo7W10tuimBWvpiCuEDWPBqsx4uZHrxeHMW71Sm8W57Cj6z%2bL/fX8OuDu/j7403GBv7G%2bPvePfy0sYjZjga42Fji8sUL0FRVlliV7OuFrJAgpIUGICbID0V52ZgbH8bu1l3s3icLHtyT9oG3L59JiYulSNBfAKLUU8Xtir3fzMTqSflWzvGBiiwMl2egg%2bJVnx3LrSuBvZ9KENgOog0ogOM12VhrZRI9xXjYUYjxnGgU0PEVxgWhimtqGed0fKAbEgLdEchxGeHtiDAnK6R5yjFUGI%2bNzhI8u9aCH28O4f3yNfy4Mo4Py%2bP46c51/EwQPrHif9slCI/uSiD8fW8DH7dX8fTGGLJZcbXLl6B84RxvLyLM1QmZoaFICQ9HYkQ4KooLcGNiBDv37mCHIDza3qQd3sWblwcSAFLyrP5bAUA3%2b7%2bZFC/nYlGQHoMKeuvW9FA0x/mhJNQLBSGeqIrzR31aKGpoNMqo%2bvUEZKomAztdhXjSW4KNBu7qSSHIZrVLyAABQH5iKOKDPaXEE3ibyuMEcOS1JgdjsT4bTwar8W6uBz8TgA8i%2bdus/tIY3lEEf6Qt//3RFv51/z5%2b312XKv/xwSoBWCFAs5hsKoexrhaUL57HmVPfwZELVVpEGJLpHhOjIlBRUogb4yN4uHkbD%2b%2btkQXrkht88%2bJAmgQieVF9iQFNHCPlqWHIi2WvhnsgI8ABud72SHW2QzQtabyDHXI8FSgKckK%2beD7Slzt6MKsYh6WqNCzR9IwQtLIgL%2bRHBqGclS/LjOUJ%2bSIm0APRfi6c12HwsjJEsqs1rlMsRfI/LQ7g48oYflkYwo%2bLYwRhgkyYwJvlGby9vYA366vYmpvCZEczbg30YPPqAB5c7ccv6/N4cn0QtmaGUCUDlM%2bcpltUQ6iPFyKCAhAZEoyyogKK4BAebqxghyAIFjzde3h4TeDVi0MQmLxoCaVCUblQV2R503%2b7WiFWYYUwWxlCbWwQyTETy0iwtUWSgnu6qwJJXk5I93dDBRNsoorXhHoTIGekuJP%2bUcFS5QvJgmh/F4TyteJ%2bCqsv07iE4hA3zFWmY6mlFIs0PLd7avFwqA1PJnrxbKILbxau4s3dBSz1tiI9yB8xnh4oiopBT2UNxprb0FdRQ0Eup19pRaQv/zfFtTjUD1qXLsDNwR5uTk7w4XsKcrMxPUbA7i4ThFWpFZ48fihdEziu/GcAUgOdkOLGJO1liLK1QpC1DL42MgTa2iBCLkcsgUgQIMgOgUjgP4qjb09wdkQKey/B0R5RdnLEOTkiO8QbufEUowhvhJH6kX4EhZPBiiutHSPSQYb8YAqWvzciHe3ga2WOKBcHNKTFUU%2bK8WZuCCt97UjycEFuSACyAv1pv0ORyYTKmqoxNtSPqdF%2bFKQUccIkoJ77SXOwBwyVL9ATcLvkuTooFMjOTMfkcD/u37mFB%2bsEYXNNssRiI3z3ikL48jB50RJKKe48eUc5Iu1sEcDEnbmliXXUibe%2bNvToggm8jSEgsQQkkiCEMyIFOAo7tggXIwIQwvcn%2blKMON7iAlwQ6G7Pjc4fsZzTZiqX4WJkgFC5NWLduEO42CGY3j/SwwPupsZw5yYorPA4J0uUoxO6cjIxmJuKCGcPLkKWTCgP9Z1NmLrSid9/WMdUVzuut1djur4EIzRCpmqXYGNhBpm4tsBzy0xLxfhgL7bWFrF9d0nSgh%2bOAHhLAI6Tf/3iKZQiFXIE8%2bS9SXsFk7YwNYExDYaFqSnkFuZwZLhxY/PmwX25urqLjc3CQroNJDhhBEKwxdXKUrrokRnJ6nP99XWyRlZsINytzCDX0YefXAZ/mTEcRMIODtDV0UFKbLLEtgD%2bHWhjixt1hUgnMLd6OjFFv1HLkdabGo/71IDXK9fxfmMB//liGze627A30YN/35zH9ZpCGKirwNbCFDIrWmS5HTLSUghAD7Zu3yQLFvGAbSB2ArEPvOUkEPGGyUsAOAtLyQRl5mYwZ9LGRkYwNDSUbk1NjGFKMMx5KzMjwnzenI8bGxjCzNCIK60ZnAmGE98vHvdztkFWhAe87Mzo/GRICfWkSH3LjY9i6u%2bLBBcLtHAKjNAhtsSHYrwkH2XcMBOdrRHKAhwM12OxuQodeYXUhD7crS/Ag85K/DDUhLfXh/D37Vv4t6fbmKcw/rhyFR/5WFN2MnTV1VgsM1hzR5AfAXCNoN1bvSmxQLSBcINiH3jz8qkUr188kULJQE8Pegx9fYMTYXh0q8/n9KXnDQwMYGhw/Njhewz5GpG4CR/X1dXjwmKFjDBXOJjpwsfBkiuzHc599xd4WFmhPIlWOTkQay35WK7NwgL3h6XqHIznxaE1NRK5/h74ONeFv92ZQVtmFp5Mc0Jcpz0eacUv88P4%2b9YS/vPRbayxDfb53K/rs/iVI7Q2JQZGurpcskxgRZssIjkxHqP9ndhcmScIC2yDWxIALw72pKSPARAtoeTBPvT08ISnpxe8vER4c%2b/2PrrvBW9v78%2bP%2b/iI8IGvCF%2bfz/fFrTcjOtgbiX72sDfRgr%2bjBQIVZjj97V/hw62vJDIe24Pt%2bDDbizejTXg9Uo%2bXw43Yai9DAd83Wp6F/1ifZlzHk5kRtKRxXE6O4OV4P97NX%2bOOcAPzTVVYJgD/TRb8sjaDn7eXUBAXBUPuBgGerginEfL390dOViauCgZwnN6/syRNAqkFjgA4Tl60hFJbcwPamhvR1tJ4eCtFA44fb285jI6WJnS0HkbnUXS1NR9GezP6ujvQXF2CWG9bKEy14MfkfWwM8e1f/gI3Ex20JkZioqkJbzjDP0x34e14J%2b531qEmMgAh1mZ4yhX4N5qh3%2b/cYKXvYqW1GsWBvmhOTkBvQQ431nJsz07iv14%2bwn/sruHT2jR%2be3gLKREhZIA2Kopy0UdxbGmsxUBvB1YXZiUDJFyguC4gLoyKhE8mLwFw784K7t09EXe%2bxNbRc1tSrH4VKydiFdsbt7EwNYqUYBc4mmjC394EPtb6OP3NX2GlqYzV9nIs97ahk9thNx1nZ3osqqJDEGRhxCTD8fruDfZ5P35dncCvm7fwt61FPBrpQEOEP/pS47gxjuJfH67ht/tL%2bH1rAT/dnsCDgQbE%2bHrCTmaJef7vrTvL2Fil8rPi%2b1yBhf9/LoKboEhWJH4c4m/REkpiHLyRVPEoXj47Uspnn%2bNr8/DltYdKKlAV19zE9pWfEAJXMw342xnB31oPF099C0sCcKMxH29pedcHmjCcl4Kh/AxUhfkjQWGJPc7/l3fp8MZa8ZrC9vO9Zfx89zqTXcHu%2bBAaabC6EiKwP9aND6uT%2bLA2yfV4RrokZ21igugQf%2bxx9392nOzBiWRfHN5%2bTX2RvHitkrCF0pUSccHwq/jA1fHPQjx3/L5DYJ5JBxcfQjRwZfa21uXI1EOATBfqZ7%2bXXOBEdSa22PNrnRWY41Y5mJNCf2EOV2119OSmYa6hFD1kxlRFPtb7mvHy1iQ%2bcQ/4xK3w/dpNdHLXHy9J5c4wgZ84AX5an5KuUcoowg0VRXjDxERCx4m/PpH0ceJfJ/8ZgONk/yzxn969/kMcPv7yCwivDkF4/ZL/hAcf62lBsIMp/G31EWpnACOV89C5eAYDxYlY7q7EfH0%2bOlIiUUjhS6WF7uAYG%2bcK3p4Vj6bkSAzkp2Gtu54VXuZ%2bcBMvpkawxmPWxYVhubUcv9/npnh3hjvDVUSQAc621li%2bMXXEwv0/JPx14sfJHwMgGKP0dcVPAvB18scAHL/%2bCwueSe0g/sHthRkkBbnC30aP7tAQzsZaUDt7ihtmOIWtCOtdFZiqykOKhxOyg7yx0FaLmxUFuBIXg5GEFMyl5%2bF2Zhl2ytvw4%2bgkxuoqkSxXYDgnFTvD7fQC1ICNOWyPtcHOSBvZSbHs8x3pgscx5f%2bnxMVrRfKCsX/aAqLC/xMAX7eAAOAFe0/0YnNZtsSAQEYQTZH2xbNI8LDDZlcltvtq8YgLUB81wFWPPuLcWXSkR%2bEqW6I3OQWTaXnUgWX8G7Xm07s9XCsqxKPWbrzhmnww3o1Pd%2bbwG1fiupRwKIy1sTA5Ko23Z18J3deJi2uCh8k/kj4rFMmLFfkzABIIJ4D4szb4XP2vkn/76uAz6uIa/E3SNinQmSKoSz9vBbmhNlvhAq5x1t/rr8fuUAvu9DShgeLWERqOvuRorrvt2FtfwMH2Mt7vb%2bH5Im1sWR1eNfTibzub%2bJGr8oela/h1bRZ3%2b5ugMFJHVUE6Pf62tOoe9vSeJICfkz7R6xLljz4ql5LfP/zITOmkwp9kw9ft8M8EUCR/DIAIceVll%2btnb2MFlx5LhMgNOBHMoXnhDMXRFDeay7HaWc12qMRoUTLe3xzHu8ExPE7MxE5sOu7G52A5PBN7he34NL2Cjxyvvz64jY%2bcCp/W53Aw1Y8gTg4vYz1cb23A7uaqxLzDD0F3/5DwH5JmHJyovAhRLKUviT8/ihf/oAkngThMXFxV%2bVJ9abk4speCauL%2b7r019DSUI8pDjlCFKWwNtKB76Sw3RldOhHystFELyrLwaLSVSV3BMqk%2bGZ2AkegkTGTn4U5XG96sL%2bHTDifB5gJ%2bf7CK90tjaGerhDg7IYR2vVTHFs2u/li40s0WeMSEdiQ2nEz6OHEpvkperMhK714/k5I5vFT0RxZ8nfxx9Q8r/%2bwzACe99VveX7u1gNXFeSzOzqAoLZ4jUR8%2bVoYwUb2ABH9X1KdFUv1jsUk92CcAewON3OryMViciTFOhPm2SmwOEoCVOXzcvEnlX8K71Wk8ne1HXUYCGvMKEOHgjKBzWqhQs0Gtnj1mKqvYDvclyyt9ILp/WO3PdN//kvhx8hIAUiKfQXj%2bGYQ/8wXHTBGvP6b%2bl83qKX5%2b/xKNNZUoys7GlY52JMXGckszoS3mXiA3grOhOnd/ffSWpqM0ygf9BYl4vzyGdwsDFLgObn0tOKAZej5Bq7wwjg/08Z82buJvD1awPzuAXwhEdVIEEgNDEBMQCptzKkhSMUK9lj0aL9tgrrIGT1hp8Zng8afCJ%2bM48T8A8I5JSPH6EIiTIPxZnOx7Ue03R70vqD8%2bMoCWqgqUFRTD3s4FWanpCOMabKClgRgzKwbXa7ZBbqAbxuvy0JYTjSUao4/35vD%2b1gieXOvA3hjFkBvgwWQfq7%2bM33fu4O3tGXwkCG8pgF7W5tBQ04GRsRV0L2vA94ImajTl6FB1QI%2b9v3QNcF98HnjEhJNxnPRxCLYovXt5BMARpY/ZcDLef2bH4fNvj3bqN0fm46d3r3BteAD1dQ2YHB6ChaUdUlIy8enDL7h/dwMZsXFI0DBG6GWu0GfOwVHzEnK8FeznOAyUp2OB43FzuAm3O6uwOdBGcavCBL3CPY7L/evDeE8N%2bPdn27hN9ZcZ6EFH1wQWFnLo6pnCiiwoVbVEt6YzuvXdsDkzhX3qwP7DrX9I%2bJ8DcBwSCAdHTHj2OeGTIe0Jz4/d1pHj4h6QkZaGg2cv0Nc3BDMzW2Sk52B4aAwenv5wdnSHuzFt71kVKC6qQa6hjAhzbcTYmyM9wB1lCaGoTglDbWIImmiH6zJi0VmYigdzI3h3bxG/PFzF77u3URTpD0eZLY9vA0tLexiSBdoXLiNd2Qg9Wi7o1XLDze4ePHmye7QFHmrC/y%2bU3p4E4A9sOPhC9RP9Ll1KOjYbBz%2bQ%2bvt83zNUlZbg48dfUVpaDRNjGQyNSFUNPTg7eyM0NI4rK%2bn/7Wl4nFGBo7YGImxNkOlujXhnG4TZyxDrIkdukDuambxgwAvuAj9vLUmXwX5/fIdLVDPHqTUq88pgzupbWSn4PyxxWVkVvuc10abhgFF9X2QHhGP51g22wAMJBPGx2MkQoJwMpbdM6HO8fPr5mtnh/aefk35zcps6SlyEsJTvXr%2biH5/F//2v/8b2/UcICYmBiqoWtLT1MXf9Jmau3YCRkRW8nD2R5RUCH46wcLkpSoI5EeICUBDsgWRPB1TEBGO8thQ741ekT4h/3lrGp4e3JQ0ojvBDiIsTanKLYGYqg8zWBZbWjlCjDsRd0kO7mhzdBt6wMLRCPMV3b3sDuwRAgCA%2bGjsZJwFRekMavzkJwovjhI%2bSPqK5%2bI6NWHlF0s%2bf7HGscL5yxoovH0xcvYaE%2bAT89ulX9t4uRrr74e/lh/qGJuzf20KwdwBMWbXRgUnMXp1DWUYBCsIDURbhhbaMGHRxJDYkh6O3IAOrPc14cXMKvz68i98fbeAD1%2bTrzRVwoI%2bI8gvA1NA0amraYMw2sLZ3h8bFyyi4ZIApLWc0aLsQHCs4UICry0vxnKPv4b11PNgUH5GtS58TPvoKlEMA/iSkxEXSkrXcP0r8MZ7uHzousX6%2bZ1sIsVlbmEdecgLb5CUOHu2hpbwMtYU52LlzG%2bEBQdDS0IHM2gFRoTEoTklBcmQCogLCkBPsiVYCcKUwhbtBMga5Sq90N%2bNgbgw/3pnnGJznCt3J1vCCqfpl1JTUoaNjBMVl9TAxs5ZAUKcGlCobY03HD4267rATH%2baERlGIbTHU1yW5UrGfiAs22xtrBOQudgiEAEMwREkImBRHSUtxVO2XR9UWiUsuiiEE8IAjZXxkEMUFeQgODCDFxxEeGITKylo8f/4a1/r70NtUi%2bnhEemrLdpa%2btDXM4bKJRUaIU94OznBw9UX7Xx9XWIY2tKjCUIqxirzsNBeh91rV/DsxlXcH%2b1BT14a3E31YayhhsiAYFy8oAo/X/qA6BSoqekSAGVUqFjgtl4AivRdoKFnBFsrO5gSIAtLG4SHh6G7vZnT6Jb0OeH99VUyYu0zI5ReHQNwFJ%2brfpS86HHxsdJLgrBHylzp7URoSAgsqcZW1vbQ0NRFeWUdrvQPQ0vHCLn5pXi49QA7GxvoqG9GoHcQjAxMoadrBE0NLdhZmEGX7ynKKsDm6ja2V%2b7iFkdoT34aunKSMVxRiNmmail6C7OQGeAJc1b/4venoOB77UzNMNbehWsjs9DSMoTaufOoUbPEsn4AQjQtkZJVgpzcUujpm8BKZg91bQMYGFtQl0IwOTaIh9wd7q%2bvSIwQbFASgiYSPo5Duu8d7cy7koF4zVm/ubaMyMgoWNko4OTmA4WjG5XYmrPYgICEUlEfw5e9XlXbhO2th3i8/RCpccnQ1jZk8sZSaDHxc2fPQVNNC052rpgencZQ9wjW5ldwf2EBV8qL0JqZjPbcTDSkJ6MoKhR%2btpYwuHwR3nIZalPiYSGuIDV3cY6/gI2NI5RPfY8yFS5Zhhy3WmYwsbBFXkE5qy%2bHhRW9gqEJ9AzNoMMiyGzs0ECnurW2REYsSyAoHav553iy9/mCgaj8C95OT4zBPygU9k4eCJH15ikAAAv2SURBVI9KgIu7D/T1jaCqosJRp0mKa6GKLPDx8mV/VmNrawePd/cxPHAV7u7%2brJQ%2bTClOBnomuHzpMrQ1tOHJiTA3Pov6ygbpuz%2bebIvspHRkhASiMCIQGQHeSPRyRqqPM8piQtBGUFJDQxDh7Yaelk7cmF6CB9tL6/xFFPmEINhIDlMaI3MTC0SGxcLE3EYCQcfgEADBAmMzGQz4fFpqCrbXl7FFEJQOe/xE/PAl%2bddkw9zUOPyCI%2bAXEgVPv2C4eNDaElU1VTWoMy5dvIgzp7%2bHmYUNkqKiYWhgiD4mvnJrFVv3dhFNwdMmDU0IgCnHl4a6LpSpBaYG%2bnBX2KMkvwR1FQ1wUbigsaKOrElBd3UVrjbVoSYhHA0pUegvL0AGe9mcLlBmaojqglK4OnlDJlNIX7XtbWlHHNdpM3PxpWtXOPFYImkhhJq6htCnJxEAGPEcDE2sYEZtmBkflq4eKz2TEv4SYm0UXzMXl5NXlxbg5RcIZ3dfzl0FHF29YC13lKisqqIKZeXLOHv2LM6fO4vvT59GQnQM4vw8kRgdjdnpG1hb3URmWi70SX9jY0spXBzcEUYgDfQMYa6vC2szM0RStQc5OmfHptBe24KNlU082NhFe009glycURgfh2AnO2SF%2bpApbujvGEBIYBS9hQVM9PQwf20G1%2bdX4eLig7i4zMMJwWQFIGpautChHggQBAAm5tYExQjFhfnSh6ZKotoHIvaPY%2bfwk9SDPXr7OtiTqkYm5tA3NIU9%2b96MNFJVVZcAuHjhAs6dOyeBcJos%2bN9//RbB/kGkagC8PH2xvLSGhvp2GPIEjPh%2bE6KvR6G0k1kjxMcXET5eqM/NRhIFyt3RFXVVjTAxNEe4ty%2bai4uhoMboUEMsySoXSxNc6xvh2H3Gyu3B3y8cmlp6UFdWQVtTN%2bZv3kZwcCwePX6NmFhqj46h1AJqLJZoAwGASN7QxBKqmnqIiYmRPj5XOkyaVZdiB0%2b4SIiLCjv31xEdHQcHJ3eYmst4QH1JAPUpJmqqmlCRGKAstcD58%2bcJxFl89913OHP2PDzp/8V0CA8Ox9joJJxdvKHDkzUmDc1YnfPnLxGwM9DnSYqRVZrKEdhYh14uU7F8j4LTJdLHDw4ULRUVLZjp6yHY3QWBvuFYubmBRYaN3AXneBxrJjU2MkPhK2NU4827XxFNAMR5ChFU1dQhA4ylxIUGiPsadKhubh481qwA4HC%2bC9qLxMU1thd0eKu3biLAPxhurp6QO7hCncKlyzcbm1pKAFy%2brCYBcFmAcOmSxIIzZ07jm2%2b%2bwanvz8COvejrG4xaimMO/bsuBVCToBjxRERVzxKoCxQwHeqDGamcFBqO0vRMtBQVY7qzE3l0lirKatBmtcK8vOHMFkyLz8LS/DpSU/NxiRZYW00DTWWVmJ29BT0mHBwYgZHBcdjzfIUPMBVsJQB6ZJ%2bgv9ABdSYvNEx8kjwxOkgAvrpYIDakZ2RCVWU1HOT2pFog3Cl86nRzKirqtLQ2FDIdtoGGlLgAQWjBBbbDmTNnpMr%2by7/8L9jaOSGEauztE4Qw9rglBemSsjou0Lqq8VhaTPwygTzN9fj0abbRuUsEVYOtpYW48BgMNHcgLzEDzrS11hZ2tNahSE8rkqbK2bOXoEP2ZERFwNvdG6PXrsOI26YFEwz2D2WyMi5MNlKx1Mk8QX9RfXGrxr9NTS1gwH2kq70FSicvFuwfXUS4v34bkbGJ8HFzo7B4wJ0jSovjTpXz21wm5%2bjTpQvTIgiqBEXlCARlasJFCYRvvvkWqura9AoeUCdY584r83UaUOd7dFkBTU196VjiuUvc5r4/fRbffvMdTp06zVa6IFFbTAs7znkTVlaHhkePDFImQN9/z1ZjBLh7oDSRALv5oramFXZyZ7SXlCItMYWJWkoTwMTMCpo6BhL9Rf/r8lga/NvS3JLM0kZ5afEhAMeVF18rFeo/Oz0BX3p1Fzt7uLh5wcvVGYY6pD0ZIEaIFg9yWUWNAKhJIByGGi5ePGyFszQ7Z1hZZ9pdAUJpYTnqyusRHxSCSF9f0k8BAyqxlqYW20kDuhRGsT0KJnz77SkJwG8IyDffnCJDLpAdFyWmmFrawUbhLulJRlgwnKzlKEnPZvKOSGFbNJSUc5w6Se1mxf435MwXCQvqC%2bbqshW0%2bH/N6SY1NTSQnJQEpePkxW78%2bMEWnj56iIKiEvhyVIlfcTi6uMOTa6iRni4TVCaSMkl9hQYIIRSJS2ORk0G0wUWK4llqgfJlFVI2B95eAZibnENHcx%2bsLKzpCPVhIU6GompA3%2b7h6g9zLjXmpvTu5rastLHEsIv0Cmrsfy0mc%2brMefyfv3xLXfGgePnBU26LkuRkCqj4CY0328kQ3R1DKC2qlHTGmNNGtJy%2bkZlE%2bWMGCC0QImjB0aujpY1A7i%2bfAZD2Y4KwQ38cGZvEE/OEo7UVnDj75TZ0VcaG7M/L0oHECR5qgDJprAUDAyJKsVFWviSxQAhmUFAkl6RZjNEUPXvyGkVUaCGYQYGRsOMuf4lbXExUMjraBskCLVJSl31pCgPSV0%2bfPUthlMvsqAEO8HB0gYOVFYXQXvrxhJwUHu29Cn/vYGnciYpnJGehkePQ5Kj/LSQATP%2bgAYYUQiOTw%2b9BabEFHJxcoPSl%2bvekLW9%2bdprmJ4S95S79ns/J2UP6Cpqxng7UVZQlNVVjf0vVZxvoklJC2bW0dKQpEMsRdGvxDiavznIh4rF3n2JkeIaoW%2bEiPcP46HVcn1yCp1sg8vIptGyRU6T5%2bYsqUCVr7Mm6SC935EWGoTY1Ca25WajNSEdakC%2byYuPpJzgxKJLjfeNQyJ2gTdCcra3RU1OH9q4Rjj8TWJL%2bAgQDMkBogKi85AQJghjpAgB9HR1pofsDAGLj6%2b3upvPzg7%2bHh/TFKQUNirU5EVOj71dTZR/asvqatLPKTFoP5jQb4qCCDcLizs8s4YftXazcWER2egH6eq9J3lyF1dcicAs31si2JxTaxwgIiGHS6vB2cEJKoC9yI4JRHheFqqR4lCXEozg%2bFmXJSShMSESMlxsmuvsQzKliQWPkoVAwUTsyTw/FcRGY6urm6hvPEWfGc7KVzkmYN2GFhRESAmhkdmiDxRfA9LV12CoWXwAQLSAuJSenZsDVww/2NhQRXV04cQrYkgkXzp0hbTQlBohkBeUFrSxtuHKqa1LBv4MJKTc1Ogs/z0CEBUejrXUQzbS22hrix5AaBEEFfbSxM0MjyM8qRnx4AsI9xVdsw5AfEYrcyHDkc7QVREciK4w7v5cnYn24FPn7I8Gfi1Z6FhXclr7BVNIhHS4/4rdGwzVVSIuI5oJmIpkfae/guekycQGANrVG6IA4d2kh4iKnTQGWAPiS/AP67zsIjYqHF9da8UsuMxNTyVSYGxpI38wW3wQTBxE9LrTAks5Qlwf//tQpyRKb8IDpSTkIDYhEZUWLtLV52NlJraLDFvmeHiHENwhpUbEURDsEUMCSwuPQUNaIgdY%2bDDGiAkJgY2aJspxiXO0ZQk9DO1qqmhHDhczB1kH6faGCWqCipgNXG2v0lhXSThdwKeKiI5ym%2baEBMuJ9Le4bIrT1Dp3gsRiacgqoq6lLeqB0TH9hfuamJuDF8efq6iH9ps/czAK29s5S/1%2b6cBbaEgCWkiM0I9I2fE5LW4%2begNXlFJDbOiI/Ix%2b9rf0oKahiIhbQ4/OaEgO0JBPk7%2bWPpIg4WFKpdUjfosI6XBuew9zIFJrpAm3MrXD%2bggrCKJYri5uYmrqFzq4xODp6QYMirM//ff6SOuwtLNCcLX7CU4owb3%2bKoYG0/IjExSIkWV4%2bJjRA92gXEC1gIrSBTlBTXYOAmUNp7%2bF96VcVL7gF1tXVw8kzgOrKWc2104RLkIwUN9LVoW09QwD0pYOZsccEEOZi1poeUkuZHsHVwY2qP4nxiZtIiEnlVFBl8tpsHQLIEWotc0A5K1udnQtPaos2W8eP/j4tOReOrKrY7Jxt7WDGEzOlgNmKn9MyKdHnp2mW9Mg2Dd635RhryExGTWYOqR8jjVNRfZG8EGQDY3NpCxTJCwaI%2bS80QIAg9ECbbaFBAIR7/H/iEx1bXyMstQAAAABJRU5ErkJggg==' /%3e%3c/svg%3e)
Ivana Davidovć
Transakciona analiza
U svom savetodavnom radu najčešće se bavim temama vezanim za stres na radu, nisko samopouzdanje, anksioznost i porodične relacije.
' width='500' height='500' xlink:href='data:image/png%3bbase64%2ciVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAAsTAAALEwEAmpwYAAAgAElEQVR42n2b93dUB5at9WJP28aAwWRQQDnnnLNKoUpSKZRCBeWcsxDKGSFASIAEIoqcg9vG2DhgY5JjT7t7untmuie899Z6/8P3zr0Cm/aaeT%2bcdW9dlVR377PPOftUlazG%2bnqZHNzLcE8Xo3Le39lGcbqGSBcXkjw80Xh5EeHmjreTMx72DhKOeDk44e3ohJdc85Kjj4SvhLf6M0f8nF2JdHcnxcedrCA38sI9KIz2pDjSjdwgV9J9XUj3cSA30pe6oiwG2%2buY3tvB5J4WRrvqGe2sY6qvjbmJfpbnZzh9/AhHDs0wsqeHpooaKotKqCg0U15gxpJXhDE7H5PeQEmegbJ8A6X5uXKup1SiJDcHS5aWuswEunXhdGeE0qKLpDQjloLUWKz2tLXSUF5Je10Ds1PjHN4/Ra2pkCRvL9K8vUkRAkJc3fB1diHIxZVwISPW05NoIUc5V8iJloiS54TKz8PkGCvgNd4e6APdMYS6kiOhD3EhO8gJnZ%2bDGua0SIbbazm%2bf4RzCwLy8D5OHprizPw0F5cOcvH4HGeOHWJp4QALB2eYmRxjoLuL5uo6ai3lQoJCgAmzEFCYY8Cca6CyMJ/SghxMOTos%2bnTKczOozs%2biTJ9BaWYiDZkx1GmjKVHAp8djSI3BqsZSRkdDE8N7ejkwPcHRg/toLjOR4utDqrcPiQI20s2NOA8PAeWN1s%2bP7MAAdP7%2bpPn4qCRlCFnp3p7yfA8yfFZD6%2btOpp8LeWGemJLDqczRUJOfTo0%2bgXZLJjP97SzPjrI0MyLZ72Goo53Bjg5GBeRUfy/Tg31MiTKnhweYHhtmZHCAzo5OmmobaBQV1AkJVcUWyguNlBQVUVZUKOe5lBqyhQwBnJ1CdVYi9bkaNZr08fTkJdCcm4hJm0B%2batwqAc3V9Qz19jI11M/M2BDz%2b8bpqqtAFxosgH1UBaR4eghALwHlI%2bADJZuhZAoJmf5%2bQoQvWQFe5AW7kx/iTo5kPSvAXYhypSA%2blL76MhYmB1icHWNurJfZvfXs76lkbrCF%2bfF%2bBkWB3ZKAvpZ2eppa6Wlspbe5hT0tLfQLKaN7exnq66GztZmaqkqqy0qoKy2h1mymqshIjbGYKlFshVHkb5Bs5%2bukBDIp1adSq0%2bkLieJlpwEhvNjmSiMpyM3QUo8jpzkKPJSoqUE2juYGB5kemSISSFhYf8kk3u7sGSkkurrJ1n1lix7qQRkSMazQ8PIjYolMyQMrUJAgDe5ArwgzE3k7qae60PcyI72p7elmrNH9nN8Xx/9lZlUJHsIOTtJ8txKmr8tVXKDbWUFlOdl0llbw14BvVeA9rdJtLcw2N2pgt/b3UFLfQ1VJcUq0EoFrEi9vCCXamMB1SYDVYXZVOVnSGipLMgU%2badTl5tCbZ4oT45K9gcM8dRlxZGviUGfGEFuciRWUwJ8VqR/UGJmdJhFKYEj%2b8ZoKzeTFR6uAs0JjyQnLEIinML4JEyp6RjiEtAG%2bpMRuAo4VyJHwOeHeZAd7k5xTjoL%2bwaYaimgNMaOTM93iHHcgL/9dgJd7fFz3Cm9ZReZUV7EeduQGuIhtaqhs6aEzroyuuor2dPeRH9vF3uEgNbGOurKLZJ5BXC%2bgNer9V5bYhRFGKktzqGpMIOGggwqDTrKpAyqctOEkHTK8jIoz0mV8ktSe4EhLY7clBgpA2mCsxOjHJEmc3z%2bIIdnJjksJbAwM85AW5MATZNsx1GUkKwCL4hLJC8%2bkdzEJPISEsmOCCRLAOvDpNlJpy%2bOlG4f4U5uvD9Te2qYqU8l3X0tGrcNpEvWI513EOpuT4yoJjUyBE1kMEGutoTYb8LP7l1CnHaQnxhKgzmHRks%2brbVldDbX09VUR4ecN5cVUW8xSP1LxgVwRWEOdUJAvRBTZ86nuTiTpiIdFUKAJU8rpaBTyag0yLk8NuekYcpMVhug0gOKtIlYLc7t5%2br5U1y/eJYLp5c4fUy679I8hyeH6ZVeUKnXkRkRTmJgMAlBIYRJWQRKRAYHkhoVSG6ML4YoGXHRCgHulKaGsTTeyJnBAnIDNpPquYlsn03k%2b24izX2LTA474oMDSA4PIdbfXQiww8dalGG7EW%2bbTTJRdq12bEseTaUG2qpMdFcUMliarUZniVwXcmqK9SL1LOkDOVIG%2bSohtTJSa0T%2bpVIGFokyOVefU6CjXLkmZWHMShECEsiTMlCIsLp64TR3b17hxuXzXBMSrl86y80r57h67jhnZDwdHOqmNFeLt/gCF0dnnJxcsFfmvYcriaFeZIuE8yTzBZL5yvQIrhwZ4P5yL02ZnlRrXCkK3U5BwCayPN8l3HkXgR4yRoODiQn0I8TDgeRgT3xst%2bC9/W28d20kwG6zqMqdOrnpZksurUJCZ0kuw6VZTJVnMVqRoz6uN%2bql7rPUbJdLpssMq6GCF/mXSJQbpO8IAcqxRMrAJAoo1q0qQGmAuUkRWN28coELZ0%2byfGyecycXhYAVbl29ICSscOPiac4vHmS0tw1NchL2QoCHjMTYsEAM0kmLtXHSTMLIivGnRBPC%2bQNd/PbBMQ535TDfrWeiIpK2dEe07kqGt4hpcsRfPIO/mwthns5kRgeJbPXkxIXgtmMj7lvX4LXzHcIct8noDFVBNpQYaCkrpKvcwEBZLkPlOXSX5NBgylEbnwpa5L3a/bUq0FIBr/SACgFeqTxHlGCR68YsjdT/Kvg8aYD5CSFYXTh3UszGIY4dnuX8qSWurCxz4cxxtQyW5vZx5uhBjh%2baZG9XCxUlJuoqLIz0NMtI62N2REZUbzsddaUsTXbw1%2b8%2b4O6JPq4vtPLJxWHO7M3EGLKNcAHk52QvcncW4%2bRIip8b%2bdHBtEqHnmkwcaillFqRvaIQ123rcNm%2bkQxxjA2FOurNIvnyYokiVfot0h9azLlCQK6UgTIJJLv5qwSUvVSDInflqMi/QlTyOgEF0gCLksMoSQmmQhOE1Ymjh1Wndeb4AhdPHePY3AyHpsY4NCxmRDI/OzbIiblpTohLO3FwQo6TnJrfxynFvR09wPkT81w9fZg/f/eQZ%2b8dZ2WmkR8fX%2bHFvUPs1buKnZZu7%2bJAerAv9RlxDBWmMmnWsb8ynzN9Ddweb%2bWj2W4eHOhl0JyF/%2b7tOG5ZT6CTDeWZSTQJ2CYZlY1CgNLoao3S%2bCT79XJUzlUVvMy%2bInVlBCqZV0tDKYt8pQFmqPVvFm9g0sZTlRYiygygNd0fqzmxvgoBSgNcFPAj4sLGJKvTrZVMNFUwLpnfP9DN0X0jnBC7unhwmoOTI%2bIZ%2btg3slf6xDTPHl7jHx5f59rBZp7eO8q//HCfi8MyqmLspes7S00HMFmaw63hOj6Z28PjpTGeL0/x7bk5fnvpGD9eX%2baP753l02NjlGui2L1pHW47N0vj9ZFeoKVJar5RyqBBmQAmBXg2dVIeyuhTCFCAKyQowKsKJZTmp6pB%2bkBuqozXZDFGyZRkJ2HRxVGpjaAhI0SICMbqwPQ4pxYPc0lkPzs1yh5ZhvY0VjNYJZ23upiRxnJGxdCM9YgaxgfZNzooS0knva2NDHQ2cf/KUX749DzvLfVyrL%2bEf3xxj6c3DzBZFkVKsBcBzk505CRztqOUj/Z18PTkPr69fJTvry3zu5sn%2bcPdi/z5w7v886P7/OnBVc701hIto9Hm3XWiAlvxCUE0mrJpLClQy6FeAV%2bc9ZKIXJkC%2bp%2banyL9Khl5VULa6vgTLyBlVilusDw7gbKseFmMEiUSMAsRRdLHrJak9pUxqChgWsApc7ex3EiL1FubdGBlBHWI/BRjMtil2NNG2mrKaKos4fTsHr64OccXl8YYq9Fw40gXv/9sheU9hRQkhOKwaxcaX1eGitJZ6a3m4Vw/L1YO8d2lJX53%2bxx//OAK/3j/On/99AP%2b9auP%2beuX9/n26hJdcsOuO7cRID0j1teDEm2MjEQhQEA3FOtoNGaJV8gVEvKoLtb/1AjL8zJU41NtSFcJUMZftZBQKU6wLDtRIokS2UkUP2DM1lCcmYLVNRmDt6%2beZ/nIQVlKOukX796svJjIraGkUGVeeaE6SwEtlWbVjCiy628s4fqhVj69MM7J/iImG7X8/fsHOT9ooDUzWNZnRxy2bcYSE8CYSctFMUaP5vv5ZuWgZP4sf7h3kT8JAf/84Cb/%2buUD/v3JQ/7tycf84ye3uCvEKo3S19VdVmuZIqEe6khsNOtpMWXSasmWhpirKkLpA8qoq3gJuEbA1xXI0lWoU/tBpZRBhSxD5RKl4gZLJCziUi1CglmfhtXdqyvSyBZk%2b%2bphoq2a0ToTnZL1JgHaWCY201Ik9lOMh8K2SE55wUYhZ7arjEv7Gvjs7F7GqjXcO9LA/SO1dGT5iC/wZuu7mwiy30lLejQHKnO5PdLAkxMTfHvlGL9//zL/%2bPCOGn/59D3%2b7enn/J9vn/F/f/uMf336gD/dP89EVT4OO7bj5%2bpKqMM2amShaZHxp4Bvl2OL4gUUFcg9VRdlq1GrlEahlsbCNOqLtKtqkBKozk9Vy6FUsm/MTJDsp6hTQWmMVsuzI0z0torVLKe32sQeqfuOimLaKoy0SjSWKvazgBqlAwvjSiPqqjYy31vOpekazo0Uc6BFx/MrfQyZZO2NdybM2YbN69fJ3u/C/rJsLvVV88FMJ09PzfDjtRP8ePssf/roFv/8%2bX2R/UdCwKcqCf/w2X0eXzvDF2cO8uj4uMjfld07dhDsaI0hxlsF36KCz6HZnC0loVd7QV2xAj5bdYINhem0FabQVpBMg2x%2b1bL%2blkkJGKUJFqVHYkgIEB8QQVF2qlwTBfTWrMpaybgCuKPSSGeVke6XZHRK/Ssk1EkpNEknbq0w0d9gZrazVBRQy1RtohzLuDVVSGHoLlmL7di1cT2Om96hOS2U/gIN3SLNriJpYPoshuRvfTjbz7cXZHR%2bfJd/%2beohj07OMS62u1u2vYsyld5bWuDqRC894u3X/up/4mmzQ5YuJ8msRnqTlIGMyxajjibpB03GzJ/O65RlyJBMp6y9XRJN%2bXGSddlbdElkpkSRHeMj67sjaYEe6OJC0SdFYdUgzU6p8xYBugpevHe1mf46C8O1RnrkerOUQrPSGOW8XdShEHB4oJZzY6X0GcP49FQbbZleFIZYE%2b%2b2DbutW0QFdlSmhDMgm9tQiZm9paWyjcnNWszMd7Tx4WgT//7ZPf5V6v7e3DDjlQaGK4tlFE9x%2b9YFPv/wDkvH58iWXd91t61Mhh2y28cKWC1d0lN6jKl0FWuEJI34Bw395jRxlco7QJJ5Ad6YHyPZj6NADFZGSiya2GDSZV1PEfsd4%2bxCrKcbiX7eWLVKVhUFtEgosm%2bvVKS/WgY9Eq2WYmk%2bQoJkrlkcWYeoY09dMft7ZSqUxjPTksnJXmlCcbvF99sQtHsrOdEJxPn6UxDpQ61WIztDBP4evlRV1DIhHmJgeJwrY8N8eWySLy6e4%2bLkAG35WXi5uVI70E/D1BBzp%2bY5KPuIbnCYhkoLEbs3UpYaojbBLjFSe02pDBmTGTcnMVOSzGhZhtoXSqUXGKXbmzOjKcqIJFOsuiY6kJRwbzSBLiTKDhPl5Eq47DQRHp5YdZRLwytdDbXDy3ZVnKk0C2kcBdL8ioplluZJN5WuKiOnsSyf7toiDu0pZY85moW2NMaMAezR%2b5LkuZMta9cQ4WiPJTmBxowIUsUB5qTp8HWwZ%2b%2beMeorazCLYTk3Pcznhwf4/PxJbs3PcqitTRarMCb7hzkwNsLCeDf3lvaRk56Mo4013lvfpjjKVR2BLRZZiISEPlMaQ5ZUWZQy6CkTdyg23SIK02dlkJUcQUZsAIlhvsQEeRHr50qMlwvh7u6EKu9fSoT7%2bGDVXr466hoklLeStInRxAf4kBYRgSlbT3VBMeb0DAzxoRgzoqk1ZdFdZ2Smo4i%2b4hAO1cdzuCGJ0jh3bLZsYOe6t8jxcxZpFrBYa2C51cxSaxmHpMaXOjqYrRCl6SKZay7ntyvT/PGhjL2TR/l65QhfHt/PFyuLfC1G6cW5A/xwZloWKgNvr1mDy6a15PruoNagUXtRi9jjViFCIaOpRBp0SRFlZaWYzKWkp2uJiQwlOsSH8CA/wgL8RIHu%2bMhE8RbgnlICXk5O%2bHp4YNUmMlcyXyPjJDMlnmBfL9nZ3cS7h2LRyiKRmUNuVAxpYkiyQz3lWowQlkd/TTYDxkDmWtLpMkQQ42HN3/36DRw3rKFXGyZgG7gy0Man%2b1p4JPb30cIIH%2b3fw0q7kZOdJVwZaeLZmQkxQA94fPUsP4gx%2bsvDm/zl42v808dXxRqf4buVWSYr8lm35i0cNq5F47SBCl0UDcp4VmywqLIkRyfGJpPibB35ej2Zcr%2bxMXEECuggfyEgJJCQoEDZYt1xdnTCwd4BW1s77Ox2q%2bdWqr%2bWEWfK0ZISG02Qj/I5gBuZ/kEURsXJTI8hxduPWGEuUeSTGeorykiky5LIvpoYpmuly4Y64Ga9lV%2b/8SY7177BofIMvjg6ws3JXq4OtXNnrJ37Mz1c769loSqPD%2bYGebg4yHcXZvgXBfQXH4oDXObbayf53Z0Vfrxznhdilb88OS3KKWTdm2%2bwe8PbRNmuozjeR9ZdHUUaWcXjYsiKi0cbFU1KSChJYeHEhYYJBm88pZ94e3oKCf74i9SdJOO2truxtrFj5y4bNXZZ22KVl5You30SudpUUhNEAX6%2b%2bDs7EycuLMXTR5qGt3Rgd2KFwThpGgneHuLP/egzx7DQnk5Pri8J7ttlXm9jw/p3WPfrX0lTSuPbi3M8Ojqsgr/a38j1gUben%2bziuJTP8YYCvrk6J55gnr9%2beFX8wPv89bPf8If3rvL9zfN8f/sSfy87wl9un2DEpGPt3/0KO1FWyK51GELs0EWGEO3rTayASxLgiX7%2bRLh7ECwRKPfp7uDIbjs7ybAjLi4uOIvk7ezsVcCvh0KCVXigH8nREWSlppCWmKCy5SZScd/tgKf8AR9HFwLVT3o8pIl4Ee3ticbPk35LPCf35tCudSPIUVZYGxt2bNnMr/7Hf6cpPYTn52Z4vDLHJ4f6%2bOxgH18eHuKr%2bVEWq4sYz4nhh2uH%2bfbsNH/5QOR%2b/wq/u3SUv4ot/l9iiP73s8f8k7jFP144RH1aFOuFVLt31hC4cz2FwTuloXniJUkK8Zb78fcjQu7LV3nHysEBp932qrx3vgRobSOL1cvM/5IAVQGe0gjCgwNJjIkmOjwMH5GNoxBgK4zZ2toLk/a4ChH%2bLq4Ey8%2bCveT58ju9JRouTciY1HrKvm%2bLq6019rt28MavfkW6mI0Hcz18KhK%2bL3v%2b%2b2PNfDjRzieze2UrrKEzKYSOxBAudpn5QibB9ytL/CBN8JtjI/z5fVmQhIjf31zma3GDeRF%2bvPvWr6UHrMFv29sUBm0nMtAbR6lfb3fZF0TqHiJvh927VbC7BOgvwSqPX5Hw6tzm5bmV8h6fu5sHnp5eeEiW3aTW7R1eEiBM2okSXJ3d8JP69xIS3OT5SgzW53Fjfwm9edJkXGxke9siJNjwhjRCpx3vcnmkjlvTnVwT4Jf766UMGrg21MKZNgvz5lQOlGRxutnC3YlO/iSg//zRTR4LAQ%2bnOvheWZcvz/GRkBfn48bWt9%2bUKfA2vlvfJN9vE9HB3urNO0q27RXg1qK%2bndZ/I23l8fYdu9Tjq3p/nQwFn3K0chJ5OwlAZxcl3NVQrjmKWXAQ%2bbu5eeLh6S11JD93cpNm4qo%2bd6SlmAfHm8T/RxPssBWv7evxtLPmnXXrefuNXzPfZuaGgLm1v5cb421ckh5wtqeKK32lPNzXyGf723i6fICvLx1XN8B/%2buQa//DRFT6Y7uKREPH3N45ycaSFUDEuNjIBfHasJ2DHWozBW0iJDsLZ1QNX19X7dvwJgzsuru4/HV3l3l0kuS7Kc91%2bDjd3T9w9vNSwMhQYKSg0Ulhk%2bg9D%2bVlBYTFFxWaMphKZsyUUG80cHa3ns9PtDJsiSXTbSoLDGvzttrJj8yb%2by3/5r3SKZX1P6v%2beSPyjIyN8OD/Mme5qjjdZOFKax2xuKssyzm53dnKjqYm7PR18Je7vydkZnp2e4QdRwGxrOWFebrjv3EiwzTuEWa%2blLMaGxppSzBYJswWTySz3Y6KoyLgaxatRbDRilOvFymMxc0oUFhYJpmL1ecp1JawWFuY5evQIi8eOqnFMjSMcO7oayrWlxWMcX1pk%2bcQSJ5ePc/rUMreXpcNP5tKX70%2bqxxbMvm8T47CR3du38F//238jOcSbDxeG%2bM2CMvLGeXJxiUtDbSyUFDIYE8VAsD/jwUFMhERxIjmTW%2bX1Mjr380ya57NTk7y4cJAe2f6SZHEJEHsdbLuRBMd3qEpx48D0CPOHD3HwwAwHZmeY3T/NzL4p9k1PMD01wdTkuBqTE2NMjI8yLs5ybHSY0RElhtSj8li5bvXRg/s8/PgBnzz8SA3l/JehXP/0k4/57FMJOX711WPuLI%2bKy4ulIcWRaOfN1IZuIMttHZ67NrHmzTfZtP5tlvpquC8E3J3t5f6RCW5Pd/PJgU4%2bnWrlTksZN6vLuN/ezouDB/nxkniAWyf55soRcYLzPDwxRWlyIFmR3gQ57STcYQsxtmuoyfBjaWGWq1cuce3qJa5cvsjlS%2be5eOEcF86f4fzKGVbOnebc2ZOcOb0syTrBqZPHJXFLksBFNU4cXw3l3OrLLz7n8Zdf8NXjn%2bPxl4/%2bJpRrT776Us4/5%2buvv%2bbJJ3c5MWjmSGMcxigHonavoy1%2bK8V%2bG4je/Q47312PlZSBXpahqxNtXBhu5vJYm0qE8r7A3ZEGbg7U8f50L58JMc/PzfPDlUV%2buL7EN7eWxQucYLmvFq3PTtnfAwkQAuJdtxNnv46mvAiOHpoS0CuyNV7j1s1r3Lh%2blevXrgghl1ViXpFy6eKKkHKWCz%2bRckol5twZJZY5K2H1RLL59MlXPH36REKOTx7/FE9eO//q8SMV/LNHH7A4Us2JoVImS8JJ9rEm1WUdHQnbKPLfRILdW2q9viWN0HHDG7TKVrYsze/8YCMfzA/y4dwAvxFSPpTR%2bGxpgr8X9/fj7Qv8eEvssID/5saSlMs85nhf8gN3YUgKliljTZrfbpJc36XTlMiiKOCigLpz%2byZ379wUIq6vknHj6n9CxgUhQ1HJykulnH2pltNYPX36lGfPnvL8%2bTOeP1POn/xtCDHP5fi7H3/Hi0fvs9gvy814E2fGKqlIdEPja405aBN9WnsMfluItX6TmN1rcdy8ViUgUGZ3dWIQ881GbkoJfLQwyifzQ3yyr4vnixP8Xnl36P4N/nDvgtjhY/z2%2bjH6yvIIsX6bugRH8hMC0AS5oA2wJ9VrK70VGSwfm%2bOyrNH37t6WuCMk3FLJuHP7hkrGrZtXuamSceU/JOOVOpSwev7sGS8E/NcvVuPF86c/x8trv//97/juy/c4NWzm%2bskZPrp2lIWuPMpSZDlKcKcxwYahQj9yfTYRvuPXRFivwVdGlv92cW/b1uC9aY1YWBf21xWs9oG5flmSunm2OCmAT4kFvsTv713kd9ePc7yvjl0b15Ho/C7NGidKMsKllDzIEAK0vtvprdRx%2bsRRAXZZJeA37919ScTt14h4qYifiLj6nxBxQQh4/lxASnytxM9EKPH999/yxz/%2bgR8e3%2bPaXAsPZFF59vhjmQBj7C1NYaQ%2bm5pER8ZKo5ipSybLc6OqgCi7tUTYvC1EvEWc7VqibDaKiVlHmtduxiw6zvdWc2eggccLY3y7Ms/3F45KCZzh3sFBvO13sWXNrzEE7KAtw5X6giSKEv3QBdmTE2JDT1Um504tqZm%2bK2AVAt67d0eNVyTcvXPjpRqu/X/VoITVi%2ber4L/5%2boXE85/Af6OS8ZSvPrrGUk8Wl09M86OUwaf3zrPHlMDivj6OjtTTnOrEbLuBweIw9B4b0Dm/TbTDO/hJ9iNFCRG73qI4yI5sfyfixTFm%2bjvTkBZJb04Ki41l3Bjq4M5oB%2b8fGMAQH8I7b/wdHtvfoSLahpZ0F7pKMqjMjCRL/oYhypHOci0rp1cJUEC%2bTsB7927/goTXlCAErJJwWZ0er0iweqFk/8ULlYCvXxKgyP%2bHH77n%2b2%2b%2bYqFZwA5X8w9/%2bjNPProuS1AcR8Y7efjgN%2bxryWOgLJ6RqlTas/wweb9NWcR2whw3YbP%2bLcm6Em%2bg89wmzTCK9lwNHQVa9pTmM1kvlrizhrMj7dw7Msq50WaiPOzYuvYtwuw2UJfkQFmiM4MVqdTlx5MdYk9%2bjBttFg1nl4%2boQBWAyvFnAu785wTceJ2Ay68T8ELt7t%2bosUrAt98857fff83dMxNiaVP47sWXfPv5HRb2FHNWNrpHn33MvaunmW7OZkBucLQ6nW6NLXt1jphinVXntmvtG7K8rCFg5zqSxcDUJvkyJavwib0tXJru5/7yIT67cIynd1d4cfsUp2UsBjpsZ/vaN0lz30RdijOWRA%2bGhOAWUyp5Aj4nyo1GQxynxDCt1v6t1foXwK/Aq9dkMtwVddwVAu7cfJ2Ay0LApZcKUErgws8EqCFqWG2AT7h/5wK3z0zzw9OP%2bebzm1w9IlvdjXN8%2begTPvv4A64eF5fVmMlMWz5DxnCmC5zpNoQS57ELd5FwioysGMeNOEgD1LhslIy6MlGl57zI/cPj%2b/lKCHwm4%2b/p7RU5P86RzlK8bDape3%2bB/1Yqkxyp0gYyUaOhvzqbghSZBgGO1OnDObZ/SG12q6BvvRarBNx9RcCtVQJu33hZApL961f/EwJeKeD5s6948uVnvHjyOX/44Smf3znBrdPTPPr0geoFHj/6lNvnDrPQX87BbiP7m7TMlocxZIkkO9RBatWepqwA9CF22G9eh91GaYYi6co4R2mUeq7JFHh4boFndy/z9W%2bu8VxIeHT%2bCINlmYS67MRti7LwbMMUY0e3KY4ZUdl4Ux6aUDciXXdSnxPO7FCzCkjJ9PJ%2bMN8AAA8vSURBVCrwmy/Pb6vnivzvSfbvivxXCbgiz7/8Wv2vglfGoUrACzXzq83vmZieb158xfOHUi%2bLeznUU8ztyydUJ/hUCLh%2balaWFAPTDTlMNWRwpDWN6doU6nSB7DXFMtWYjTZEymDHO9i%2b%2bzYum9%2bW7m8tTXAHk5VpXBpv5cFJUcAtmSj3LvNMlPabI2OY4v3ERm8kYNd6SiJ2Up7owHBlCseGqpjqKCZV/maY01aa8qMZbCrg9NLhVanfuv430lev3VnN/l0FvMj/lpB189qq/K9fvfiSgPOqm1THoDIJFBOkgFQyfevEMAt9RZyeG%2bT2xUU%2bf/i%2byP4%2bi1O90pSyGKgtpK8yU7xALsc6dXTkhwkJqYzVZZIb6UKw3Xr8bN/FY9ta3Da/iTHGE3OcF90FUawM1cuCNMTn5xf48tIin5yc5Yiszlpxek6y84fZviNq2U2TzoOp5iyOjTfTVqrFkh5MlMtWarPD6SzVMNJRysWzy6sEvAR%2bT4C/9zL7d37K/s/yV7J/7WX2r0j2FTOlEqDEM3GET5884YObK5LdFE4eHuO23OAXH9/m5vmj7Osup7UwEUtqKLlx3li04axM1TDToGHQEkO3MZ48aVLp/jYkeu/C33aDgFmH/463yAy0Z7xaT4s%2bjAsjdZLxYT6RlffDoyOyI7QyVKIVk7NbiNtC5O4NlMbY0mUIYH6vib56A2khbtTkx6musyw9kNq8KDpK05gZbOGaALn3st4Vyd9TCHlZ%2b3ck%2b6/kf%2bMl%2bKs/gRcnKLbY6pk4QcXuKvvAMyHimkh8qFrDxw/e5875eaa6K5iUBrUw0kpbeS5acWUaf2sqsyM5sqeIHoM/rXo/avWRGBO9xLDYoQ93ItJ5C3HS/ROdNxJks05IyqA7V1bfvjLJ/iG%2bvLrIw5PTsiy1s7/WgM7XjkS3XaS4bcYSZcOARWq904A5M4ZQp%2b2yEwSQGbIbi8aPEiGhJi%2bGnuosZke7uSngFBJU0JLxuzd/zv4r%2ba8ScEEIOC8ErHBZwF%2bSncBKWYLU7Mvx62%2b%2b5fyxcWa6zXx47xqjHRW011roba6isayAGqMOfUIQqQG24s68qZQ6bcz2l7qMpMEQT0WaH0VRuymMcSXWdSsZ3lul9rdLdndSleQjz/diXrzDk4tzPLl1iseXj3F3XydLbRbqk7zFSu%2biIMia8ngHUaGGmc4iMmICCLTfRpK/PVlCQGGsqyjQk7xYT1rMKbRY0jhyYFIFrGReAayQoMRtOb8l4G%2b%2brP1rkv2rkv0rIv3LAv6SLFRWiuwVFSgEPH8hs//ycZn1QyzOzzA3PcThqb10NddRaSqgOEdHelw4sYHuRHvuJNFV6jUjgFZjIsUJXjTrA2jQesiN2lMYYUdBpCNlCS4i21Aqs5LICbQRX1HAdzeO8N3d0zwXFTw4vFf9oGQgT0iMdaJWzE%2bzzouFnnw1EYmhnvg77CDWc5eqAIWAOBmHER7WVGVH0GRMorOmgLMnl34CrcZrBCjZv37lFQErXHmZ/YvnTr8i4KmqAmUj/PTDW5w/e4LZmSmmh3rYP9LNnrZGyooLaSg3U5KfRYE2iWh/F6I8rWkqSqQsMwJTsi/jFdEURDlQk%2bFLW6YnRdFONOWEUJAaRVpiIvEyDRqLUrmyMMET2St%2beO8cX188yPuzHcxIY2tPdqUr05e95miO9BWrBIR52eNqvYUU/90kSw/IjXRCH%2buN/faNpIc40iDqq8gOY3KwSwWlyF0BrYL/JQFq9l/KX7K/SoBk/qvHj9Xsf3D3Osfm97NvapS%2b7jZGepupKSuh3Gyita4GQ04OhXodRdlp6JVvXCeHYcyIJCXYlSpdkIANpjE/iomKGHrzA2Q0BkhvCMeYJYtSQgTpEV4YNOHUlZfTVN/M9OBeFsf3crS/SfUBlfFuNAl5vZZ4DvYon0CXEua5G/ttG8mKcCXGbRtpATaUanwIdNqBp63yrVJ7yjVuogIDp5cX1ewqkl%2bV/mW1P9x4mX2FgKsXXyrgFQHPnski9N33PPzgDocm97J//ww9nW3UVJZjNOTRUGGhymIRBRRgzM%2bnwlSMIVuHLiWepAh/NOFeJMiCUxDrTqUuhLEqDQdbshgTEmql61dkRWFKCyUjOoCM%2bAgMoga9VsZaSRX5BRYy9YWkp2eRGJdAsJcraWGuYnejmZZSGWszqQoIdrMhO9qLSLedQsJWylK9SZBJE%2bgspeFtK6ZrF/WihPkDUypIBfQtCRW81P6r7L8C/6r%2bVQK%2befaIT%2b6dZWmsngsnF9Q3RAeU/82pqcaYl0dhlmQ7I4M8bQa15kIK8w0Y9HoMOg36xFBifB0IcNxOqr8dPcURzLVkMFKjoyLFU6xsgIzLKArjPMhJjqQwPRpzrpbk%2bHjMlnLqahqpqaqjsNBMRmo6YYF%2bJAa70FgYx0iDnj01egLdbEkKcSfMw1b6ji3hzuISE93Jj3KScWtNXoIvydI8ixPcGetrZeXUcRX4KvhV6V9/2fz%2bQwLuXDrK2YURFobqOHp0gcaWVkyWUvJz8rCIArLT0tXvCyTFxlKUo6e9upKSwgJS46NJi/BRs%2bNp/S4VqT5ihyPoNUbTkBshm5yLlIA/VXkJ4g9c0QfbYtLFCqm5Ktj4hBSMpnLMplIKDUXqtfBAUVSYO/WF8QzWamkvzSAzLhCNlI61uEpfWZYiZVTmxrhTofGQcWtPit8uschbZVlyZ3RPC0cP7VPBq8DVuPA3ze8V%2bEsrp7lw7hRW710/w5HhOpamujh37gwz%2b6aprWmgKL%2bADE0qEWFRQoIoIC2FrJQE0hOi1a%2bnF2enkxrpJ7UosvTYSXdxJNXaYKZa8ukoiqEjx1cIkHquyhIXFyob3gbJnA%2blJiknk4nkxGQMBiNVlbUYi0zodToilI/oFNOTF01vaQJ7ZM6b9cmECWhnWbBsNq/HS8jWhTpjThYzluAs%2b4ctvmK2DIn%2bzE4McHzhgBBwWc26Etf%2bP9m/cFYIuH5mjukOM6dPLNA/NERJRTUmcxlVpaWUG01oNRmEhUUTF5MotZtNZpqW/MwsDBmJJAY64yvuTeNnTVG8J%2b3GZCZaC5lt0TFSEkZVqid7q3VU5URLzdqQ7rae3PhgzMYSIVdDikZLXa1MmLIqTIXFZGqSSIvykb4RSktBKOPNuZTmpRLitA1vaXiO0vkdt64j2HErRbJea2WsliY4ivnaSVNFEdOjfZw4ekhtej8R8Dr4XxBw/sxJrG5cOseBwSbOyoP9M/tobmpFrzeQmKhBK83JKPLM0WVLxtLkWjp5uky6q4rULxtmJETh72ytKqAi1ZeekiTZBzK4OVvJiDmU2nRvyjPDxSRFkyEOMT3Ajmzvd6ktysZiNBMfG09BgaKCGkzyOF1IiQn2lmx605QXQk95GvUmLcEe9rJcrcdbsu%2b0dT3OEvF%2b9hgSvIl23EB%2b2C46ZUfZN7qXc%2bIHFMAK8Nc7vwL8l9lXCZjsrubU4QlOnjpJd88empvbKCutoNJspjC3gJjYZKKiEqQR6shOSaIqXyOOMI9qi1n9/k6Qmx0ZwY7UZwZSmhbImWETFyfKWezJk8bkKT7eCVOKL0UR1ugDtpHhtxOd12YpsXyyRfaJ0gsqy6soLymnSJpuWnwkWXFSPuIfSvXxqsmKC/XFT9xgtPsuVXEu29bjI8dsWbJyosSPCAnxrhvoaShhaeGgWt/XL1/8SfqvCHgdvBIrp5ex6qouECaWObK4RGtbJ8XGUjSpmZJ9ndoIC/W56DRpBPv5k5ccQntRPGW6aGoK0iiWxSjCQzIb5CgZdqBVtr2JqgQWOnMYq88i2c9OwoYM/51ofbaidXkLrdcmkl03ip0NwpBnICY6jnwh2iJTwSBqS46LITbUR9yjL7lpMfIaQZTmJuHjYC07wTZivO1VEnxsN8lUsCE/XvmPFQchwpWJgW4ZhZMsHzu82vlfgn%2b99l%2bBV7K/cvqEKKC/Q%2b2UxxQCmltplRKoU77JVWRUsxMVGUu83GRaVCCV2kAyQt3QJsSQn6UnPSWNiCB/Ah22kBZkT43GnZI4e7rNopg4P6rSfEkRchK8tpPk8g5um94kwuYNkt03Scakc%2bsyMOQa0KSkU1VeSUtDI1VmozTbOIpl6Wk2pqj/naKoICM2GMfN64gSFUSKN/DYvo4A%2by1yP84C3plSbZC4wU6OH1n9b9PzAu7aSxJeNz4/g1/m3CkhYPHwLAcOzVHX1I4uKx9tpoy%2bbMm8ZMeYKzLNyCI4SFbg5FCyYgMlQ0lokjNITskkS6tHn5qEu600Qp/tZPhsoSTFh7x4XzoLQhgsjyMvNRo3e2uCbdYQYL0ety1vESMg4l02oQ12wijNLy4%2bCZ1Oj1mab3GR0niTiQ3xoa04iuToYPJTZapYkgn2dBLgb5Me7km4u50sSZtJkC0yL9pdwlkseSh7W8s5ND0sYE%2btWt9fZP918GdPHsdKuXju3ArjY5M01jVSW91AVmY%2b8fEphMsITIpLJCk6igaTjsiwCNxd3dGlZlBsMJGm0aGJj8VLlpVg2/Vo/XdJ9pOY32PiwmwTjeYMosJCcHGww14aV5A8x2/XOuIEvDHRV90olW92FRUUkyBqKyupoFzpPyUWsjXxFKUF02lJkFKIFw8Ro/oDX7vNq8CDPWQ3sCHRbze6cFcK4tzJDrOTvhHN8J42mQZzKvhXBLzK/uvgTysfjh4%2bPEf/6BTGkkqxpfnSlU1iTspEAYUqUEX%2bgd4eGKXrx0TFE%2bjlTmioECMKSIhNJDY8DA/7HQTt3kiLPpBpWXcnWw2MthSTHOxOsLc7jrY7ZH6/Q5q3rLWy73cZQhio06s9JScjldy8IsIjokkSQo3y2rny2lppuso3QWrzY2gojBUlRalfg62Tx9lRHqSEeRPiIhupj4xXabRKD8gJl21RlrKZsQGUfwVSAP8y%2b6%2bDP3X8GFYrFy4zPDpBtdhSg2RVKYEMiZg4qf%2bIGDSJKcSHh4qFTSNBpOrlbE%2byjC%2btLh9XNy9c7W1EATsxiN0tTxEpRjhQnxeOLtID501vEChZd9%2b1HmOUvfpZYndBBPu7SzDqU2XXD8Qghqu0tFI9JshrWaQMGuvFG4gb1Wdmi9nypbEghsa8MEpl68xJCqRGdoyW4gTMqf4Y45wxxjtJKdhKr9lBuv8OOmqNHD86rwJ%2bfeYr2VfAn1leUsEvLx3l/wEDKdQmDnEJfAAAAABJRU5ErkJggg==' /%3e%3c/svg%3e)
Ivana Zeljković
Transakciona analiza
Psihoterapija ne menja osobu već način na koji gledamo na događaje i situacije, ljude i međuljudske odnose. Mentalno zdravlje je važno kao i fizičko. Shodno tome, smatram da je rad na sebi pravi put ka kvalitetnijem i ispunjenijem životu.
' width='500' height='500' xlink:href='data:image/png%3bbase64%2ciVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAAsTAAALEwEAmpwYAAAgAElEQVR42mV61X8cV7a13i9MEqOYmVtsMTMzMzMzk8UsWUy2bEuyLTNz7MRJ7CQOzWQy9%2bX7Q9a3zumWk7n3Yf9OVXV11Vlrr01qqbkbGSLAxAgRZqaIMzdHkqUFUqwskWJthSQrYZZItrZEqq0VMh2sUXzOBlVetqjwsEMprdjTGoVevN/FDOF2ZgizNUeswppmi0h7WwTb2MDfxho%2b1jbw4PPOWVvDjeZO86R58XNfWzv42tvD185eeWxrCx%2bu3nZ28BDX%2bFmYwgFxjs5IdnJDqvM5JDu7IZ7HYQ7OCFQ4Ks3BCT40LwcXePK6l70DvMVzrKzhx3dHOtqjvSgDF%2bdHsTzah4LUBKg5GerDxVAPXsYGCDE1RrS5KRIkCVZIJfhUSxqP00hIhr018p1tUORqhxwne6Q52iLH1RolnlbIcbdAtMICASQr3NYGcQ720iLtbBHEcx8C9RDASYY3AfoTVLAAZq9AOMGFOTgiRKFACEEH0/wI3JOfe9ACeU%2b0wgmJji5IIeg0F3ekuHoghsdBvO5DoH58RgDNh0R48poXvyNI9CXxsa5OKI0ORlNOMkaaKrA5MYANWnd1GdQcCd6J5makDx9jIwSThHCSEEsSkgk%2bTYAXZAgiSEIKAaQQQDIt0c6GJAhVUAVURgqPw22tEcp7Igg8nBaoAi%2b87cljb%2bFxPi%2bQzwvjtShuMtrGDuHcaJgNvyMIcVCC8eSxsGAex9L7SU6uSHJ0RSKBx1IFYTz3pcc9%2bLkXzZf3epE4YYJAfz4zxtkRzVkJmGipxFxPMxb623FhsBOz3S3orChTKcDIAB7GhvBiKHhy9aQaBBFxJCFVRcAxCUIZKXxwMoEkEEACwWYqbJDnZIcMRzvEUfZRAjzBBvMzX97nxVXI340h5sfr6QG%2baMhIxnB1KcbqKtFbmI3mtERk%2bXpJAvys7agQBcE5SBUIMiJIQAwBR1MF4jjYyQV%2bNC9HJ8rdEd6CAIL2sbOTYeRPMoO4v5LIQIw1lmFpoB0Lfe0Ya6nHYH0Nuisr0FKQBzVX5gA3AnY3URLgwdWdhASpCJAqoKULEqQiaCRAkJDIFyQSoFBDGl%2bczk2nOiiQQOkLEkII1o%2bfnTO3oBxtURQfjem2OlybH8eDtVncnh3EjZFWHA7U4qCvBvvdFbhQnY2mxHDEuLmSNCqGBPgxNAIJMJjeDiJgfxLgQ/NycoY3r3kLsgjaj6D9uB8/7i2Y787090R3SRZmOhoIvg3DDbXoqqhAR0Ul2ktL0Z2XoSTAlYCFeZIAH1MTBBB8lLkZEgk4%2bS%2bWchwS1rafSJDGl6eQgFRuNklhj2iqIEyA52bcLZhPgvww116D%2b8sTeLo2jUezfbjVX41r7YU4pO23F%2bFSazH2u6pwe6gR9843Yr%2bnAm3psYxxgre1Rwi9LJTgK%2bJcJjonmeR8Rc7ge6OcHWSsx7o5I9XXE9XJ0ThfX4KF3hZ6vxPjbU3orqpi3Negq4ZEUAED%2bSnKEHA2EInwmABjBIpkaGaGJG4%2bgRZHiyf4REul/NPItDTVcTItnmBjCDqSJjzvQ6LcqaDcmBCs9DXi8foMnq9P4tlsFx4NVuJedzGO2gtwjUBvDjXg/ng7Hk934%2bFUN%2b6Nd%2bLRRCe%2bXOzHRkclEt0oezsFQgk6QCX1QCotkUALo0PRmJGIvtJsDFUXYbC2BOOtNVge7sTO9DC2p4awSAL66%2bvQRfDd0qrRU1aM87msAo4GehAmSDjH%2bBfmIUJAVRrDzEwQwjXKwhwJoiz%2bxfPJLC/JDINoXg%2bi%2bZIkP5HsuHrQSlKiMdxUgisTPfhqbxFv18/j5VQTng9X4cVILZ6O1uPxWBNez3fj3fIQ3m%2bM4buNUXy/PYn3m%2bP4dmMCH3ZncXmwBUkebqwQCgQRvPBydVIUBioLMNFaS7BduDQ3ioPVGdosDtbmcbg%2bj72FcSa8Lgww5tvLKyQBPVWV6CnORx8rwmhmxJ8EOBmISqAMB2cen6MyPHks%2bgRPVocAhkY4SYgj0AQCT1CtsVwD6OlzTHAiyZ2jWlx5X3VuCgYaijHK7Pt8dwFfb47i7Xw73pCA12M1eDfbhO9W%2b/B%2bfRDfrQ3hw9YE3m9P4fvdGfx4ZUHaxyuLeL8zh282Z7Dd00CZOyLd3wudBWmYbavGhf42rAz3YG2sHxfnxnCwoiTgyoUp7M6MSM/31VSiKb8QrSWlMvZ7SgoxlJuE8%2blhGEkNhJqDvi4c9akAhoAbgYqcINQgiHAzNpTnokq4iuog8gNzQxgBR9DCaQEWSvCuDBl3et3J2BhFqfGY4%2bZ6qgqwOtSOV5cW8OVSN15P1OLlWC1ejVTh3VwLvUzg26O0CXx/cRY/XF3GTze28MutXfx6%2byJ%2bvbWDn4628dXWLL6mjVTloyk7BQtdDXxuF8F3Y6K9GYMNdSS6EdOdLZihTbY3YbS5nu%2bvkOCbC4rQWlqGNlp3QTbGs6MxmR6E3hQScE54nd4Wnvam3D0ofXHNg2C9aO4mxiTAEA4kyNHICM4E6G5qCk8S4UHQrjx2Zoi4Cs/zPJDJaGFsELND3Rhtq8HuaAdeXVnFs8lGPB8qxYvRarwarcXb6Ua83xrG95em8OHSHD5cXsTH65v47e5V/P7oOv54cQe/P76GX%2b9dxfdHF/Fubxl35wbRXpKD5f4O1vQ2DDXWob2sDM2FxWgpKkFrcSmthMfFvFaERoJXer8MnTVMfpXlTHzpmMqKoIWiLSUEav4EHSnqeLAPypmwsvw8EMq2148A/Wk%2bBOduYkLwhrAnCfZcFVSKA4lw4HVhjqamUvYOhobIS4jB1Z0NbC3NUoJtmK3Lxp3FITwarcPjngI8Ha7A8/NVeD3ViG8o/feXZvH9wRptA7/c3sMfz%2b/gX18%2bxB%2bv7%2bN/aP94ehO/PrqB726QhN1FjNSVoKuKnqyktAXIvALU5%2bShgSaOhbePrUlFQFtZOfpqq3G%2bshgTBclYzI3EVHYYmgUBGT4eaKGsxurLMdZQgd7yPFQlRrGDUkgCgilzPwszuFEJChJgK80QdlSDPUlQCAJozvS%2bIKCuKBdHh1fx4NYNrI4w%2b%2baFY60pB7cGKvCorxCPBorxhAQ8nWjE26U%2bfLtDBRxu4HsC/OX%2bIf54dofgH0j7n7dP8DvX357ewve3r%2bD7a9vYG2knyfEEVoQ6ghZWk5WNmsxsSYQA3FKoVEBzAQkoEAooQV9ZAaZKM3AhPworuWGYpAJaU0lAbzkzaVs95tgazvW0Yq63nf1yFUqighHKvj7CRmR4C7iZmsgQUFABjgTuzHNnIX/hfRH/zAPubKEH2xrx6sULvHn5HFuT/RgqisVocSwud5XgMb3/cKCUayVejNUzKXbh3TozP%2bX9w3UScOcq/vnkJv5JwP98dV8q4Xfaby/u4keGxg%2b3LuPZ5jSqMlJQlZWD2lyCz8lFJcFXZmSRjFw05OWShByqIQtNeZkkIxettE4m5dHsSMymB2KKNpwejObkYKhNdTRiuLGGEqnCWEcz1iaHsTTUifq0OA4y1ogkAcHs/jwYCoIED9HO8jyQ5c6fs4EvjwO4BtPCeP/a/BS%2befcOzx7cwc7UIEYr0tCXF4XdjhJ6vgZPRqppNXghFDBHAtZIwPYsPlIFv926hD8Y/78/OMTvT27hX1TDPxkSvzMf/Pr4Bj7eO2AobKO3Ih%2bV9HpdXj6qsgleWg5qsrNQn52G2qxE1GXGozU7AV35qejIS0V7ZiwG00IwmhaIAWb/1uQgVCcGUQHV5UwcRehljEx2tWB1fBAr57vRyjoZxY4u3FqpAB/GuD/DIYx9vej0YhR2chWNTzSHolg7KyS72eNo/zI%2bfPstnt49kgQMlqVyEzHY7SrHs3EmwvFmPB1rZD/QSgX04NuVEfx4cR6/XNvA329dxL8eHOCf9PY/H17Hvx4f4Q%2bhhqe38RuV8ZHXfrm/j6XOWlRkZKIhv0AqQJBQnZ2B2uxU1GTEoyotCnWpEWhPj0B/dgx6s%2bMwmBWJyexwTGSFoZtEVCUEoTyOVaAmK4tJohSjLB0zDIHl871YpgJ6S7PYgTnLiS2EXha5IJwhEcVpL45dWJyjo4oEgmcSTbC3QJaXIx7fvYW3L5/hwfUr2GQI9BRTepVpuDPZwkrQhKck4eVMG97MduKFIGO0GW8XhvDDxQv4mXngN3r5N4bC37n%2b48F1rtfx89FlfLxxCb%2bRgN8eHuLW3ACqM1NRn0uP52RS%2bmn0fgpq6fWG9GgJvj41HF0EOpARhqFMAif4pYIozOZFois1GGWxASiN8YNaY34eBpvqMMXYnyYBiyxfqyO9mODcXBgWwBbURlqkqs2NZq8f7%2byMBFdXjqgOMkxiFJZIUJgix9cZD28e4uWje3h4dBVrE32YbizEfUr9xWI3nk%2b34AVJ2G/LR39qEPJ9FMj2c0V5RCDmKorwYHoE3x5cxIfre/jh5hV8tbOKTU5vbZwcW7JSsNRcjYfLk3iyMUmpJ6EqPYFyT0FDbirqshPRnBGF9owINKVFoIEkdKaFojc9RNpIRihmc8KpAmb/pEAUE3xxtC/UehgC413NmBvsxvxAFxbYPa2N9mG2q1H22PEuzojmWBrr5EjAjhJ8vJsb4t3dEevihCgFQ0JhxjGYBPg54REJ%2bOrFE0nAtfU5PFo9j9erg3i21MVBp4pNSAgSHDl5muvLvw%2bIgSbmnCtKQ/2x1VKFlxcm8e2VbVaFK3g0yRzCul0SFYrU4ECUxkagNycFO5wtOgpTUJYUSQKSmfQyWAaT0JEZhb7MMA5R4VRABEfscHSmi/MwdJCMAZLQTe/XJASihAooi2cIDDfVYJEd1RZbx%2b3ZEayPD2Bzalj21/0VBSgIC0SciwuiOIZGkIBQyj/EyQmB9H4I5/8oJyuGgxmSnWlOpjjYXsfb50/w%2bOZVvKGE3%2bzN4RXr/bOVAUyVxKEx0g3nc6Kx3lSJ2%2bNDuDM9iut850ptIdZq8vB8dgAfD3bYCe6zOVqR9v3lVfx86yq%2b29/G06VJ3JseQF9JOsoTQ2XCq6cCGnOT0ZEdi17KvZ0E1FIF9emRaKEqmpkLGhkSjalhqEsOZfwzBOKDUZkcBrXZ3lb20dwEhwfhsStLE7hKL1xeHMfqcAfG6lhvyXS4kwKunOsdWA3sWA3suHrYmCGS4BOcTJDsYoYifwV2Zkbx9Zdf4t3Lx/j5m9f46uoiXm%2bO4NZkGy6wKVoqT8Z8cRImi9Ixw4Zmsb4adzm1HQz3ojXSH7d76/CP25cZ%2b4d4d3EZ1znVzdaWYaW7DTdGuvF2dQrfXl3DRHWeBFLLhFebGcesH4em9Ci0EnQTPV9LBdQxHzRmxsjQEGFRR6tOCUOFJCAIFUnsA4THD9fmcH1rCftcxfGNzQXc2l7C9bUZ7E4yjlsqUBAdBBsjfWipq0NPUwPWRnocS42pAA5JNjoYYJPx1RiTWmsKHu1ewHdfv8FPb5/jq4szeEXv77QWYjQvFiWBboh0VbCZ0oWNlQILs2sYY7OyWF2GdCdbbFRm4u/s/z%2by5j%2bhIhvjYvg%2bLRTklhJQOqbLsvGeJXO%2boQC1zOS19GxNSjiBKVeRAOtSlQTUC%2bBZsbQYJsdI1PB6FRVQTvClx0nw4vw4x8c57HDdZBhc4UR1nQQc0a6tcbRk0tkc60FfdQESQnzham%2bNoHOOyI7wQTUlVcFamsVk8qg6Ay9t9LARG4TDtgK8fngHP756LAl4vtiLvfZCTl/BqApxRU1MAHL93FEUGoobk3PY6%2brCWEkuSnxdsEtgP1%2bcxI8cjF6vT2O3sYohk46Nzg7sjw3hiKP1%2b4N1LDcXoy4xSAIVoIRnhQmQdSoiBAENVEBDZjSVEsn7xH7p/TjGf7QPKqM8obbH0XGHo%2bTy2AA2KMUdhsPu/Bh2yP7meC82aFuTA1jo49RVX4r20mz0VuZjoqUcs6zH0x01GOqsw7PKZHxlpYPlpERcbirHg71VfHj9BO%2buXsCblX6WvDo86C/HzZ5yXGkqwmZNAS631%2bGwswFHHGlnijMwV5CAZ0O1%2bLjaj592ZvBmex7PVudI4CS%2b3uZofLiJb69vy6FppZWKoISFrAUBxyRIz4sqwDBokAREk4homRPEPUL%2bVbE%2baIr1QHucO9R2CPbCSB8J6Mc2FbDJzLvIUXOOI%2bccpT/dxDjtZYd4vosjaAcuDLRzDO2U5%2btUxuZYL5Zoj4Yb8CHADpeogE0fe%2bxP9uDds/v4cPcyvtkYwdfzHXjL%2bv/lTCeeTfXgwVgH7k/04uHMMO4MtuCorQjPhmvxYX0YP9P%2bwenw/aVFvGV/8PbqFr5hq/z%2b%2bg6%2bIwk/s2Ha6akhAcEEqozraoIT3heJr1FahDTxuegJ6lOYMMU9iYFoivdGX4IHhpI8oCbAzw8SzOSQJGBhoIPzdQVGq/IwWZ5By8J4TaH8A8Qyp7u10R5Oee2YpOfG6cG5niZM97XgGsfeX1NccOish/sBClyZ7sbTG3v45fUjfHN5Ht%2bsD%2bG7VTY8a%2bfxcXcKH1kd3nMO%2bIad4NdzvXg1WIM3Ey14z89/Ytn842AJP1xhLmHC%2b/HoEn4k%2bI83aEe7%2bMf9AxyMtcsQaKS0q1PDP3lfAG5KP7ZwJr9QNKXwvuRAaQ1JAWhN8kNvshf6khgCs5ytL7DxEWGwxRAYa2/gjJ2H7vxkDDNpjVCWQ8WpGCrPxnmGwHhbLWeHSvRUccwsyeZYms/xtBArDJFfC4PwItwEX1VG4ObmLO5dXsfHl/fx9cEKvrk4Lf/c9WF9FD/tTjPOaVuT%2bGGLs8PCAO61FeNeVym%2bZYf481Infuc9P11eYsZflQnxl9tX8evdA/yd7fHvz27haLYf9RxmGpj5a1QE1KlKXVO60ppJQAu7wTbZ%2bwewAfJHYwoVQGtJCUAjz9UE%2bF3G/RXW1/WJAYyyPncwHpuy4tiBRaIzKxqdjKP2nDi0s3R1Mge08/Pm3CS0kCRxbxuvDzWW4ye2td%2bUhOFVcyK2BuqxPdWHr%2bmxL/cW8RXnfjH6fkevf9iYwMftKfy4PY337Opezw9igQlyvyQe7xd68POFbvx9ZxJ/P1zDexLw4dYVfCT4jxyXf35wDb89uoGjuUGCDZVyFwRI%2bdOaeK0lLRgt6aEsf%2bFopbXxvJWgmwX4VBE2YbJ6VJE0tT3W%2b4PlKewtjGGpvwVj1WxTC5LQKpNHjEwgIqPWJPMllFvdca/NjCru6S5IZr%2bfzpk7Ha%2bWxvF9jjdeNcRhsb8BrXzOTYJ7uTuLLy/O4iuC/mZzEu9WR/FuhfLfmMK7jVnsddSh3dsWr0fqsd9egsOGXIYFGyImvC/Xp/DV3gresxH6wN7ge9pPJGJ/ooue5EhLJ8mmh9ZIa6Hn2znqtrPra8lQnrexFW6lNZOUhlSROMPkd2qIQ%2b3y3HlcmhlkcmvFeTY9I6VpGC6IQ3cOGwiqoJ5lpEZVQqqShDGZkDnRWHRnR5GsePQRaBO7sNWmUvxYl463dQmYbChES1EKFpjxXxH8m4tzbIlH8GphEC8I7sXcEF5dGMeL1Wlst1ahI8gZY6lRSHe2R4KdCdbLkvForJujcyfebkzj9dYi3l2/hG/YYYo/jqx0VqM%2b0Z9OiJIqaGLGb%2bFxOzvBnsxQWgi6MkLQSevgeStb5KYMkQgD2ED5K3MGw0dtobsOM60VbHtz0J6fxNk9Dv15MejKjaPFo5PSb6TXa1MptZQIaUIBzfyyIKk/Pw49eZy9xX3Z8ViuLsZGvA%2bJTMFgYzEWOyqZIFvwZIlKWB7Cw/F23D3fggeT3Xi8cJ5dIFvvmnxMJXgj3c4M3ka6SPdwQn9aAloSY3GhohDf7cxTCWyodpbxhhXh3dV1KjUPDSSgIytCerotk8aRtysrHIPZwRjKCuIUGMjWOIihHEyvs/VN8EVZhCuKwlxQHOuPMvYLap35iejIiaWUotHKjqkjJ06C782Px3BhPAbzRC6IkdKXIUHgotSI%2bzt5X09%2bAjolAfGy6agiUYLZqY4KTLSV4wJDYYDPWWOSuzvdyda2Adf763B9oAE3zrfSUwkocrdGlkIXrrqnYKX5OXzszKEwMYLhmZNQ6GuhPyseD1g6v9wkCdsLbK6W0FXA8Tfai2BD%2bXkI1zDO/mGc/UN5HICRLD%2bS4IduklDLJFgQ74e8MGdk%2b1iRYFtkBpxDTjinwQZKQcROo%2bijM2MkGZ30fDdBDbIC9JGQ5rQYPoRSy4yVvbXIvM2M/w6C76LM2xgCLblKEiQR/LxNXC9M4ETJ7ivWD/Wx3lhtzMWlrnLs91bjWl8t2hlWbnpn4Wl0GgGmZ2GhcQLWWmfgY2oGk1OnYampDi8rM5wz1kZhoCsezfXjLdVwZ3YQ2SGeqA53xUxOEGZzg7BQEILxggiqUYRmEPozvdGd7s2s74uCOB%2bkhbohzdcGSa6WnGrtOMk6IsHTDWrtmWJiYuNAj7ZQAUIFIqFUc9KqZ%2bJrSI5CeVwkymLYRHDDjRnC%2b5RbNgkoTERrYTLncQIlUZ25nMY46bWwCysm6LRgN%2bRHeiFVzP201jhfjOVGY7mSXV9xMuLt9eFhrgtPU67Gegi0tkRmaCCVV4ihynLuIwWVHINjHK3hbKCO2apsTpUT6OMoHORgjsZod1zID8JaQSBWS8IxXpqAjqJk1HBvNcl%2bqIl3RyGnz9RgF8SzOUvwsOZka4soB0dEKDjdcspV686OpMQjZCKpY7ITU1JmkDuSfFyRHuSDvMgw5IWHITvQG4VhHqhh7WzLjkAXY781lwkyKwrFTIzFnLHrmFwaYrxRHuKOblaGSG8nRHlybHa2hp%2b1MeJdbVAU6IJ2trBVQS4co42RHeaLogBPxFtYoNnND%2btpxdgqr8duVSOW0wsxlZKJ5oRQqkQLDSmRmK7NQ4yHPVxM9VAb5Y65okjM06bLEjBQmY3G8nwUZacik/NGerATEv0cEO1NwO72COM%2bQp3sEaRwkBbq6socwEwu6r0AXxIbiBR/N875NvC1sUSkmyvSgoKQFuCPOFcnJLlZozDIgTN1AFpIXA2bjEJKOzXYFUm%2bCmSxlGV72CGGY/J0ew0KUqLgbGEAN1tzGddeVkbwtjJGmJMNomxNEEkvtuUkYbo0FZ1xgZjJTMZhaT1ul7bgUW0v3g7N4putNVweaEIUJ8%2biMC/pBDc%2b08PGFLXsBPuYq7qZx9oLU9FQkoPy4gJkUTnRIX4IpwPCvJ1pbgjk/j3sbbgXW7jY2sBZ/LeKgwJqdSIH0PuVCSHICvFCsLMdnM1M5C8/kZRKoocnYl3d5P/6BFqYIN7JAvksWUUxVEe4O1K9rBHvYooohQnvoVlbwM/QEDtsqsY5JDmY6MDN2hSu1mZwszSGglnexkAH54y0EUECavne2cpcjOQlM0P7IiPYG9lBvqzXCWzH83FnfhgHTJap7iSNCgrkd6wMdRDGibQmOQKVyZEoTYxEcWIU8lk1MhPiERsWAj8PN3i52CPAwwUhPl7wcHaEjYU5LM1MYWZiAlMjI1iam0MtK8gDBeHeyA3zRoKvGzzsrGFvbCR/JxS/%2bIba2CHAylr%2bROZmaABv8b8DTpZI9LRFwjkrRCtMEUqv%2bpoZwZ2fefKhwVYWONpYwMHKJCK9nGBnogdzA12uhrAx1oe5jgacGNNBtoYk2J6lKx5TDJl8vj/Y1gIOeppwIciycB/s9tRjsaEIofamJNAQ5qwKhloaCHZRkCwfJPp7U%2ba%2biPP2RKSnB0I8PODr7AwnGyvYM6e4OtjjnJMDbK0sYWRgAD09PWhr69C05bGaJ18Y7sKs6OUsWXWztSLD%2brDQ1oS9rg43o89VFw40ZwPxI6kRfKiEMHszhNmZwt9C%2bXuio4HqZzMyG%2b7mjJe393G0OomytFhYE7SxnjYMtNRhqKMJC52zcGZmD7A1gD9DoSwyABuNpSxjScj1cUOMsy0iGIaT1UW4OdmPwaJUeNsYw1JfG9pnT5IEKojgfMR/oTk5ItTZCX52tnCnw5zpZRtjY5jo68FQXx%2bmPBYeN%2bCxlpYWNDU1/83UDHS0YW9qRM9bwdvBDk58sKGueNFZaJ85Ax2aAY/N%2bWU7PV0oCNRZ/A8BPe5hZgwXEmJPwsxIlrG%2bLjRZu3NTE/Hru5e4vjKOjpJMuNtbw5z36Gqchp4mn0UP2xlowtPKEO7mBkhiouxiDmph1SmjIlO8XBHv4YqeggwsMZcUx4i/Runx%2b2dgRBKtDPRga2QABUP1nK0184G1/H3SwkAQrQt9eleL4NTV1aVpaGh8Oj4%2bF%2bDFqqbBC/rcvCW9aGthBnNjA%2bhoaeIMgZ86dUra2dOnoUsSjHndVFuLEtaGJc2K3zMlWYJE9TOncZr3WVra4OjqFfz69Qvc5Kg701KGaF936HPjmqdP4OQXn0FX/TQ9RfIsTSQweyrE0UgHoSx32f7uiHSyQ8Q5FyQHeCPG2xUuVqYkVw8G2hokWhvG3IMe92JGImzoAEuSYcy9aGkSqIbKiOss9yxwiPWv4AU5Qg3C1ATA07xJnTcJMtRVXzp58iROnDihtC9O4BTP1dmcCDLOCFJ4flp1z%2beffQYTU3P4h8RjdGgE/%2b/3X/HtoyPcW%2brHalelbJHtLExx%2bsQX%2bO///A8ScRLeCitYG2jBQPMMdNnwaJ05BXNdLbjyPieqy4HedbQ0hwlDx1BHC5b0sClJ0BJE8/1nuE8tDU1oC09y32LPp1Vg5TH3eexAcSyunTmjJEIAFzlAR0cHag4Keyjs7Wj2EMfy/NM1O9jbCbOV6/E1O5YSW5YSBx67OLHURLCdrepFflo6Prx8iJ/fPMe7O3t4sjqE7Z4KtLNBCnGzhyHzygmSdebE55QxlSNCgibUo372DMwY22YMIxM9HelhXZqGCEFdPViYmELBRHaOHZyTowMcWcIcuTo58Fih4L4VymsqEzjEKu4Vnwl8xxjF91yYN1yYLNXqKstQJ7quqnI0VFf8m0Lx1yQAAAx2SURBVDUKq6lEc20VWuqq0dZQi87megx2cXLs7UJddSOq67qRmluHsKgsDjA%2b%2bMB5/c3%2bBt7uX8Cz9WHsD1RyuIqitB3hy6RpyQSoceIzaJ78THr/9Bd/k%2boSXjXW1YQJVaBH75yh14SHjQwMoclVX8cA7q6%2bKMwtRldLM8YHe3C%2brws97c3oaKpHK/fWUleFJu63oVrgKZMm8NVWlKCmvBjVZTSuNeUlvFaK2spSqG0szmBT2iw2l2blPzYo1zlsL89hZ2UBu6uLuLy5jKMr27h7uIetlRXU1nUgs6ABeWXtcPEMh7N7OCbzw3C7txC3z9fjyUIXnq4M4sZwLRudeJSEOLNkiv84Yf7QPAm905/LnPDZf/8n/vZf/8nc8DlziRZJ0KIiSAzDTUdLB7o6%2btDR1GINZyK1doO9SzD8AhNQUlSJpckJXL%2b4iRt7m3J/W9zvxsK0/IV6bX4Sq3OTWJmdwPLMOC5Mj32yZWEztNlxqN3cvwhht4QdXKIp19sEKuzu9St4evc6Ht%2b5gc3VdVRWtyE0Jhdh8YUorOxGbHIR7B29oa5jgWR/T9xrS8BeRTD2qiJx2FWI/b5KXKhJQ2uCD3LYKfpbGrC0ij5AE7ZcdVk1Pvuv/5DJUSRTfSY6IyY0PdZq9TPKOG/MTcVAWTYMjaxhZuMOEyt3GFi4wdbRF0lJGRjo7sbexjLuHF6SOA4vbeLg4gYOVXawu/5vdnhxXfkZ71MTAP9q925clXaX9vjONTy6fR1L80soqWxFbFoF/COy4R%2bWDt/gZLh5RcDMyhmGJnbQ0DTCWXV9TBfH4lF3JvYqQ7FZHIiVshgslCdzRI1EE4chMdUlujsgycsFGYEeyI8KQpT3OdiypOpoMJmdPIGzp4SdpJ1CbU4aXu4u4upIJ1zsHGBg5gRzm3OSCGMrN%2biZOsPI0gUe3qEoKSzB/MQorhOYIOLa3jZtC9cub%2bP6/7Ed3LiyA7X7R/s4tgc3D5THXJ/du4krFy%2bioWUASdl1SMyqRVRSCTz94mBh607Q9tA1sIK%2bobUErqVjjFPqhrCnVK935eHhQAGuNKZgozIeyxXJmK9Mx/nCJLRzVG5kC9uZm4ThqkLMdzZgqacVEy11aCzKQ2VWKmIC6dmwQHSW5bOUTuHF3hrWe1thZW4HPWMFTCycYELQ5rYeNE%2bYWp%2bDgbkzyXCCrYM3VZGOyeEB3Li8JUEeXtqSoMXxX%2b3o6i7UBOhju390iIe3b9DzR5ibW0ZpbT/yyruQWdiCoMgsSs4PRmYO0NG3go6eFbT1LKCla0bwZixBrMM6JvjirCH8XJxxZ7gCD0ZrsN8p/g22ELvtZVhrLcdMQwnG2PtP1RVjubsB2%2bc7cWm8D/vi98H5Mdy4MIG76zO4uzqF26vTeLC7iqc7K8iNjoK2gS0MTR2gzffrGdlIEgR4EyrBzFqowg3Glq5SFZb2nsjPycfuyjzBbuNw7/%2bSIAkQ3hZ2j%2bAfEfjdG4foH5pGSd0gyuuHkJrXAG/K3dLOAwbGdhK8noENdPWtJQlaOuaSCA0tKuA0O0hdU0mCDweo/f5KvFxox73JNlwfbcGV4VbsDjRjq68Jm/2t2BvrxbX587i5PIE7BHuTdntzHo92l3F3hecrs3jCeB0oK4CpiS30TBR0gCM0dS0kAfrG9pIQseoakhx%2bZixJcZVE6JtxEAqNwTqT4pFUwua/hcGnELh3dCC9fn3/Cjr6plHROIKqpvOUfTXBpxC8J19g/cnzOgK8gcr0Vde5qjMPCCVoUxWnNUxgYW4r/3Hhykgznq6dx9MNAl0cwbXZIRxMDxH4NB7trePR5XU829/Bs8OLeHqwK48fbF3AfdpwZRFsKH1dAZYECMAaTLi6hjYw4LkwAf60hiEdYakkw8hOEmXB8NA3c0VoWCx2WCEEaEHCNZUahEkCHjPRXd27gr6RC2jqmUNNyyiyilsREJHJshPIl/IlBKurAq17DNzgTxOyFJvS1DbFWQ32/fqWOKvFkDhjCFNTGySEhaGvuhg7I124T3k/217Ak51FPL%2b6iZfXLuEFM/jz/W28JAFvjvYk%2bMbcbA4yttCi9A0ITIDVIzgNqk6LYAVIAVhcO0MCzmgaSoIEAbqGdjA0d4KFnZdUQlpKBg52Vj9VhmMS1B7e3MfW5iUMTW6ha3gF1QSfWdSCiIQiePjHw1rhBWNzB%2bgRnK7K9Ixs5arDJCgJkcfW0GQu0CABmjqmchVhIdQgrp9UN6aXjGFgZAVPN09kJSaglU3JGBuZ1bEhrE%2bcx/LIAMY621BVUABfrwBokWQtfRsJUOlppdcFAZq65tyXI88FAfZQ1ybZp7SkswyOSSA5xhbOMlGaMEd0t7XgiD3D/s7aJyWobW/t4fzMRfSOrqGiaRhp%2bU2ITimFb0gqbBx8yLJCAhYe/ivgY9DKMLCSIM/SC6fVdaGuZSRJELlBHItEqc%2bY1ZMkmZMMQ5xQN5KmznN91ncjU3t60w6a9OxJhs8ZbXMJQk/lYb3jY5ogQIPvEwowMFVIAsS1z09qyH0Z0fO6qu8IRZiygTIwd0VwaDQury/hcHdNqQJWB7WZ5X16flkmvfTCZoTHF8DdPw52zPiCTR1KWYDXlqvSBBGSAAlc6WkBUoNeOE35nz6rizMsjUoSLLk5U%2bkxQYi2vgWvm1DC5vJZWiKB6gqPWkpZi3iWshYJ19BWnmuLcBPHKhJEElTXNlMmQJW3hSO%2bOM15n/swsXBRKkBFgCBJVApzlm/Rwh9dZqNEFVwTjVD/2DpK6gcRn1kN//B0GfMmlI2o8Tr6qjLHDQpTbthcgtDmqknAwkQfoKltLO8RZJxRkXBakmD2SSHqzAmCFHGfOBekCNBakiTxDkGuDcudtQStJJ5ki6pjoCRDeFXeTwIEGUIFuiqiTp3Vk7lAyP44DPRN7JXVguVb9ArZWTm4cWlD5oNrVIFaVcsYolMrGO8JsKbkRVzpUZJaembSU3LDOn%2bSoIxvYwlUmFL6BiyBWlItAqyI/9Pq3Aw3dJaJSUmC5V/UoozhY1MXiVM8S55bSNMSJVbPSkWC9SeQwsR1oQBBhhFBSdJUleA09yLAijDQF3nDWJU/GIJGVufg4x%2bGS6sLBM92mG2xWjw7PPeABNhQ8sLzBmxrhYc1tI1k/GpoK%2bWtKZOZqfS4kLq68LRK5gLQiVOa0utCiuJcfFcZCnqfcoIgQT5LJkrVM4VqBDHy/H%2bBP1aCUAAB6qhW8Zn4npQ4gYrwEHaW%2bzrDUqynSn5SBcZ2kgjxLBMSYK3wxMzooEyGQgVq5%2bh5KwU9z/ZSgNcxsJQdnbqWIc1AEiEAi42La9L7ggBtpdTV6WEBTID84sRZ1blS8mfoDUGCUIisCIx3qQRVvtA4JkIoTO8YvKWKAK4q7wvgn0wQIKqDnjJchKcFYHEsSBGlV4f5SRBgqCqTSgKseC/Pea22shI3mQf2t0mAjVMAW8hzssUV0tfUMyU4I7n5s5pKE94WpGgIAnRMJXgB4DjWRagIcEIRIhRkspNxaiLBi3uUalKqReQRqaa/5IM/CVCScKyET95XKUCs4pokQJRFmeQcpIePq4O4T3SExiRHJHLRQYoKo2fMEDJxQGRkrPS%2bVIA5W1zRU4sbtQ3EJkQ8GhCcnjKOhZeFGjS5aiglL7wsPCri%2b4y60sPKKmCMkwwF0Qhpq%2bQurgliRIlUKklZDY5DSlkhzCQgEe/HSfGYiOP4F/F%2bLPVjAuRnRspEKEq1JE5cJxmSAKpAfiY6SK7a7Gb16Wh7Zy%2bszk5wamQSFMOESBqi1RWJT4AVoMSmRfwKEgTg02e0mdR0JAABWFxT5gHew%2bvqVIqoDOL8pChHBKstk5qZ9L4yFxir4t7sk/QFKUoFmKsIsPhk/5YARfZXnWvLELD6VB6PM76WikBBgKGZcmKUshfVgmToGCnvNWK493W2sxyyExSxb8gmRGxAeEuCJQEC1GkVAWLzJ9hknDiprpQ6CRAkCemLEBGyF/dIz9KjYh4QJAlCpMRFKEjCjP6U/rEKVPlFvF8J%2bn8rwErlfZtPhGgdEyCyP4/1VQ2SJECVNEV/YMraL3Mbj4Ui9KlyWRZ5XlxUQgLYCIm4kLGvqwSjoaOq4/T4qTNarK06EtznX5zF3/72xScCTvFzDQnIRFnzCfq46xMkijCQKpC9hLJ0/pWE45J6XGq1P3ndUiXlP1XwZwm0%2bVQVZBio1KCs98pML1XCz4TsRfMjkqRQuAgHYYIEQ5bO2PgU2Qz9f642WKfh57AWAAAAAElFTkSuQmCC' /%3e%3c/svg%3e)
Jovan Grubić
Transakciona analiza
Na terapiji prihvatamo nesigurnost života, pridajemo mu smisao i odbacujemo svoj nesvesni životni scenario - skript. To radimo kroz relaciju i logos, odnos leči a logos haosu daje harmoniju.
' width='500' height='500' xlink:href='data:image/png%3bbase64%2ciVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAAsTAAALEwEAmpwYAAAgAElEQVR42o175XdceZakzs5OQ0GX2bKYGVNKSSlmZmawJIuZmZmZbNmyZNmWLKPMXOYylaurq7qru7ZhZnpnZs9%2bmN0/IDZ%2bL2VPdXftzHy45718CXoRN%2b69cZWSSqKFJaItLBBtaYkESyskWdsgzdYOGTJ7pNvYIs3alkcZUm1liOXjcEYorwXxdX7W1vDl0cfGBu5WVvDg%2b32srBHA60G2tgjkewJkNgiU8ZqtFUIdHfgeWwTzs8Ps5Qi1d0CwgxMCHZ0ZCp4rEC53RIyDA6IdHBEm53NyBwTwdQHiPU6OyI4MRV1uBnoqizDV3oDjo904OTmAE5ODWJsbw/mTC7iyvoyzi5OY7e1AR3U1mssq0cpoKatAc0kpmvNy0ZmVgOGUAKiEmJshkBFmYY5YkpBIQCm2SsApBJsiHvOm4wgqgAA9SJgnX%2be9A9ab190I3okkOpmbw5nhIZ7n%2b3xtrRFsZ4lYRyvEOZBoR1tEOBOUjCTY2iDIzl4C6E8yRIQ6yJHgZI8khR3fQ8AkIojPB9nJkeTlgaacNEy21mBpoBNr08O4sLKAm1uncPvSWdy6eAY3L5zGtc1VnDs6jdnuNoIuQ01%2bEeoJurW8Cm1l5WjJzUJrWgy6U0MwnhYIFTcTY7ibmsDPzBQhFmaIJpgE3rxQQiIBJjDiGaEE5W6uBOnCo4s4ErQLrzsxHHnuYGYmPe/BzxCq8GfWowk81ckU1YmhaCk8jLQgb0S6OSLKwwlhLnYIcbZHqIsjrzkjyd0BWe62yHDhPZCESComUqHAkcgQ9FcVYXmwA%2bvTQ1ibGsLR4T4cHxuUMn3h%2bBwuLM9ic2kSp0jMbE87wZejKqeABBSjvrgMzeUVaCvMR9/heAymBqE90R9dKUFQcSUBCmNDhhHcTE3hSyUIsJEEEWWlPIYxvN9nmEeRYZFpR4YTyVEwBAlCBa48eorysLNFlKs9YgUYdxs0lOZjvL8XI13NaKqpgI%2b7M%2bxMdaEw1yFxuvwcJsFJhhhXG2R4UHluTohzcUFJfBQmmqqwOt6HjYVxrM%2bMYLKzDT01tehmDDTUY7ipAUON9eivq0GXJPlyCXhNfgnBl/NxBRpLy6Tsj2ZFYjwrlCoIR0VSGFR8KH9XKsDByAj2xsZwMDGBKzPpRSIEaBFuAiyvCcDulsoSENl3ZDkoCbCCC0OUggdLwsPSHOEuMiQFOCGYgJxlFrA2MYSVsR5cHGyRmhiP7PRUyK3N4WBhALmxBky0VWGkowFTQz242bInuSlQnZaI8eYqHB/qwhkCXx7tx2hrM7qra9BezrourWBUoqmkAg1FZVLUM%2boKS1FbUIK6ohJKvxKdJEooois3HRPZURjNiUJjRjSKEklAkKUFfAhWwezbUw12JEHGkPOxkLQIuRTKx847df6eEIVQgwBP4H5sfEE2bKTeCmRGeCA50BG%2bjiTK2hQyc1PYmplAR0MNmgf3wt1ZgYjQEDgQrKXeIcgM1WCgqQoTPS1YmRrC3MgQCaGBWOpvx9rEAGa629FTW4eOimqCIeBCZregGI1FpWhilpuEzElEU0klgZMAktDAa13VtRhspEIqSzBWkIr5vGiMHYlG7XsCQkXHptQ9qQRHZl9JgBFkJMCOITMhMYIAPm8vkWQixXuCnEmAyLq/nQyR9rYoDvdFR2k6CpICkeDPBuZsCYU1CTU3gD17jJwTxURPB5Zae2GurwVjQ33oahC4xj5Y6qvDwlAHBtqaMNbVhr6mOsJ8vDDZ0Yreuno2MWU3by4plwioY4OrzSuUzgUJLRIB5VRBqaSGRp53VFZiuLoMsxU5OFoYh2P50Zg8EoOmzGiUJodDJYLNKoIdOYAkOBOQIMCW5SATZAiwLA/7HQUI0I4C%2bE4IFYjx58/Mx7F75/oosDLUhKmOMuTG%2bEgq8GITtDXSgjWzbGWoTWLZdDkW41wtkOBqAjcbYwLWgLbGIRKiCXNdNZjpkQCSZM5yMNBSR5CnJzorayTw70kQQGsLSMAHFVABpVRCSTGaior4mNfZ/ZuKCtBbmInZ/FgsZYdiLiccIyyBZhJQkRIBlWiOpBg2rEACUQigOyBdRTdnnbuLHrATnlJPsJSuu%2b6MuwASGC2XIU1hjf6yTHx%2bdR1TrYWoyopAaoQP%2b4QeP1eH/UUXXhyJwQobgrdCnr8tOpNc2I0VyPCVwdfelH3gEDQO7FaSQHWYGuizdxiTCH0khIWThFqp7oUCRGevZp1LUi8SJBSgoSAH9XlZjEw0F%2bagrbQIjfnZaDmciIHMcAxnBPMYhvbMKFSlRaEyVRBA8BGc136WAiwbH4%2bBlHQ4iYmyt0OEHUcVFRJCoOG2ygix4XxnrYfxfeL9SZzvR7zlOLc8hbvnl7HQXYrx1lKkRXjBX24Mbyt9BNiZ4nCgAmURbmhP8sZCUQROVsThVHU8jpVFoT3FG0f8ZXBhQzTWOEDVaLNpGhC8AfuHGRQyGUqzstFVVYsWklBfQgIo/Vo2uobiAgl0dXYKag4noTE7ER15qegpykJ7fgZaOfoGcmMxlBuDtqxoVKVHoSQlUklAJIGGEYzoA8HWVlI5xNjLaEgcaUgcEc9ZHCu3l67Fscbj5ZSv3Arx9hxvPCY6WCNZboGquEA8un0F9y7Qhc10YLG/DmXpYfCVGcHPShepbmaojnDCfEEYrnZk4/5QCR6OVuDz8So8mqzGdk8%2bVivj0JvkxnvQhbX2QbhYs%2b9wothSba50hZFBYWhjV2%2bjqWlhV28oZR8oIfiCbLrDVFQx0zUE23w4Dj05BJ2fjIG8RIzlxWKhJBEzxUnoyIlDWWokijgCy5PZBCPZvAToMAGeRETJBAF2SKQBSeIcjiMBcQ72DDskCLBOlkhXWNDcWCCJ9Z3sRBLkpqz7Orx5/gifb5/GfH8TLWor0kLd6S00aZ91URfpgKPM9I2%2bPHw%2bUYVns014Nt%2bO5/NteDHfjOdzjfh8uATXO7IwlxeMCEtNOBhqwdtJztHpBDcnN3i6eiM/NR3tFeXsBcUshTzKPxuNeeloPJKMuhxBQCIlH4c%2bZryHYAeZ9YWiOKyWJ0sktB2Okbp/ARNWmhQCFUnmtsLj2yCS4COFrHktyc0NyR6eiCMR4nG0PV2hgwVSnESYU/YMQYKTGbICHLFOF/bs4W2szo9jdrgTffUFcLPURaClFtoT3LDRkoHrfQW4NViMR1PVeDLbjGeLXXhxrBevlvvw6lg3XsyRiJkGPBgpw3SWH3z0D8CTyvNwcoanszsUcmdEBYWikbXeXlrArp/LGk9HC8G3H0lCU24SSUhCc3YCenLj0bkT4wXxWCoRSohDbVokCkhAfmwAiulOVRJcXRDjpEACs53ISBCZJ/hUH19kBAQgmR04Sk5bam/BJcUMCQSe4GCOREGEswXfY4pK1tXm8Wlc2TyFWt7UaHsVYv1d4Kh/EJ3pfrjclYsbA4W4OVCEuyTg4UgFZd%2bIJwvdeH5iBK/WJvDm1ARerQzi1Yl%2bfHG0Gw/G2fUjHOHEsejp5CSBd3F0h6eLJ8ozU9BdVUxPUEh7nYUuzvf%2b/CS0HVES0EgltOUqo5FktLAcuo/ES9mvZPMrThYlEI7y9GioZAUHIt7VAylePkjx9EYSs57o4YF4L2bf2xtxnh6IcRbLiTn7gRkSGWku5shws0Y6waf62KKjKhebR8fQ11KD1OhA5CWFcpJoozLGHec683Gtj%2bAJ/NZgCW4PluLuaC0ezbTj8bFBPD05gRdrk3i1PoXX6xN4eXoaL04x1qZwpacMEdb6cGED9FS4kABXONo5ITMmkgQUcSoUo42EdxelY6AwhY0vCbUkoC43mSWRgmYqo5kk1GUre0Nt5g4BKVHsT7FsmklQaaQ9zI8IQby7K9dRRwQ7OnIzs6cdFRbWlk6OJeJigwQ3CyQ7myKNkeFihkxXc%2bSHOHPcpHLzqsHiUAuiAtwQE%2bQOVzsLHIn2xUZvGa4PVbLuC5QKYObvjFbh4VQTni504umxATw9MYYXqxN4fYoEnJ3Fy7NzeLlxFF%2bcPYrnK2NoifWmVTaAv7sHFPYKONq7INzHW8p8S3EumnhsLUhDJ1UgSqE2Jxn1R1LRwNJozue1vGQ0sDRqSEJVVhzK06IlAkp5rOFrVZaH2jDeWIrShHDWrBnNihGsjIxhqKcHfX0D2FmaIIRyTyQBKcx4GsGnOpuhJMoHww0lWJ/qxeJAE8poLPycrRET4sN6tcd8eyk%2bPzmO%2b/NduDtRgztjlbjDjn93rAqPWf8vWPcvT00yppn1GbxmvNmYx5cXj%2bPtBcbWMbw5t4hTzbn0HobwcfWEs70DS8EFXizTqsw4Nr80ZjtFAiwyXp%2brVIB43FSQwWBzzEvha5QEVGbGokwQkByBQta/mAYq22sLODs7QDBliA/0hp6ONjQ1NGHAo52JPgLZ9WPdrbjVmSOWa22SwghHgl0wUFvE9w3h8soM5ZiNUK6xKVGBCPb1QE5iBC7P9eCLCyt4fHoWz08O4cXRDrxYaMWLxXY2vm58sTLMjC8Q7Am8vbSKN5tL%2bHJzEe8ureDra2fwSxqqLy%2bv4O5cB1L42c4ye5aBKycCe4HcEflxwRJoIXdBgnRk7YtooBKa8tMkEuqPpEmkVGXFSzVfQvdXRPCFcWyCsX5QObc8jfPHJnF8pJNW8ggignzhrpAjOsATpalRaCtKo9xSUZYRS3vrj7xIT7RQbifHe3Dp5DxWJnpRkOCPUA9HuNhZwY4bXm9FFl4wey8ur%2bPFldO4vdiHqdIk9NGCLtfnYHugFg/n2OzWj%2bL1FsFfXMfrzWW83TyGd8z%2bV1fP4Ktrm3jL9748O4/OjEhpP3F1dGEZOMFRJkdGhN%2bH7NYTsMh%2bPYE2kAhBQOMOAQ1UiTL7cRKe4sQQlMUHoDLeDzXxPlCZ62nGsZFunJoaxHxfCzenCu7axRhprqSZaSbQLqyMdXMV7cH8QBsXk1osDbbiNLO/PjOMgboi7vEEbsF12opO0sUJK33VeL29hhe3LuPexU0MlGaiMs4Hqb5O8LHh%2bm1hyqbrgsmiDNzjjv9i4yTrXsieari4hjeXNvB0cx23ji/hxtIUZmryuaZzmbKWwcHGDk52NGcB7sxy6gcCGkiGIESoQgo6QXGtnoTUcBIo658WOCkYzUm%2b6ErxRW96AFRGqwsx2lRNsG0E2oNVZnR1og%2brk/1YnRpg9OP0/AjOc8xdYJyeGcAJErI02I6p9lp01xWzCSXCx1IHwUFBqKL3vn1qFq9uX8bzezfx6Oo5XJ/rxKW%2bcpyoy6UlTUR%2bqAfC5WYoCHTBensdPl9mmawt4tXGMh6fWsRSfRnK4yORGuhHwxJDuUZxR2FvEpup%2bOWLzA7hXk5Sc6vbAd9EwIKQpnxxniI918CfVZ/N7k9jVJsVixquwI2pwehJ9cVIui8GMlgCo8WZ3JXzMVZfimm6uWMjXThBAhaHuzDZ3YzRtjpMdzdhWVwnQQL4JF83yNe3ledhY6QVXy82Y7ogFD09A1ieHMJLgv/l88f44u5VXOe4WyqKQbEvy8rOCCkechQReGOUOxpieROU7XWq7Dl7yYv1RdyYHsRoUSq6OLMXagpwpqMBW0OdyAjyhjW3VGtTM6qAy5urnPWewB1AmW2p44tJQAKa84QpSkQznWATP6eR0UCvUp8pfhESjo7MYHQz%2by3id4J9RxLQxzk6WHYY/VUFGGupJWAl8L66cs7aQi4ghehnVgYbK9FbW4KuygK00oJ2NlbhXnkibqZ54fwSwS8s4PjEAL5%2b9hDfvXuD%2b2cWcaw6HTHcBxyYOWcaLR1dfcTFJCNeYY9sZyvkejvg%2bmgj3p5dwqPjEzhZn4fR7Ag0xQeigc2qk4vLUkUmMrzksOJ2aMaw4dbq6yTjJIil/FMkG9zMcddG7y/GnhQ0RW10gW05MVyGotCUFSmR0JAdi4bD0ahjX6lI5xRozOCGRJm0ZsdJTHZWcH%2buKUE7s1ufn8lFg6tlcQ5dVwG6qoul55sJvoU7dhvJeFIehbf1sTjbk4eR%2bhKcnh7AH77%2bEt%2b9foaHq6PY6i7HTGkKRvNjUB3niyORARhrbuVKmopqKqHExx7P6Ae%2bvnKK/WAAc8VpiHCyh56WBkIiE%2bDj6QdPU314GWtBX10Npnq6MNTWhI%2bDjdTVJQIo9xZmvY2LT2tekkRAK8loz1OS0JIdLSmhgRjrcxM4FZQ9oYKNUaWCjqgqPQYVnInCJAh3JMaKmLMV7Jq1fGEzO2pneS66KvJpPrLZZVOlOqsvOowvBgvwri8VA74G7PTJrP2L%2bP1Xr/Hdq0d4dmoUTzn2Hs004UY/x2ZNMs7WZnMbLMf94VYsFydj8Ug4vlodwq84NR4u9OLiQCP7RCpygz1QnZvDWZ0Mf5kVnAy0oLZ3D32KLrQOcUeg2aogAaL%2bm3cAd9AOdxTwvCCFj1MkRbRS4c0E3cRoIPA6lkYtR2X14QRGIgnIiJNsYWkqZ2Sy2JPpkoRV5L5cza7ZyObRxQ/qLclEB/uFaDZi1DTliA9KwU0am5cVPmg02Y0TLQX49vk9/I8vn%2bN7xqutebxYasfn0824M1KNe4OVeDhYg%2bcTLXg00oBrncV4Ot2OX50YwDdn2AiPDeHBQh8eTHXQPdbgQlcZtnoq6ChrkOmnwL5PP4atsT40VfdDYWWMShIg7qe9MA0dHNVdBN9dmCydC/Cd%2bYkSIW2Foj%2bIiRBPSxwrTQXhG4RrVKnOSoBEQloM2SYJqYIAqkFknzXWQta6%2bWF99AOd/EFixAgCGoW5oErmmgvx6/5kXAjdjxtd6fjl49v4/dtn%2bN2bJ3h94Rhen%2bjFl1xy3hyn8TnWjy8p97dHB/F8qo2bXye%2bXJ3C13SF39AEfbE8gmdLfdwFJvHk6ACeHB/CQz6%2bO9eF3tw4HPj0I5hpq0NfQ5UmTYdJCmO2U9HBHtbJ%2b%2bsrSsJwcSL3Am6D%2bfHoKSQBRewP3BMauAxVp9EDJAcRr9IG14hdoIWSaOCiUEkVVKTHSbISzFbR%2bNTRPbUw052UWPeOrBokx8URI5YNevAGblpvp8rxcjAZ9%2bp88PrmOfz25SP8%2bukdvL7E2b4%2biq/oBN8dH8G7lVG8Wx7GV1yC7vdV4HpvFd5y6fnlfDu%2bFUsQFfBktgNfbh3FG%2b4Er7klvjw5hsd8z1prCQxU90JfdR%2bMtVRhbaiFqpRQtFP2Anx3UQqGSxIwVZaAiZI4DBfFUg2UPftCBeu/LCUQJZEu3F8UdJFBKCHWsox4qPRTJu1sgjVUQVVmAmoIupqZFSHVPwlqJ8ttBcrtSritWjorYTU7WBZZYZ7YHKjB724u43a9P97eOI3fvLiPbx5s4/VFOrvNGYKmChZ78Jbr75dH%2b/F4sg1d3CWO0j%2b8OcrrE/X45uQoXi314nOWx7tzy3jHXeDdmXm8XJvFo2Nspl3VsNHTgubeXbDUUYO5ngZqEv0xUpSAQfaS3qJEDBXHYrI0GuPFkejn6G3KT0AxVZybEIjcSDfk%2bNoi3U2OdD93ZIf7IycqSBCQhFYCr04TwBOk7AoShAKquT42HOFeXZzBsZchLR9CAS0FylJoZgPKj/HDkdggvF1uxb0aP3x1Yx2/ffU5fnmLVvY8/f3Zabxe7MBLboDPx1vwcKwV/SnhKPV1wcORWryc78QbZv1XtMLfXFjGTdb%2b7aFmSQFvNxbxcnUaT%2bb6cK69EmY6mlDd9QtY6arDQl8TdfHeWCqLx0RFKnrK0ln7lH1BJOUfjrYjEajMiuBeEozMKG9khio4SmVIFr/zcHFDoqcnkvxohRszCTYlHkUJsShPiVFmPlsoIZYOKpZ%2bOgUtzHRjcRZq89OlUdldnI4%2bhmg09RwtPjYGmKfHf9kZT1%2b/xBJ4SB9Pj7/B9fYEZT1ejztdRbjRU4mF0gyUejigNzmSY6%2bfTbQNlyjvh4uUOn3ArbEmXO6qxN3RJin7z5fH8IyL1VJtITQP7seh3Z%2bxD3Ac6mqiOtYLyxUJGK/Jpn0vRD3vsSaHkyGLjjTVH0fi/JAe4YVULm9p/g5I9XRCkpsn4pzdEePqgThfOsG8uEguM/HIjYrijA5CEQ1INR1TA8dHE9UhFqEG1n4FlVEkRiMl1Zwdg%2b7DkWhiDdYym2FyYyRF%2bGOrIw/Xu/Pw/dsnnABH8fIMs8cMX23Lx%2bmaTMzQ4Q2khmCaNTmWEoLGEG%2b0RfljmNcGOIKXSrJwg9l/ONODc02FuD/VjfvTPXgw3obKpGjs270L2iTBSP0AzPV1kB3mhamqdAzVF6O7qQa1FSUo5GjL53KWHeWB5FBPxAd7Eagz4kh6nKc7oj28EOnKo6cX4mndVdLDw5EXF4%2bskFAkezoji0yVUloN7LqtbC6NNBMVJCSXW1RqdAAyI71QynqqCHFBLv14tq8bUlxt4OtoJXXdE9XJ%2bO7lA7yhAl6sT%2bJabwVOEfyAsKGs%2b5WqNFzpLsbVrgJsNefhOB3oNH3HKZqoR/ODeDLTh6fz/TjfUYa1uiPY7q/Fpe5qeMltobpvH0y4phtqHIQlCYjhz%2b4gaZ31lWhtqkdVRTky0ugyw/0QE%2bSBmBA/xIcGIdzbA4HOTghwdYWviyu8HZ3g7%2byMUF9fqGQQeHZEFFK8fRBpL0M0l5TDvjJUJAZyTnKHzqAyYnyQHqxAkq89Yt2tESt%2bRyC3RoS1FW2uDHleCsQ4W0BmqI64ADe8u3cR766fkcbYVnsB1hsOo4HKKgh0xhl2/luTzbhNh3iLI/RRfw1u9NZju5v%2bgJPi4SwzPtWJC%2b3FmMiJxCaPc5U50FA9AANNLdiamsOYo9DSQBch7s5MDo1bSSEqS0uQl5ODuKgIhPh7IZQRGxmK%2bMgw%2bHm4QWEn4xIlg8zaBlYWFlzbraGQy6GS5qn8XWCE%2bEsMPhFgbooImQUy/RXc//2QFemNNF87pLiIX4aa8TkzBFtbItiGBHApieUHFnu6IpMqsDdQg5WeGi4dn8Q3d7fwkB1/o/UINlkCA7kxyHKxRI2bAn38ma1yZzTKHNHq5ILpuEQspGXidGU5LvY3YbWlGIvVmVipzcJ2byWqEsPw9z/5KYx1dODIncLa2IiGyIgLkQI5kcGs9RgcTkhAEtUc5Cl%2bceoEP083RIUEIjzQn0DtYc79wdyM5Bkbw9DQCEbGJjAzs4BKlMwe4bZ28LewhBc3LT9zc55bINLRGok%2bciR423FxsUS0rQXCrUmQlQW8rSzha2OFUJkt4uzskO3kiFwuJ5GOptDd9wlKOU2%2bub2B21yD1xqzsEIFTBfE4nxbNj4fqMP1vDycD47Bsos/JlxC0WLrjw5ZELos/DDgFIal/MMcrdW4PFhLBZTCy94aKv/t7yQCFCRdbiG%2bVjdHAIGmB/kg0csDUV5eCKKsFUyMraUlHHhvbgonuDo6SBk34iZpaGgIAwPDD0cjI2OoKMiGgidORuIvRczgwxf7WlkhWHyB6WzDkSG%2b%2b7ORvgbzE1%2bgmptBZmYifVvsIb5Nkr5blCHHxRFpbraw0d4HC87oC4tDeLo2jtOt%2bdJGeLwyhc2tGc/o%2bp4s9WCbsj7hF4LVoDSciynClaRanE%2buxHZZLe5OdHFFbsbZtiL00X3u3bMXP//ZT6GrdggKlp1c/J0Cf26AswLJAd4Ic3aQHst57%2bYmptLvMgVAE2bbxMSE5wbQk37Hqb/znIF0FI9V9LW0WFM6lK4%2b5HyD%2bGMIN0tmmT8oTGaDCHtb6Y%2bcvG3IKkFbkEkjrqQmhgbczcU3x6Ykgsog8zEO1lSIDh3bLox1VOPd9klsj9TjXHcpLrDx3ZtowL2xelyjC1ypSMZQZiS6EsPRHx%2bFleICyr0Ft9jxb0224xx3gOW6PDYsO/zdf/977P70E6ju2QUnCzPpZ3rZU7WCgGA/eDnYwtzUFEbMrOEOWB0dXWhra3P91oGurp50TYSBIIDAxTWJAE02Fk1NTRiQBEvxW2AyaCuA8QPFt8XO0h9JmErf0poZUTr8EF1dXejxAwz5AYIMM/5gS9ako6U5IhzNINc7gN7aPHxzfxO36QC3R2pwd6GLvr4XD6dbsd1VglWal6Ml6VitK8Sp5nJmuxxXe2pxY7gBN2iYtlj7pfHBUu1/8vFH2PuLT7CH4WBmzHszhjfrOsiNhibQFx4OMgmUAKe3c386LBcRSuD6EliReWNJFaZSSRizD6hoaelAkKBFJRjwDaZ8sTHDgB9ixBDXdMmknjjufKiOjpJhHZImQnfnORN%2bqJdc/ImcHjorsvD1jeN4xJX4Eh3ftalmPKbdfUQSHozV4UZnEa51FEvO78HsAO7P9uM%2bLfJ9EiTkP1aaxrG3R8r%2bZ598LBmg3TzaGxvChUR7Up1BLs6I8vGAJwkQCREkiPvT0tKW8EgK2CFBECBq38SEzdDcUgoLCyuo6EmsGUBXT1kfhqJJMMQbdCU29XcYVNaO%2bBDRRZXHvwzBqoX4WwJrY/SUZ%2bCr68t4dLIXt%2bZbcLqzANcnm3Cf%2b8AD2uI7/WW43VeGW0N1uDfbiyfHRvBooQe3p9qx3JiPWFdr/PQnP8HPfvYziQAtkrGfCrCgHfa0tYKrmESuLghzd0WohwJyloS9nT3s2JTt7e3h4OAAOSebOLe3l/NcLj12pAdQKJzh4uwCZ4ZKbEwMlBEtHeNiYxAfqzy%2bD%2bXjWB5jd65FI%2b79a%2bNikSAiPk6KRLrKqIhwTPU24Ve31/B4fZjyb8JmXyGONx3G2d5ynB%2bowlpTLlbqsnGmtRSX%2butxi7N/e6QJSw0FaE0LRZqnDfZ%2b9in%2b/qc/pfQ/lbZAdfYA3UP7EeBgA3eSEMIx6MceERfghaaaSlSWlaC8tJhRJEVZSRFKigqkKC5UhjgvLS78ECoDPZ0Y7O7AwE6I80Fx7a9ioGfnNV3t6JeiTToOdLfzeeV7hvu6MDbQg77OdlzbXMG39zfw5PQY7sw1Yqu/ECc5BsfKYjFQEIW2zFMUM4AAAA34SURBVBB6eR/Uss7bMmIwxG4/XZWNUUq/LzsKhUFO0N6/W%2boBgggjtf3QpQ0%2buOczuNvQizg7IlDhQIcnR6i7E5ZnxnDy6DyOzk5iibE4PY6FqTHMTY7%2bRczzmogFPr84Mw6Vc6dX8WOxdXrtr4LX109KsSnFyk7w2umTyvecOYULG%2bs4z3j76Ca%2bfbiFR6sDuDZRjTOduTjdnY%2bFulS0pvuiOFyBI6HOKKHL7MiJwVT1YZxoKcIa5/50WSrKw11hqXkAP6ECdn36Mcy1DsFA7QAOUAUmWmqIIGhvuYwlQBU4WGG8vws3rl7CxXOncXHzNC6dOyMdL26u7xx3gs9f2jrDOIvL5zegcu3yBfxX4uql89gWcXHrb4PXr14%2bj%2btXLuLG9iXcvHYFv3n1EN88OI9Ha4PYHq/CyRY6u9bDON7MvSA/Ag0pgWhnpqerMnGqowTrnWU4R5u8KTbG2mxUx3jB2UADn370c3zKKWCpow5TboGH9u%2bB2r7d8LGzkOQfRDMU4GiDqoLDuHHlAq5c3MSVCxu4TIBXCFCAlB5LsSk9r7znLQmTirjh/ywEsPfxY%2bR8AM4M3Lh6GY/u3sSf3j3GV3c3cX2eY2%2biBuvtOVisTcXx1hzMlCdgMC8Wc1xjl5vySUApNgj8ChvixaF6HGvIY2n4IsBSD/s%2b/QifkARzEmBjqAO1/XtxYPcvuBCpIsTFgX5AhlBXB6SE%2b2Nz7TjBbhL0WUkBl6UsKzMtCBDPbV88JxEgwIt7V7l9fRu3mLH/KG4SlIgfI%2bX9Y/H8retXpOx/8%2boJ/uHdI7y9fQYPqIBr0/U425WPxZoU9oFcdvkszFam41RnObYGlaAvDXFUcv5f5ShcZim0Z0YgjtZa7bNP8MnPfwp99YOQmxpA8%2bA%2bHNq7S%2boLrtZm8OcIDFTQzrs7YHZ0QAL4Xu6CBIkIQcJ7BVz4KwLu3LiK9yHI%2bLH4dzL%2bloj3IZ6/sX0ZTx/exZ9//Rrfv7qLN7fP4uH6CK7PcQr0FuFoXTqzm4Gl2jTMVKRhta0YFwj%2b8mgjrk224tZsF67QBa51V2G4JBXpnAT6e3%2bBzz76GdQpexcrU%2bnvBkUj3E8VGGiqwdXSCB5iT3G1R3NlEbYJ8vzZU39JwnslSCr4KwLu3ryG9/FDMv6akB%2bq4X3G35%2b/vy4%2b44%2b/eYd//OUT/PbFbby%2bcZoKGKUCGrHZX4ITzPxidQrmqlIxVZbCsZiPcwO1uDJB8DOduLPQi2uz3Tg/0ozZ2hwUhLjA4tBuqLIMDtADOJob06UaQ50q2EcFqLMcDNT2wdFUF352ZijOTJSatNSIzyob8gcSPhCw%2beME3Lt1/W%2bIEMDfH/%2bagH/PvJII8bo/ff9r/Ov3X%2bH7l3fx7dMbeHntFO6viCZYi3N9JWyEOViqSsYs94Dx0mQca8zDOSrgCmV/a64bd48N4vbRQVyd7cGp7kpOCnd4GWvA6MAu7KYKjDTV4cIt1MJIH3tYGuoH9nI/%2bAymnBYKUx0kBntxDE4Q9BlOpLW/UcJfquC8sgn%2bUAE/JOD/l/0fEvD%2bXLz%2bH3//W/zbv/wR//jNK3z3xR28u38JL66cxJ2lblwarsLF4Uqsd%2bRhrjyJYy4JUxUsBzq%2bs/01uCwUQBd499gQ7pCAazNdNER5yA%2bQI8ePrk5XFbs%2b/jkXoo9gRSvsKbeDnoYaDrIXHOJY1Nq/C9Z8TRC316mhHnb/TZxdO/GBhL9Vwr%2br4EdL4D%2bS/g/BiyZ49%2bZV/NMffof/%2b7//Gf/z%2b6/xp69f4utHV/Hqxlk82VzE9ZlWnOkpwfnhGlwYLOckyMRMZQbmazgSW4txpk8Q0IYb87TMi/24Mt6KEyyNidIUdGaEoiklGK6GatjzyUfcBX4u1b%2bTNe02naDWoYPY9wvuCXs4FQ7tha%2bdKcpz0yTPsk2gFwh%2bc8fXfCDigxKUJKj8de3/Z%2bAF6Js8ivq5z7L58x9/h//zv/6MP3//K/zDt2/xmxf38PLGBp5eOom7y4Ps8LWUfp703cE2l6C1tkKsdlVhpa0Mx1uKcbK9DKucBqIUNvqrJRM0kheD4YJ4zHAdbkgJggcJUN/1KXeBj6G2%2b1NoUPr2ZoZwtDChMfoMB0Q5kAR3My2EOJjB08sbDXXVOL44i8s7xmhjx8C9LwuhBNEPVH6s%2bwvQtwX4qz/e9YV0Ht27hX/%2b0/f4t3/9J/zxmzf40zdv8bu3z/D2ziU8OncMzy%2bf4gbYhpXmPCw35GCtJR/nuQecaS/CxmAzzg23Yb2vDvONhbTG4s9a4%2bgNotGa4InqMCdUR7jSC3gj19cW/qYaMDu4C%2brs/MIeyyh3C409cDXXg62BFgn4WCJAwX7hY8smqaUHdR0DyBWuSEtPx1B/N1VxUnKFggRRGsIRSk7wv1Lr7%2bPajhH64vED/MsfvqPkv8UffvVWit9//QbfvX6Klzcv4MsH16XvCG8dHcXFiQ5cHGvDuf5agi/GWmsB1nuqsdpdh4WmIgwVJaH/cATBx2GeDnCZhPTlxKInKxJzFZkYOhKDttRAxMiNYai6B9r7PoPCQBWhlodYGmx%2bJlow19zHZWmvFOJP7dU0uRLrckM1s4K2oRlMrGwRGRWNrvYWaUpcPndGsu3CEisJ%2bAvg76W%2bA/yDA7wodfw3j%2b/gd68f4ddfPMBXPP/qyR3a3qf49vkDfHn/Gl5sn8Hbu1fwxbVzuLM6i9srM1JcnevHBut9nfKXst9di5nqHAwWJGC8JAULNdwOm1kSbVVYaizjtSyc6aphVGOlpQSp7jawUNsDG%2b0DPO5ChKUq4mUH4WqiBmcTDZhwEmgf2A0ddXXsO0ivoKYJDSpBU1sPWlSDUIWOoQkCg4MxNtSHK/QGoieofJD6Dx3ejr2VgEvHS3h48wrePtimudnCs%2b3TeHXnMn796hkz/yW%2b/%2bo1QV/F/dMLuDLbh61R7v9dFVJ9r7SX42RHFZZbyxjlONXXzuf7cJYEiOcX6vMxV5vPflCGk82l7BcVONVVz8bZiPODXdwi2zBRnIZERxO46dEN6h1iTzgIb4PdSLRTRZRMA15mmrA30oKJtjpUD2lgP%2bPAewIYGlq60CYJOlSFGh8bmJijtbkBV0UPuLUj9euXlfK%2bsX1RWm4uX9iS5uWty1t4fHUTz66cwsPNo/j8/Ek8OLeCh%2bfX8PWzR/jmi6d4fGkDZ4dasVifh9nqXJqYPMo5TwI2W1%2bEGcZETSFmGspxorsVp3pbcbq3no2xQSqNdWZ6taOGpFXjbE8dzg%2b04ObcKG4uTPG8k40xGw1xXki214GHwQEEmHMbtDiAaOsDSFdoIlymjRQfJ1ibmmKvKrOvriWF%2bg5wTW19aBO8tp4R9AxNocWjoakFpsaGlcuQaGqSrycBG%2buruEE//fj6eTy/voV76wvYmujkjdfgWFctTk/0YKWvCSd7m3Bd/Jfm0Skst1dxnc2T/pxtVhxrC6QQ1yaq8jBelY%2bRyjxM1TPjzZVYbqum3eVn9dbRIDH6G7gNCrnXYmuoHVenBnHv6AweHJ/HRmctZsuz0JIeDj8rbfYCHYRaqSHKWhUxJOCwqzYSnPQQ5ymHhqYupa/FHqDLTCtDyF8CL4URdPRNYGBsAU2eBwQFQ0WAl0jgTGxoaoFPcCQiIiLRVV%2bJM%2bOd2OitoIyLeeNFmK4vxGRdISYI7ihvbGt2CKsDrWxmpZjjcwt1XHg4uhbqCzBPac/UKMlQqqAYs6ztucZSHGsRo68aZ0jqhf56XB1uwfZoG66OddIV9uHCxCAJbkNPaR7Sg33ga28h/aOVASXuYaaBHG9zxMg0keygjhwPXWR5GEFupk/w2hIJQvoazLqmlr50LkjQ%2bqAAM%2bgbmcPQxBJG5tbKEri8tYHC0kp4hsTC1ScUhuYyaOmbQVfPEF4KObJjQ6SvwgcrswmgCCfaSnC2r5arLm3udC%2bz1shMVmGjq4xZLOPmV4aN7nLKuYKNrxob9PtneqtxmvZ2rVMQWsrxR1VUZKOnIB1N2ckoTopGSlgggjw9YGdjC11dA%2bzep4p9%2bw9BVVWNoQFt9UOwVN%2bNdFcTJDoZIsVFH4W%2bBigONIO3zBhq6jpQ19DZqX19SfpaOobK2CFA18BUUoCRqRVMLGygcuncWaTnFsE9IArewdGwd/aCsZk1dPWNpVpR1dRnQ%2bEH80MMWD821jbwVDgi3MedxESgLCMBlZnxqM%2bMQXNWDMHEoYlH8Y8JpYlhOBITiLQwH8T6uyPEXQFPBzvYWVrA2IA3RYkePKSJvQfUsWe/OnbtPYTd%2b9Ww/6AGDjIOCTkzVFU1sZ9EHOJGaEMCou10Ec26D7PWQFGIDLVxzghxtoSqpAAdqfFJQRIFaG094w8hCDDieDRm9iUCDheUwjM4Bi7ewZApPPmEDXT4Jk1JQnpS7YjH4iiuqWnoUWo67LTa2Keqhb0HCYA3u5/nBw5pSTI8oKoEtXuvKj7bcxC/2HWA52rMKC0tYx9BHjigwY4tAGozc7xxkTlm8P1RXVwXBPA14nzP3gOS53fR3Q8fU3VOBX0Em6si3d2I/cEPAc4yNj4dqeMrM2/wofG9B/4%2bhAIMqQBjQYB/VDLc/SNgaecMfWNzvtlAKSPWkiBAS1spJW1el2SlyWs8au08J7qscsQY8bGBcuxo8L0MLfFahjgXwNTVlGDEUUOAloI/S7qmPFdXVxIggIvMq%2b08t2fPPhqh3fA1OQS51j54Gx1EoPkhxDvooDEtAAp7exwS97wz95XSN5CS977uDUyUwKVzUQZUwv8D29U6lhhFFCAAAAAASUVORK5CYII=' /%3e%3c/svg%3e)
Nina Popov
Transakciona analiza
Otkrivaćeš sebe, razvijati se i učiti kako da umesto utabanih puteva koji nose višak patnje, gradiš i biraš nove koji vode boljem funkcionisanju i ispunjenijem životu.
' width='500' height='333' xlink:href='data:image/jpeg%3bbase64%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%2bVxASlShyJI6elLN5ut5v8AfjDs5caQon3DtKu5J6CiVt1E1NnsRGW8haFKJKuWElR%2bVddIXOLadXSYz6FqW6GW0qQjcEnHXsMml%2bmnwb5UqtnFo3nTs3y97U6uM6ctqcO5Khjorv6UxJVvQFA7gRw/KnfVlvd1XZLnYlwFNORwCxJVgIW4OIIPao/Ovke0NJt7bziyypbYcVglSQogHh14V3cudB1j7woegU/xI2FdULPL0qhTUDBqMfY5eDO1ahtRcylpxQycjlVrlcUmnQg4KmS5JKbtAK66etV8W25dYLMlbYwguDOBQ86B0z/Ron%2btMbDgxXdKtxAHEmtmaE%2bdo6x2%2b3TZMC2R2ZSGHNjiE8RlJH1qQWOaqHqxzxEFS5XhSWccyAMbau%2bpLk5EbdjRonmXSC2rcrakdCKkr2iJ/mYbr7YWlhZR%2bzUSpKSc4/4fypOWLu6KME0tWUjU2oHbbpGVcZHiMGU0GGmyrKw6eAI7Dr/ih2iNFWeRpiA9drZHkSnEFZW4nKtpUSP0NNCIAY0rMgFtEuRFRvSpwZBIGQpRPLFMDMTdKdZaKW0JKPDSBwCVJyPka7gxt3IP1ZVfkBWrTNltMkSbdbmI74BSFoGDg8xW%2bUv2TWqYyuK7sd5kZBHUUPkKyk01/wBJjxDfE1ohJ/fGQeW8Z%2bNfDXKtEAA3BnPf6UJbCxVlyHZ9zksA%2b05K3cB7iAnJ%2btFY8VubLktuEhDw4FJwUqGCCD3zQewEm6X8niUyEpB7A4z8qM21R%2b8mB0KzkVQhMgjIkvDSMtl/HmAl5tW0Y3bEnjj1yKIw8rjNSm/eVFjrB9Rj6Gsd0SDOKceypKsjvkcfjWuxk/h6N/bIH6CtC4nXVCk%2bBDWOYCkE/ClWS9hJo1fFKNqiEnj4i6WJJODxqfJ9FMPk/9k=' /%3e%3c/svg%3e)
Tijana Stojšić
Transakciona analiza
U sigurnom okruženju možete podeliti svoju priču. Stručna podrška terapeuta vam može pomoći da bolje razumete sebe i okolnosti u kojima ste se našli. Na psihoterapiji stičete uvide i radite na promeni koju želite da postignete.
' width='500' height='333' xlink:href='data:image/jpeg%3bbase64%2c/9j/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCAArAEADASIAAhEBAxEB/8QAGgAAAwEBAQEAAAAAAAAAAAAABQYHBAgBA//EAC4QAAEDAwMDAgUEAwAAAAAAAAECAwQABRESIUEGE1EiMQcUYXGhCDOBkSM1cv/EABgBAAMBAQAAAAAAAAAAAAAAAAIEBQED/8QAIhEAAgICAgMAAwEAAAAAAAAAAQIAAxEhBDEFEhNCUZHw/9oADAMBAAIRAxEAPwBgu9xhM3eU26%2b006h1ZJIOcHgY5pYu1xbuCezcYjM2IFam23U5Skj2ODSP1zdrpD69vIYhSpEVb2QQ0ogbDdJApZRdr8mUVCHPUnWVAqjrOR4xj2pP5v3G1evqVWTJRGiut2%2bPGiqdwV9pvSFEe2ccUKmRL%2blTLCUMqedQHQtKCBpPtkUjM3LqCVcmEqi3FDSnU5wwoAAnB48VaL3c5Kb9C%2bVZbcZXI7TilLACEbAH81wtDpgfuM0hHMXI9qvUdK27k2gnR3EKbGyxzWZ5xDTRLi0oHOaoqBJDMxyQ%2b08iK5ra0owQ2eCc7n%2bMVDes1X5d9mtR7XKdjpWUtONsKI05yDkDBra0Z2KgzLyKtkSu/CN5l65zQypCh8uFbf8AXNP9xHvipB%2bntq6MXG6JukR9hPYToLrRRn1fUVYJ5GDT6IKx6iTrH929piZcSpIKgDWpBb29I/qhUZY7dEGyA0pxZ0tNjK1eBQFwgy3U0KToTa860xEeeUAAhBV7eBUdZvOOr5cJWt2C8lL0dTaQvtHnbkHI%2bxFHLvclXC5aXHSI%2brCW87D6Uqz4NxtF7RcbM0l5lJLi2jz5SPvxUVvILdZ1gCVaKDUNncaLtcJNt6aT8u0485LfTHC387IJ9RAzwM%2bKfOjFl3p2MtxOCdWM%2bNRxShdyi/WeHc2P9a2A%2bdWxCzhOnHkEkVrstwlRNPZd1xxsWicpwPfHiu55i8dwX6MG%2bprhruPDywkbChM1wkGtjroWgKSdiMihkxexqyDJJmJg/wCPehN86jhfLO22LLaXNbVqfZCvUk42GOdt/wCaKsft1yb1o%2b6vqq5vKcV3fmnDrBwR6jzSvI4/3QpnE61W/Ng2MytypzbU2Ip51CB3CtRWoJACQTz9xRJfW3TsdOHrtGJ8NkrP4BrnebcZk9TaZshx8NbI7hzgV6NgMUkviVIw7fyMtzj%2bIl4k/ETp1MZMNme8IrkkSHQiOvZQB3G3J0/1mjln60sVzzEtkvL/AGzobW2pBIA4yN65qc/bH3ox0/LfhThIir0PJHpVgHGcA4z9DR2%2bLrKaJyBr/YgrzHzsanY4cCY7YzuEgfihst474NfZ1R0DfihkgnfeqQGBiJz/2Q==' /%3e%3c/svg%3e)
Vanja Tripković
Transakciona analiza
Svako je sposoban da donosi odluke za sebe i obezbedi kvalitetan život kojim je zadovoljan. Moja uloga u tom odlučivanju je da pomognem da bolje razumete sebe, razvijete svoje potencijale i više budete u skladu da sobom.
' width='500' height='333' xlink:href='data:image/jpeg%3bbase64%2c/9j/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCAArAEADASIAAhEBAxEB/8QAGgABAQEAAwEAAAAAAAAAAAAABgUBAgQHA//EADIQAAEDAgUDAgQEBwAAAAAAAAECAwQAEQUGEiExE0FRByIUMmFxFSOBsRZCcpGh0eH/xAAYAQEBAQEBAAAAAAAAAAAAAAAEAwIAAf/EACERAAICAgEEAwAAAAAAAAAAAAABAgMRIRIEMUFRIjJh/9oADAMBAAIRAxEAPwCLimYmn2WuoUsBRuCFFRUa6gxtHw5W5MGhQ0glXisHo3NUyG1Y/dINx%2bSbj/NYr0bkhsIOPe0eGP8AtDdP6OV69ExRblrLsDXJmLUEtttr%2bYk2AI7DzWrybnOTiBT12m7EWDboCQfFu9NPT7IX8L5i%2bMk4gZmqM6hDfStvsb3vzVTAZ2JSMZxASI7fTbH5LlgNSzeyTvU38HjuJhBWrO0eb4tExPLlmMfaT1FJ1Nutn2uDuD4UKpemGIom428EADS0b2N%2b9L86Zbm5wyxFaxN4Q5TbodJbSDp2IKRbtvUXI2QxlfEXZSZypHUb0FJRbvzVIQj9vJC5yi%2bHgayQCKjzBzVd7ipksbGtNkMC5td0183VG9cmthWKTqVa6R/UbVTuZNhe6W17Qo3IF/qCP2oJLbeazc88MRajpWtKFI6gSdO%2b5Hjfb9aZKmIhzEtqW2l0NLdCVKspSQOyTv5uTa1hzRGVlnB8zTjNxBpS1tAKUlaFIUUfcfMOeL1GyuXJaF9PaoxexQ3Ib/CI7LMhuUhJUnrN/Kqx7fautrpJCweE001EDMeLCjsAISFhBSTuAB243v5qY9h0dT7TUaUlLrurQhzdJsbbLAsTxt9aqqpcQ9l0ZS2yS6rapstWxqnKbWw4tt0aVoJSoHsRUmWq4NYZwybWy3pXKcDTAI1rPYUcx2bh0vNLYZklptcUvRnWkkJSkG6rk3uTzcC48b0mjR2pUOc3IQHG/h1HSeLivPseWqK7hqYx6QLxZ9m3t6QFh42PPPHgUqKwHlsRNLYl4rFQlhTTyda2ZBBOk89ja53NjzYfaqjE5qIFJWtaW4qBIcUSdZ0Aj3WvyLbci2/IuC9K50qTOxRuQ%2btxCY7SgFG9juf3J/vXPBHXZrOcIkl55cduQVoR1CNJDhSNwb8AC30FVwYyNosuE/hEmS6y5PRYOIS4dykKBFgCQm1wbXB2N71RwR6NjKUvOR1x1spS20gBd46kg3Iv7dJBJvYE/oKNw2Uwc75ebilbba0OpWkLNl2KwNQvvsBuaY5jHRiypDRUl5KQAoKOwK99uOwr0w/ZJx5L87D3MSkR%2bg6l9TZTY36f8pPknm/1FC5a7Xp/iICsiqKrkp0FNze24/3Xm0onUd6JdHEsiKpZif/Z' /%3e%3c/svg%3e)
Igor Ilić
Sistemska porodična terapija
Sistemski porodični savetnik i psihoterapeut pod supervizijom. Individualna, partnerska i porodična psihoterapija. Psihoterapijski proces jeste korektivno iskustvo - u okviru bezbednog prostora radimo na promeni ka onome funkcionalnijem.
' width='500' height='500' xlink:href='data:image/jpeg%3bbase64%2c/9j/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCABAAEADASIAAhEBAxEB/8QAGgAAAwEBAQEAAAAAAAAAAAAABQYHBAMCCP/EADUQAAEDAwIEBAQCCwAAAAAAAAECAwQABRESIQYTMVEHIkFhFBWBkTJxJDNCVYOTobGywfH/xAAZAQEBAQEBAQAAAAAAAAAAAAAEAwUBAgD/xAAiEQACAgICAgIDAAAAAAAAAAAAAQIDBBESIiExBSMTQXH/2gAMAwEAAhEDEQA/AFaWhMlIaeTrbVvpUetcDb4tua%2bMaStlOpKSlONKyTjepkzenEucznuBeMElWcjtRF3imQ/EZYde5rLZ8rJGBn0J70J0z9GlGyvW9lGuR/R8Ba2luKDYU3soE9vfap3dZc6Lcnm4dxlOLbxgFZIPsfQ03cPC5cQQorURPPlyH1oY2wlGBgn6ZNUazcH2i3tojBhLr4Gl99QC1KX%2b1k1Pl%2bN6KKt2%2bmROBcX1MOmfNmJcSToUhfRRBIz7e1PXCFwblXu1IAUXi%2b2FDHr606eJfh1axwi/MssVMebGRzgUjZwJGSPsKkPh1MfHiDbGFFXLVJT5VDBG2atXFTbYe1uuOmfUcpGxoFMb67UxPjINB5iNjVwp5RwTw2Rn5JAP8FNdU8FcN/uS3/yE0cinUmtqG810%2bJoy/arP4oxrMwhiFqhlUdptsJC1kLJxt19feg4tvL4rYkqnr1OOEqQV7LQkHUnSB3IPtihHjb8TZPEOyX2MAVMKbIB6EZwQfoSPrRW8Wcx7gHi82nmKATzlAJ%2b5G2azJvs/6zaxkpRW/wBJDS7aW2ZV5uUu7c6InOYyiFBtOPwEEZHX067UThcLWVhbEpNsiplpwvm8sagrvnvSleJTCJ8GNJUVPXBTbAcTgI0oUM9Nj1Az71S1EYOOlKoe9sHmPTUTO90oXLGQaJPb0PkjY1cGGoA8orZKnxLe1rkuhJxkIG6lfkKyRMIYWs9EpKj9BU6lSJcmQzHedQp1L3MdW4MFTSQpWdvXKQD9O9Xqr5%2bX6IW2cPCPHHiWeMrDdZ0Zh9BhoDbHMSP1n4yduwAOPcVogNfPYce4zGAlxOAttWCkqx1FBHbc9EiwLrc7nKjwo%2buSuLHUUsBrGSVjfJUcnJznYbVji%2bKHDfy8LVJcYWnpHWwrUPyxkH70LMx%2bLXBGj8fkJqXN6NPiEC/xPw43yiqKxzNYSMA5TjA9%2b1Mtr4piNoQ0zd481vOgBxWXEqH4kEjqR653pAtXEB44bv0xhtbKLa2ERdZwvWtKvPj0OwAHpXVNvTapMd5YUph90XNtKTjJLQ5gx67lP9abh0fX3QHOvTt%2btlkZkNyW9TZ9Ae/WskwYSaw%2bHrKvlS0E5SEZBJzqUNzj2GcURnbJNeb61XLSOU2c47YdwW4KsJSQrykq9B1qWcXmS3PYZjpSh6WkRQRuMOOoTkHuE66q0oZtoQCN8k/2qV3OQ0z4o8MsT0JLKlOFtaxtqKTgdsjBxVqusSNvaYkeOHETq554egLLcVlKTKI2KyRlLf5JGNu5HapKUDJPU%2b9FOLbguRfrk8%2bSXnJLql576z/yl5co%2bleJPbKxSitFM8GnR8beoCSNT7CHk5OMlCsH/IU6cQ2aZFtnxbiEyPl76XGMjUpSdZQUK9tKj9hUr8Jpha42jAaiHGXkKCepGjP%2bqvVyuqEW4p31Fgt5O/nUPKCfcmk0vqHtXYO%2bH%2bW4YSF5bYRy1K7qO52HbYUUuCPKaycBwBbrUy3zNWlHmUeqz6n6mt9zISpY7E0fKab2i2MnHaZ//9k=' /%3e%3c/svg%3e)
Kristina Marković
Transakciona analiza
Terapiju vidim kao zajednicko putovanje na kom upoznajemo sebe, druge, svet. Putovanje na kom ucimo da sada kao odrasli imamo slobodu izbora, opcije I mozemo izrazavati osećanja.Samo oni koji ce rizikovati da odu predaleko mogu da otkriju koliko daleko moze da se ode.
Zavirite u naše prostorije
Psihoterapija u Novom Sadu dostupna svima
Izbor psihoterapeuta
- Nulti susret služi za procenu psihoterapijske motivacije, na osnovu čega naš tim efikasno odabere najboljeg terapeuta za Vas.
Finansijska pristupačnost
- Novac koji je neophodno izdvojiti za susret je daleko ispod redovne cene psihoterapije.
Psihoterapijski pravci
- Naši psihoterapeuti dolaze iz različitih psihoterapijskih pravaca.
Dostupnost i fleksibilnost
- Naš tim okuplja veliki broj saradnika, pa je zakazivanje susreta moguće u terminima koji vama odgovaraju.
Cenovnik
Ubuntu za studente
Procena se sastoji iz procene ličnosti i motivacije za terapijski rad. Za procenu, neophodno je izdvojiti 3.000 RSD
Jednom nedeljno u periodu od 3 meseca
Terapeuti u procesu edukacije koji iskustvo stiču kroz rad na projektu
Susrete je moguće zakazati radnim danima od 9 do 14h i vikendima
- Klijenti uzrasta do 25 godina
- Do 2 nedelje čekanja na kontakt sa terapeutom
Ubuntu za sve
Procena se sastoji iz procene ličnosti i motivacije za terapijski rad. Za procenu, neophodno je izdvojiti 4.000 RSD
Jednom nedeljno u periodu od 4 meseca
Terapeuti u procesu edukacije koji imaju prethodnog iskustva u radu sa klijentima
U odnosu na radno vreme odabranog terapeuta
- Za klijente svih godina
- Do 2 nedelje čekanja na kontakt sa terapeutom
Ubuntu za odlučne
Procena usaglašenosti klijenta i terapeuta za uspešnu terapiju
Vaše susrete možete iskoristiti u periodu od godinu dana, dinamikom koju dogovorite sa odabranim terapeutom
Terapeuti koji završavaju ili su završili edukaciju i imaju višegodišnje iskustvo u radu sa klijentima
U odnosu na radno vreme odabranog terapeuta
- Za klijente svih godina
- Do 7 dana čekanja na kontakt sa terapeutom
Klijent popunjava upitnik i koordinator sa njim obavlja kraći razgovor
Započnite saradnju sa nama u 3 koraka
1. Kontaktirajte nas
Ako želite da procena za terapiju i susreti sa terapeutom budu uživo u Novom Sadu pozovite nas na broj 065 828 6881
Za online psihološku procenu i online susrete sa terapeutom možete pisati na našu email adresu psihoterapija-onlajn@ubuntucentar.com
Nakon zakazanog termina, na Whatsapp ili Viber u pdf formatu dobijate detaljne informacije o radu
2. Procena za psihoterapiju
Procena se sastoji iz procene ličnosti i motivacije za terapijski rad. Razgovor se obavlja u trajanju od 90min.
Uživo na adresi Anđe Ranković 6.
Za online procenu neophodno je obezbediti adekvatne uslove za rad: stabilnu internet konekciju i izolovanu prostoriju koja će obezbediti neometanu komunikaciju i privatnost.
Cilj procene jeste odabir terapeuta koji će najbolje odgovoriti na vaše potrebe. Podaci dobijeni na osnovu procene imaju isključivo internu upotrebu
3. Prva seansa
Kada odaberemo terapeuta za vas, dobićete njegov kontakt telefon kako biste zakazali prvi susret.
Na kontakt telefon terapeuta, u zavisnosti od projekta, čeka se najduže 2 nedelje.
Iskustvo
Mesto koje otvara mogućnost toplog ali snažnog transformisanja sebe, uz puno razumevanja i terapeutovog prihvatanja. Volela bih da sam se na ovo putovanje sa divnom Ninom odlučila ranije.
Vi pitate, psihoterapeut odgovara
Za jedan psihoterapijski susret je neophodno izdvojiti 1.000 RSD (projekat “Ubuntu za studente), 2.000 RSD (projekat “Ubuntu za sve) ili 3.500 RSD (projekat “Ubuntu za odlučne).
Prvi i neophodni uslov za započinjanje procesa psihoterapije je psihološka procena. Ova vrsta procene služi kako bismo ustanovili Vaše potrebe, kako bismo Vam dodeliti najboljeg stručnjaka baš za Vas.
Uplate u vidu članarine je moguće izvršiti uživo ili na žiro račun centra..
Da, za studente i đake imamo poseban projekat po najpristupačnijim cenama (projekat “Ubuntu za studente”).
Radno vreme centra je svakim danom, uključujući vikend, od 8-22h, a dostupnost termina zavisi od vašeg izabranog psihoterapeuta, osim na projektu “Ubuntu za studente”, gde su dostupni termini svakim danom u periodu od 9-14h.
Individualni psihoterapijski susret traje 50 minuta.
Susreti se održavaju jednom nedeljno, osim u okolnostima velike krize, kada klijent i psihoterepeut procene da je neophodno češće viđanje.
Kontakt informacije
Zakažite još danas svoj prvi razgovor sa psihoterapeutom u Novom Sadu
Vaše je samo da nas pozovete, a mi ćemo se pobrinuti za ostalo.
- Lokacija
- Anđe Ranković 6/23
- Telefon
- 065 828 6881
- psihoterapija-ns@ubuntucentar.com





















