A pénisz görbülete a férfiaknál normálisnak tekinthető állapot. A pénisz lefelé, felfelé vagy oldalra hajolhat. Ez az állapot könnyebben felismerhető, ha erekciója van. Egyes férfiaknál azonban súlyosabb, Peyronie-kórként ismert péniszgörbületi állapot alakulhat ki. A Peyronie-kór a péniszben hegszövet (plakk) képződése miatt alakul ki. Azoknál a férfiaknál, akiknek a hímtagja görbe, amely még mindig a normál és a betegségek csoportjába tartozik, többféle módon lehet kiegyenesíteni.
A Peyronie-kór tünetei, amelyek görbe péniszhez vezethetnek
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)
A Peyronie-kór görbe péniszhez vezet
Harvard Medical SchoolA Peyronie-kórban szenvedő férfiak legalább fele szex közben észlel először fájdalmat. A pénisz e betegség által okozott görbülete meglehetősen jelentős lesz, ha erekciója van, és befolyásolhatja a szexuális funkciót és fájdalmat okozhat, különösen erekció során. Amellett, hogy a pénisz görbületét okozza, a Peyronie-kór számos egyéb tünetet is okoz, nevezetesen:
- A pénisz tengelyén hegszövet jelenik meg. Ritka esetekben egynél több plakk vagy heg jelenhet meg.
- A pénisz erekció közben fáj.
- A pénisz alakja deformáltnak tűnik, akár egy homokóra.
- A pénisz zsugorodik, méretben és vastagságban egyaránt.
Ezek a tünetek hirtelen jelentkezhetnek, vagy idővel lassan súlyosbodhatnak. A pénisz alakja felfelé, lefelé vagy oldalra hajlítható. Ez a drasztikus változás a péniszben megnehezítheti a szenvedő szexuális kapcsolatát. Ezenkívül nem lehetetlen, hogy a páciens merevedési zavarokat tapasztal. Ha a fenti tünetek jelentkeznek, azonnal forduljon orvoshoz a megfelelő kezelés érdekében.
Hogyan lehet kiegyenesíteni a görbe péniszt
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SgG8gcnsK55rW51QlodbpkAAJd9znlmJ6n+lc7NkasYCZCkliOW7/QelQMhuLcxRmZQrTPjC54BzxTQrmTewxwwNEp3KpLTMDjJqkxGFqNuRbee6gYBAGMdcVrGWpLKXgzW7nw5r6aqdxgJ8u5jH8cR6/iOo/8Ar16GFr+zl5Hm5hg1iaTXVbHv3mw3FvHcQOJIpVDIw7g8g170HdHwlSDjJpmbqDiKKRzwFBNap2M7XZ5c0v2i6klJJLuTk/Wvn8XPmm2fa4CnyU0jTsoztwOSK8+TPUijTslJ+bGcVmyzShQbQqk5781mNDJVB+XBbJ45oGULiJcksBx2xVpisQhSjYwvOBiqJL9qpGMYHccdKlgadpJkKMbT1ye1ILF2MKxx8xbJxjmkGxPH+7IVizZJyfT1pMQlzgr1OMcgDIz7H1pDiZV/poueHQtnkDpjH+TVxdguS2VrHGQqqQvOCPT1/Gkwu7F8RsgKxoO+QOM1AkSSbtu50UHt3JHakCZXfeBhnO7qOc5oTAz5wD82cNyPu/5xVDMi9GGDD7ucVaApAkH5hz370XHYsQOVclsjjBqQRoQMCvykHHQ9qkZORuU5GTihCKV117Yz1ParQjKu4VOSvf06VqhMw7xODXTSdmclaN0dn4Qn+0aJCWO4oDGfqOK+iw8uaCPicZT5KrRsjritzkHAYGSRx3oBHlHj/Vn1jxENPhINpYk9OjSYwT+GcfnXkZjiP+XaPrciwXJD20t3t6FPSofKK714EZByPQ140nc+iR1FpGCZoOdoUADqR1rFloRYV37kUeaOCcdfr65qSkX45Az5GOMZz2P/AOqpKuN1CZAm/YNi8nHQDuaaIZy+pNGGMkbEL/CQc1rFGdjnL4yFz82T2INdNNHLVZXhkwWU5wDnBrZI5+ax7D8BtMaKyvtZlTH2kiGE/wCwp+Y/99fyr08LTsrnzeZ1uafKj0wk5Ndh5ZTvs7DWkSZM8I+ImmrpPiiSZFKWl5meMdg2fnX8+fxFeXjqNpcx9Nk+L5ocr3RzruPmeQYB/WvOse3cn02V4JNwG52bqelZTVzanKx22lyKkEabi0jnJJ61ySR1o3rWRIoSSoUDqWP8qhAyJ/NuW2xAog/ixySfSmNFW7t4kt1hUJjqWA7df6Ukwsc/fiS6m8tEyACSOgGRgVrHQVjD1ON5HaNFXKKAfTqQa0iyGjv/AIR6+Xhk8P3L5EQL2hJ5KZ+ZfwPP0PtXuZfX5lyM+TzvBcsvbR2e50PjWdoNDuHXqRtz9eK9Go7QbPDw8earFHntmo6fyr5uq9T7ijGyNq0GUyF5BrmZ1o07VsxhVGM8jNQxlvvkcduKgZEy7myDyBz70FFWUZViTyBTQiuWGcgEtjB5xirJLVtJtjIdhngfnSaJNK2J5OQpyAPUH3qbDNKBgsQAIDdQM8n60gbuWI2OFTaz4568E/1pEj1JG47SEB/uGlYLiSZPXBGMdKdwsRwxhQzk4ORk4znP8qLg7jvMAYqAxZevfHp+FIBGZcAIefXrUsdirdSkKPmwTxSWo0ZlzIPvB8foOatDsZczfLsBLEdOatCKiA5Jxke9A0WoSGKhSCCM8Uhl61zgKPlOeKkZbDFk9GHfFITK9yByQMkevSqRJkXbsgORWqEYV8drOD3raDMJo6L4byJJb3duT9yQMM9gR/8AWr3sFL3T5HNYJVEzqjgE/pXcjyWYHjrWf7I0N2jI+0THy4Rnv6/h1rKvVVKDkduX4R4mso9DzDQoCZMt82Sd5J55OSfrXzFSbk22ffQhyqy2R0MFvv3qSF7Mh7k88Vhc0NXS2DzO6Acoq89yOv6GoZSLHyRzeYgIDDa4Azxnr+H9aRRJJEoHytzjBIpAZ08xt9wJ5Cnaf4W9R7U0TJ6HKamYiWKMR3A6fUYreKMm7GDcTEsXQ4HQiuuEdDiqy1LXhzTLrXNbg0u2OHmb5n6hE/iY/SumjTcpWPOxVdUoNn0xo1lBp2mW9lAqpFCgRVAxwOK9ZLlVkfLTm5tyZcJIJGKZBFMBzVoH5nJfELw4PEHh6a3jUfaov3tuf9odvoRx/wDqpVaaqRsa4TEOhU5lseAyGSOQxyoyNGSGVhypHBB/GvDnDlbR9lSq88U0aCyqVyh+ZR1rlkrHbCSZvaHcNGFDydQAxA+8ewrmmjrgzsNPcO6GRSxHz9chfTPvWLLLqOAHbjzXOPoT/X2qQRXuYS4NvF8zkfMfb/PU0XKMu5WO1Qj53foQnJPsPSqTCxjXNr8/kfxscsVHU/4DpWiZLRktNPpOqQ3VmxE9swZD6+34jiumhVcJKSMK9GNWm4S2Z33ifXrfU9DtHgYBbnDEHqPVT7gjFe7VrKVG66nx2GwkqWK5ZdDBtFKjKnmvCmz6mmjZsOQc5/KsGb9DYtIiCNwB471DYItpCPmbeUPXg1Nx3Kd0WDsd2N3600O5Un+QCMgkeo75poCqDtY5IIIwKpCLNthVxkEAjPPagkvW53IAMsnfPJ/GpGXYG/dNx0OTg9h9akC3byAkEFiPXPT+tIGi3vAUYP3hng9frSJIpHy7AsMgZHOP8jpTBDGKq22RtrZzwcc8/pRcNweQ+WHdsdBn/P8AKpvqNaDJ3jGG3Zxx+dIaKU7hd2Ar7sdR1poqxn3T4kI7DvjpVoDPkk+YhSPrTsK5XiIkyByO4PrT2AngTywQe5OKTY0XYZUUEMT0AyT1qbDJVkJIwMjtQSxtyxWMZYbs5NCFYxLyUkNxwOvvWqEzD1ObueBWsDGWxr/DWb/ibXMQYfPECPcg/wD169vBM+ZzWN7M73B/i4r0rnhWPI/GmpDV/ErYJNraN5aY5BwfmP8ASvEzCvzT5F0PsslwnsaPO95Euj22+Wc8gBj5Yx7D+mK8qTPaRsadEl1ZupyZNxB5wcr0INZvRlon0eNjbEbtkhbOSOAff6ikxovThJIPNA2kH5lzyrVJRTmcp0bcBxkH/OKaEY+qTOYyVYMSSCMd/f3q4ozZy2oyhuS2DnGPeuimjCq7IxJAGkIUElj2712U43PNrTSPdfhH4TOi2Av7pB9tuEG4H/lmvZR/X3r16NJQj5ny2MxLrTstkegqDtz6VqclhcZ5pXCwyU81cRNlfdgZqiTyT4yeF1ikPiGxjwjkC6UDv2f+h/CuPFUbrnR7GV4uz9lL5Hm9pMPtKl/uqOB6mvJqR0PpqM9ToNMLFt4bLZGMDgVxTR6MWdT4fuElkfewWEHPB5Y+v0rCSsao2xKN+I8O/QY7GsxkjKI4vLQHc+N79z7e30pFEX2U+W0pC7guc/3RRcEzGmj8oGQqd5XcM9h2q0wZgX1uZGdzngjHHX/JrWLJsZN5JLAiqpYwht2P7pPXFd1Cs+XkZ5+Lwycvarc29Cud6gbiRisKu5dPY6nT29ehGK5mam3ZuDgHBGOKhgXRguQ2ARxnqKQFS7Qcjk9xx/nimhoovFkYIB5646/hVIVys8RB+8Rn1pgSRDnbnnrjpTETxSHy8Bdx9M4H+e9JoaLkTgwguM+gbGB/SoKsW7fDKASpBGOuKQSLUMgUN83P8RBziggSeQGYqqDIHJPBOff8P5UJhYgUmQFy3HTHofc+tPYQ+R9xXyyOBzh/0IqRoqSSjGd3Tg4H6GhF2Ks3yj5SR7bjTQ7XK00hKhVXtxzn9aaEUpMl8v2HTFMQwMyuPLIYH06CmImR+csAfXjFIaJVYEE5yPp1oHcVJNpKcjHcdBQSQ3MwOBz7n2oSAzLrHzbSDx61cQepj6kAVPqK2g9TGRJ4OuRa+I7VgQFkYxnPv/8AXr1sLKzPBzKF4M7jx3qiaf4bu5UmCzyJ5cQHXceB/jXoVaip03Jni4HDvEV1Dp+h5TpqLHuhY5cr+f8Anmvmpyu7n30UkrI6O0Bhkl2cqW+ZfbA5H5ViaJGhpu2OTccoS7kccMCahgjQjQJLgg8pyQOvpUljZiADsHzE5f60AjKuJ1UH/ZP7wEfqKpIGYOpzoG8+LOOmB3H+NaxRi9NTm9UlV3DqeGG4H1rqpLocleWh0Pwq0E614iWeVN0FqQ7Njjd2z/P8q9XC09bnzuYYjljyrqfQNuixII1GFHArvPALCk7CM1JS2HIDtGCMUARyAkGrRLKsg68VaIRTvLeK8tJrO4QPFKpUqehzTeqHFuLuj518WaPNoGvXFg+ditmFj/Eh6H+leTiKXIz6rBYn2sUxNMnd0ZAeD09hXl1IWPdoVLo6OyuzHCixcszbV5x06n6VyyR1RZ0ujS4ZHZg24EIDxx3b6Vi0aG5ERcHcu0Ig4PueprML2JHjY223OT6dN1ALcxtRjBjAAByoZiOoHQD8apFozJrYhN7ADOFVewyatMDm7yAPDMo5AkK/X/JreLsZtX3IvDkpjufJOOP0rWequc6jyux3NgMhSAQMda5mijWt/lj5JAU5HvUAWlcucrjGOhNCQtiRBuIzuwemO31osK4TxocqCFk68jg+lMEZ93ECWwSMDBHtTQFRHKxHcCyj86dgJUkLor5Y46juaQFuJsFZV59j2HpUFIu2ciZycg/7QCmkDLH2h2yBkBe3Qe2Mf1pWElYiAYEFChIOCMe3r9aYDYTtR0DBck8k8gk/5/Sk2Kwip5u4kqxOcnufbpSuNEc/yrjGVHBXrn+tJFFWeVCMbX3A91H+TVpDRSlbex5Cn09aaEQAbhlVYt9ef1piHGMD7vBX1HOaEFh8eFfLMQxHpRYENaQ88jA96pIVyK4lzhVY59AKLCuIgLKEODj1oHYrzxAKQB831poRi34VfvD5q1iZyMwyGJ1lVsMjBgfQivQoSseVioXRP4h1ca5rMbA/6NDHlR2L45/Lp+dPHV+e0UaZTg/Ywc3u/wAhk9p5gjniYJIE/M9s+vevNv0PZSOhhRX8uddyt0OPpgg/T+tZGli7BF5tttKklcFsdee9SCRZDnyYnyGZGw3uuec/h/KlsBDqB8pvMUqY27gY5oQI5zVLkpIPMxg8bgMjB/pWkUJs5y9lWPzEXO09R6e4reEbnPN2RjiOWe4ighQyvI21FXuSeBXfRhdnlYmryo+ivh14bj8PeHYLdo1F06753xyWPb6DpXr048sbHydeo6k2zpRxWhzj15U0h9B6n5RSBPQJBxyKtDt3Ksg61SI5SrIOvNUiTkfid4cGv6E0lui/brbLRnu3qv4/zxWNanzxOzB13RqeTPCY5mhZ1+YEcEHrn0rxqlM+soVux0WjThoWaXlcd+wFcFSNmerSldXOg0+6FxcRsW+UcYHfPQVzyRujq7KYt+4QALnLHPU1gXYuzyK8LFGG37oPekESCCOPy3kYDYvTOBk+tFyylq8ckVqZAMvtZgf9roKcXqBzk1oIrXK/NknOR6dT+tbp3IaOflR7a9M6rlAc9fzreL0sZyjod/4cnhvbJXhPzjqCelZyVjK5r+TIq425IqBolUAkA4HrzQSWoCADnJ4xg1NiWOEO8fKeB29TVC5irdQshZznZ0AZhQUjHuIASVy204zgcD/61UMdAmMeW4KHgHbgCpY0WVbawjkKlT3J5z+PaoKRdUyBQ0bYIxwowD/PNSKxNBMx++OvfeMD8qTCxJNKTG+1UJ4Iyeg96EKxBH5i5YRn0PGSeeelJsdgleRk2gLkEZUnBP5UaCIwHZWDIcjoF9PWhWKTK5TIG8H6ls/rTuBDLGGZQu0gHAIAzQmBEbfZIzZPrwapO4hYQVB3g5zjPJx9aqwrhJgseVIxxgZppCIehOAVH+e1OwEWHeTKqcDrk0AT+RsXd0+g60Idypeh0Utx7DvVCOcvyNxJ4NaQRlIwNSuGz5MYBLH73pXVCXKrnNKl7SVuhpW1mLeyRim+Pbhj6d81yOV2ehFWNKa222i+U2GGGU9iDWdzQ2ihUQzxDaHxvB9x3/Wsyyzakhy20qBw2D0H+RmkwFuWEM+8DCyDn0B9foR1/CpWoFW4nBiZeDGRwDziqSCxyGuTMGZVbcwP3T3FdEEYyZgXkqyYaMk4GMe3pXXTg+pw1qqtoehfBDwqLu7PiG8jPkW5226sPvP3P0Ferh6dtT5nH4i75Eeyt+FdljyWNXrTIJVHH40ih4xjrSAdKvYU0y2iqydRV3M1ErvHg896aYuXUgKhWPp6etMVl0PGPi94X/s3Uv7ZtI8Wly370Afcf1/H+f1rixVL7SPby3E6ckjiI7plHlocbuMV5U6Z9DTq9DodLvQse0OW28DjvXFOFj0ac7o7C0u44bUMJMsAB16+1cjR0RZsJKHi8pWVem4+lRYdi+oVooY41GGIJAHYdv5E0AmQaonnOsUYyI+WJHuKFoUtjBvkDOqN90EliPT/ACRWkWSYepWZRliIIVg2Bjn1/rmtoyEyDw5qMumXwUnABxgnGR35rW3MjnkrHqVu8dxbRzRHKsuQfWsrEJkU4KjdkHHUEdaVgGCVdy4wznoO4qkiWzQibci5IA+uM/40rEWGuoKsNp6YG4Y/WnYd2UpbY4YCPOO5zz+OKLDuMWIncV4bPzFT/jUtFRZIYlYEklGxwwxn+VQojvYfGAMAbiB3KYz9KrkJ5icMoXGU4HII/wAM0cgcw+SUeUAACAedvPIP4VPINSK6Tw8je6Ej72COn9eajlLFSZyxXzGCk8Mo7U+UBXIwYzk8cHGc1PKBTmeSMEBcY6gsf6UWAgRpCSSBj/PGBVKNwBkLv9zBI7jBHt71aQDQY4A4k47D5s/lTsBBIfNTMULFeh3cCrRDI1jYnBZceij9KdhXJY7ORCSGJU4yDxUlLUsvCGP3x04xzSQGbfrtDAktjp3qkgOU1gpEsju5+70remrsxmY2l27TwzXMyjdlcewJFKpLWyNqULLU6iziDRT2xGQq8EehFc7ZtYnsIXeytg6nlFHTqB0/xqWyka9zHiBXRcqMbgTwR1qFqMYk8UbZJUo3XHftn/PrTsMoahJndER8gGVP8xQkBiX168SEIfuYIGa0jG5LZzmrXAk2zK2COR/WumnDocdaaSJvBPh258Ta8lnblhHndNJ2Re5+telRpczPCxeJUI36n0lpllbaZp0NhaII4IUCKB7d/rXopWR87JtttkpIqzMag5ouKxMowCO1IpIM+9MRM55PNCKuQSd/emhPYruCaolFd1OenNMRU1Wyt9R0+Wxu41eGVSrAihq+hSk4tSR88+MfDtz4b1d7abLxOSYJccOv+IrzK9FwZ9JgsUqsb9TPtbp1YEnC91B6/WuCcLnsUqlmdVot09zLG7fu0XhB6n1rhnCx6EJXVzprS5BkQK3yp0P8z7nrXO0bxlc6DTZ3kTJOwLyDx09KyAsMo8lyD80h2Kc56nrQMzLi2DNKFChc/kM5P6AU0xGRrsWRG3TAJBHYnqP5VrBiaOd1G2zBDIhKuTuRvc8VvCVjOSudB4D1gqBZzNtUtjG7hG9vY1pKN9UczVmd0UR0KgIM8gjvUJCbIkiwxAYZ7qTnj1oEtSVYwQGcAc9MdaQMjECtI3lK6gf3xkfzpiFjgkX5QY32jJCjHPr1oGPjEsh+dGyFwM//AFqQIgEUnn7csVHQFSBn696LDZOqB/3mw7gQASvFMQ6FdzNiNucHpkfgBQBFeLMYSyDayg4whz7f1pAikscv2liUxgY4zk1DNIkyrMJFwzbV6ZPP0PrUFDYgfmbaFfngkE4pMCOaOdivlsAenD461IDjbOyjdcA5+9kg1cQAWqgbdwHtuPSrQDGhEQYRh8dex/8ArigCNUMkZXkMO7HqR7dxTRLFEUgk2gkg9+BVEFhYCn3wfUZ7GlYdxWgjIDPkMeOKAMXUZVhLAP07+tUlco8+1GX+0tRFur/uFfDMOhNbX5UTGPM7mtBapAqqVPlsTu/ADFc9zdGtp8EkKI3XftD57cc/oRis2ykbNoiGDYQAIDwPUHvWTZSGfegKbhlBz70LcZzWoXTwsW2ny84Yeme/9a2SEVrzUQWVmOflDMM9+9UokN2OXvbrddMqP8hzjtj2rphDQ5alWxW062u9VvY7C3UyTyOFVf6/SuylSvseViMRZNyZ9H+AfCtr4W0VbaNVe6cBp5QPvN/hXpwgoqx85WqurK7N5ieelaI52RnpTIFUYPvTAmTHPfikNCEDPOaaFYtyLweOahM1ZXYcHtVokhZKZNiF1600FivMp56VSZLRgeKdAtdf0ySyuhgnmKQDmNuxFE4qcbMujVlRnzRPCNV0e60PVZbG+RhKn3T/AAsOzD1FeNXpuDsz6vB4iNWN0O0+8ZJdofnsemK4akND1aNTozqtFu4/NKqQ5A+ZvT3/AKVxzidsWb9re7MEsASTjvjtWDiaX0N6BlaEMRjH3R6D/wCvWQDA4bdu/iFCHYo6ggedIwoIGcH6DH9f0rROwjCWwEijPzLGR8x74z/9etVIixgPJJY6kk0eQrsQ4Hseo9810wfQynG56h4V1WK9sB8yyZIHy8cetVynI9zXngBOI2UkjuKixSZCI2HyNkA9CO1A0yWMBVJA6dS2T9aRNyQBSx5+QDqW4/KlcLijZ6hz3xkHH4Urghq/LlUZgMcAj+nWmihEycnOMcZ96AEUsXBWQAewyT+ooASTc6SMpYY+8XXj8+P60rgQKPkXa0khJ6DGMZ64qGWhHRSzb1iyV5yoyP1pFXGm3UAOyIrNwGJ5x6UWC414hG5LSNj+Ebv8BxSSC4KhbHGHOfvf0q0iXImET7Dlnzj7pHT8aLCUyBYB1fcD0yeMc9OvNOw+Ya6MCcADB781SRDkPjjbZnATHTimJMlKgLtbByeBkmiwJlO8BRXwMDHY5oLRwPjC9ka4FhEf3k338fwr/wDXrWOiuD1dirFYC28kxj7vU+vQ/wCNYuVzVaGpqCgvIygfKpAB/iz3rNMtGnbZEPlZ+TI5PoP8MCs2XYnmnCKmJMbeCT6c1NgM57pt8xUksvBz6VaQzAvplkjnBceYvGD3HrWsURJ6HNyTspwxyhBXOehH/wBaumMbnLKdin5Mt1dxQ2sLzTyNtRVGSxPpXXTg3ojzcRWUdWe+fC7wRF4csBeXyrJqcyguccRD+6P616VOmoI+cxFd1n5HbMxxWiOYjzgVSJYwEk0yCRKAJB3xQA9VBGam4yywOKEaWIiuRTuSkMZeTTuOxXdKaZFiF1607iaKrx4YkVdybHO+NvDFr4h04wyYjuY8mCbHKn0PqDWdSmqiszow2IlQldHhF7YXek3k1lfQmKaNuQeh9CD3FeRVpODsz6rC4iNSHMjR0y8NtbqyPukdgAMcfWvPqQuz1qU9Dds7vDoHO4IMsf8AP5VzOJ0JnS2F+XVVdvvDJ555rFwKTNFyHCorDAJLkfyqLF3K8jNuaYBVwp256D0poRVmk8u32L8vyg9Og7f0qluHQ57UbZWijwM4AH6ZJreMjINCv20u73kEQMRyeAp710QlfQ56kOqPUdMnju7WORCXXOQSwP8A+qhoy5ieSMfeDggnuePwqRRY1NypjEmPVcY/WpY3YdFMp5jIYjg46f8A1vrUsVhA5boWGOcA5H50i1Yasm1sbQQ3Od3WgY/cHDYC/QOOPyqeYQ6Ro0K7wzrjHADY/rS5h+hHLcxrC5IUH3UmlcpIht5UcMQoJPGdo/8Ar0rgyUyF8qVOOynH+TQnYdwWXYcKwLZwSOfzqrgrDZHJjxkkeoIyaVxaCQuVGVdgMdAtNNidivLNFGWeS4jVT/eIU4/E4rRJvoQ2l1Kz69otsuZdW09FIyd86Lz+daRpTfQydSK6mVdeN/CUUnz+ItNGDyRcAk+3GeK0WHqdiPrFNdSjP8TvA0BLjWoXb0jhkYn8cVawtV9CXi6Xcz7r4x+EEdjB9um4/gttuf8AvoirWDn1M/rlPoYl78YdMu5Ps1jo+oyTSfKm5kUE/gTT+ptatlQxt3ypFnQLZridr+9XLzOAf9n1H5Vx1ZdEejTjobEUTbWXB4BK89D/AJ5rBs1sNhy5VioZVGfqP/1UmUi4m75VYheSFOeuakq5SnmaV/KYlJUbZIp9OcNVJBcw5r6SMT7k5VgSM9V6f0rRRFcxLq+MzIxkCSJ8hfruHbPr2reMLHNOaMyTzpL77NDGZWlOERRklu2BXZSpt7Hm4ivy3vse5fCjwMug2i6hqSq+pSDgHkQj0Hv6mvTpU1BeZ81iMS60rLY9AyTWhzDSfWmIZk00IB61RBIg4NIokTjikIf9M/nRYd2XWA6VBoRsvsDTEMK+1FwsROnUYppiaIHjPYVSZNiB4+CDTTFYhePGe9O4HK+PfCNp4l07tFexA+RL/wCyn1BrOpTU1ZnRhsRKhK62PCL6K80y/ktLuFobiJtpQ9j659PevKq0nF2Z9Rh8SppSRqaY/mOg3nH3mPoB2rgnGx6sJ3NrTtRxc7sfIuSB6nGBWEoHQmb9jd72ijPJyXb3bt/jWTiO5osfNnG4HywCqe/qajYpFO8wI5WOD8yqAD6en50ILlG4QLEkQB3SD5yf4RnPH1xVokq3CRXPmQpGzYGBx3NaxdiHqcN4yk8U+HES90vXdTgtpDiVI5yBG3QfhXqYScKnuyWp4+Op1KfvwehzifEPxupwPFGpEf7UgJ/UV2/V6fY8t4mr3JR8RfGud/8Awkl8W9SUP9Kn6tS7AsVW7gfiT433hj4guGYcAlIz/wCy1P1al2LWJq9yaP4m+N0HGvTdOnlR/wDxNL6rSfQv61V7ki/FHxtu3NrO4+rW8Z/pU/U6L6DWMrLqSr8VvGwXH9pw/X7Mmf5UvqVHsP69V7h/wtLxftK/bLbHX/j2Wl9Ro9h/XqpXX4meLgx230Iz38haPqVHsP6/W7g3xL8XEcalGoHTbAoxTWBo9iXjq3cjb4h+LipI1YocYysKj9cU/qVHsL67W7leTx/4xPH9v3ajtt2j+lUsJR/lF9bq/wAxSuPFvia5OJ9e1FsdB55GPyqlh6cdooh4io95GfNqupuWZ9RvGJ6kzvz+tWoRXQn2kn1K7TSycySO5P8AeYn+dUkS2MJB5wPyqrECA4PXFABn3pAhwYgUi0j0n4a+FJvL/te9jIZk/cqRyAe/1P8AKvMxWIXwo9jBYZxXPLc9Lgi8uO3iKhWXlgPUd681vc9SKLtjbGWcqT2Pyn6n/H9ahuxViCOLydTNu4AVlIBz7/4ihu6BDNTy1o4B2yo3yHHfngj8xREGc9JfPIyzOxSZBgk9cf3T684NaqI7mXfXZjleVMFSByOccnH1H+NawjcynPlMCZnluTHbxl3nbCxpzknsBXbSptnlYmsops9j+Ffg+DRY11DUY1n1JxwW5EA9B7+9epTpKC8z5vEYl1XZbHpMM275QcVocyLAGVwc+1AmMIx1PNMkFB/CmFh4FILD1Xii4WHhcdRxRcTQ5enVaBF8jnmpNRhXrQKwxhQGwwrzQL1GFAR6U7huRSRnHtTTFYrSRjB7U7isVJFIY1SA4v4keDrfxJZGaHbDqUK/upcfeH90+38qipTU1Y3w2JlRl5HiCzTWF3JbTI8UyHDqeuRXkVaLTsz6jDYlSV0aenzlVVepcAMfTJyf5VxzienTmdHp122+RkJBY4Qenp+mDXPKJvc6DT7nNv6jG0cdhyfxrJoqLGRxqYVkkGCPmXHfn/61IZNbWokfzHXcc5yDwKm9gQ20tTHKSV+XG7nr16VdxWKWpabbajZ3EFwEcOpU+4ranNwd0ZzgpJpngXijR59D1R7aQExNloX7Muf5ivfoVlVjdHzOJw7oTs9uhlbjj1rW5ziA5OaAHgmiwXF3emKLBcTcaYhdx70AIG5OKTGgJ460hibuOtCFYQk0wG0AJk0DHA8UIBvXNAgyfWgYmTSA7n4beFG1WePUL1GW0DfICM+YR3+ma4cXiORcq3PTwGG5/flsezWULJEFCjaPlAA6D/69eO3c9yMRGy06ybcjIB+nU0ijUhKxOHAwSensRioYMrPCs08jsenQn/PtQmS2ZWqyNHcOmQyt1I9e3+fpVxQjm9WeNSkmNySHYwPZucGtYIHJLc5q4M76h9nt90pkZRGByST/AA130adzy8TiFC/Y9c+HHguHRYxf36rLqUg4zyIgew9/U161Kkqa8z5bFYp1pWWx3UK7D0/KtDl2L1qpLgnNA0aGOPWkUNI460Egg5z60xXH4/KgY5AByaQkSAZFA0Ls+tFwsXsZ70i0gVeOaQ0tBjLuzii5LRHimTYQ9KBkb4xQhaFSUdeKpAU5geeuapElSVgpOTVIk83+L+hWV5pE+sCaK0uLOMu0rcB1H8JP8vc1nWpKcTrweIlTnyrZnkum6ioTIbcNhJPvXjVaWp9TQrqx0Wj3SbNxOTj16Vx1IWPQhNM37GcxrDGZPmzub6k/0FYNGyNqEBl8x2yVYInGAF/x5rJlIuwzhWTCgZJApco7i9QyJxk55PpQFyjFAVR3Vgfl/AHvV3Ec74t8MWuuaeUk/wBYvKODyD7V00MRKlK6OevQjWhyyPGfEGgXujXRiuUJQn5ZAOD/AIGvapV41VdHgYjCzoPXbuZm3itTmDBpoQgHbNFwsLz6UrhYB3yadx2EHWpuNIDRcLAPrTAYxxQSKASKRSF28dKYaChe1Gohu0560ATWdpcXlyltaxPNNIcKiDJNKUlFXZUISm7RPSvCPw2XIm1ciaXgiJT+7T6n+I+3T615tbHdIHr4fLktah6TbwJYwLDCoEcMYRAB1PrXmuXM7s9aKS0RoD7iQp95slm9BWXmaEdtGm9gvKqW696dyRHmxscHhjjHTAotclsjnuBCrOQTuGBn1oSJMa8lDwGXjCkhiO+Dg/pWiQrnG63fCRZYUHylsbvp3H5V2UKWtzixFa0WjuPhXoFqlnHrc+2e6lJ8o9REPb3969zD0lFXPlMdiZVJcq2PTbNSeK1ZxRRegiyelIZejjCgc80gJwMD3oGABx1oEOReDn1ouKw/Zg96AFCYNAEqAYNK5S2HYFICzkjPNBQc0gEx6UANI607iGbaARG69e1CYivIvWqEVpkyKaYjPu4uDxVpktWPBfjl4ie8ebwrDFc26QzK1xLtz5uBlQB6ZOffApTlfQ6sNTUfePLbV5rOX5wzoeuVx+IrlnC6PSpVHFnV6NebURgQysetedVpnr4esdJbzl/K55YZJ/EmuGUT0oyOqsLhZbYb+Crc/XPFYNamiZNFJ/o8eTk7+3uT1/Kl1GmSRzsAjFs7gaLBcWBpJJh6MuenFDskCuyxHbK1t5jthiflxU31KsYuuaRaahB5U8avu+UDGdwrenUlB3RlOCkrM8v1r4e3CzOdNmUc8RSng/Rv8a9Sljk17x5NbLetNnNXvhnXrInz9LucA/eRd4/SuqNenLZnBPC1obxKN1Y3tqqtc2dxAp6GSIqD+YrRTjLZmUqc47oiAJ5GefaquibMUROTwjfgpo0J1HLbzMwCQuSePu07BdjmsrpQcwP07LmiwrkLI6DLoyj3XFA0xqkE4BB+lIZZhtLuUYis7iQ/7EZP9KlzS3ZapyeyLcHhvxBOAYtGvmB/6Yn+tQ61Nbs0WGqv7LL0HgbxXIwX+yZU3d3dVx9eah4ukuposDXf2Tq/D/wolkXzdc1FYR/zxt+T+LH+grkq5gl8COyjlb3mztND8N6PoSPHptt8zcPKx3O31J7Vw1K86vxM9Kjh4UVaKN1ZoreFSfljyMt7VhudCALm3jdR0ySPXPtSuO1kWEJkkJUY+RcH8BmpAlskPmcDLHFJiMbUXX7bHH/dB2471pFaGbZHqj/OgPQJuPvinETZzmv6ktva+QCPMIYn6NmuilTcncxq1FFM4K7uhcOIUYnBO4+pz0r16NK2rPAxNfm0R7X8EFhufDBiikJkgmbzEJ+7nkY9uv613RdlY8asm5HptpGigd6TM0izCPnGBxQBYVT+NISJAMgUFDh7CgQ+Nfl6DrQA8A9aAHqvH0pAOVfagLDtvtSCzLJ6e9CNGNzxTJuApDQh+lAMjI5oJGkZBpBYhcDkVaJIzHkdM0AVrm3DrycCmnYGj5O8YXF3e+IL6a5vGmZpnG4HjAYgY9sAUSO6mkonP3EOQ+cH3JJJ+lQaohtJpNOuMHmJvvLjke9Y1KfMjelVcGdXol8kjxjflTwDXm1adj28PXUtDoo7xhNtVsK43Y965HA7FI2bO9X7IBIwyp2f/XrJx1Lua+jC3xGJgD8vepaY07G0UgMWItob19KydzRalUQgwCIE4A6E8UXGQXEJAIRASOSfb0qkxNGdPZMHGDzjk1akTYh+xMgzISVzjjqKpSFYs/Y4mi2sQV7qy5BpqbQuRMgl0i0wSbeIKepCgVSqS7kulFdDPudK00nMcHmg9SqitYzn3M3CG1htvotkMBdMQknrJj/CqdWXcXsoP7I+98LWNzGVeygUHjMYII/GnHEzj1JlhKc1qkO0jwjpNnz9kEzg8GY7/wCdVLFzl1M4YGlDoao0uyUgG0hUf9cwKwdSXc6FSh2JRpsQHyoNpPGRWbqM0jBEggeElWUY9uanmuWkRyoQnzJx0zSuVYY1vuIWP5Qe+aLisVzDIkyxLyCTmlfQEi/JAotypG9SNrA+lQnqVYS0YtbeW7fOqbRk9cev5frQ9xD0OAwGPlwBj0zQIks5hubrk5xRYm5h7RJ4iy7cKNv5mtPsmfUg1K8t1eeaQ/ukUooz1wcGrjFvREykkmzybxHrLXdw6xMdv3civZoUOVanhYnEubsinYZwAB19ucV2JHnvU9O+CWqLp3ihbWSQeVfJ5R+bgP1XI+vH41SOeqro9+t+cnHSqOUmTjHY9aBMnU8ZzSGiRfTv6UAOANAEiDigCQe9SMcvPamJDhn0NIYoPrQBJk461QxRzxmkCFXvSGhD07UhEZ5FMQmPegCPHNMViNhnvTA4n4wa/wD2J4WkjgfbeXgaGHkgqMfM34A/rTii4xuz5plMZIDEYB5AOc0M60VmZTlgpGOlSUivKoYNvAbvSKRWtppbOT93kLnOCe9YzpqRvSquB1Ok6wlxOjkjkYPsa8+pRaR69DEqW50ml7rnUAgzjbzXJJWR3xd2dRbbmvIwuNqgZH4Vz9DQ1oLpSrIDhzkCoaHdosK4VyMcDB+tS0UmJDmTdt7cE4pFJkjW6hDyRzkmlcdis8UbBozwM7s1UbisVVglV/LWNnJOFyPvV0wpSkQ3ZXM2Zrq4nmtp12GM4Kr0P19apx5HYF7yuWrOz2Iwk+U4G3A71LmVGncsxMC/l/ew3XGKhtlciLYQlQo557c1FylEcsBQ7yTRqwskRSSRs2cN6VWxDQoOVPJGfapEhzqSmdwY+9JFEQjE27BJwOaewD1VYkLt8xHSkIiMZyxA681JSRYWIBAcdjketIRBcRqgBwAcZz65FUJlaIhiWXrjke1BJJbyxq7hWBVPmb2zQQYMEhnupDuwXkzken+c1tayMzkfinem2iisbdwrzAFlHVUH+JrvwNLmfMzzcfW5Vyo4CCPqSpyPQ8mvWSPGZes1w4P3cdOaolmnYzNA6yxkh15U9CDng1SMmfSfww1648ReGY9QuUVbhXMUhUYDlcfN7Zzz70eRzTVmdQCScdKDO1yeNcA+gpXHYlVfzoCw4D/69AEkfWgSHAn60APXt60gRJ2oRQ3A96AHg1Qri/lQFxRUsasB6YxSGM70yRv0oAYeM0AMJAzxTsI8W/aL1XTXNlpqMj30JZpD3iVhwD7nrirWiNqSbPFG2EEsxfHXB4pHQMOx1ZgoBHA9qkpELbnYAjpx1pFEc0a8qep9OaBoqjzIG8xGIrOULmkJuJ33g28lnshcMwDEMOvQivIxMLSse/hKvNT1Oy0m4WT53xnaN3sa45o6lIt3MRQb1c5JDIc9KhGi1LOm3aNsSU4YqR6Z5pSQ4mzFn7i/xDg1nYtEiRuQeMikF7GdqUsdvLbq4yjuQc9Ce1bUt7lQs2dC1pZzW0N019hjghU6qfSu5TRLurxaKE1l5l5NcPCEEpHJGOgxmuepdu46cOSNiC6iiihZnf5R36Vlys1Rif2rYRF1BBwcEmr5GElYWTxHDFFiBS2f7qE0KkZ86K0Hijc5SWGXHb5ar2YXubbGCdUlg3bWQMMDOaiSHaw2NlMhTHpyajlIuWfLVFwB9KgdiJRglVUDqce9AESqFnMchJ4HWhjROUVhsUHnH5VKAWRSu0N26GmBRnf92VZjlRj1oW5LM2W4kiIRF/eOpUEdPrVpGY/UGSy09Y0wbiXBb/P0NOKuyJM4DVvFEekBmjXzbhiRFHn8Mn2rupYV1H5HDXxcaS8zgry5utSvZL28laWaQ5YkcewA7AV7FOmqcbI8OpUc5c0iSNRzwRirRmTRgbwQfmB5BximSXodq44PHXP9KpEM+hvgfMj+Bo414MdxKrfUkH+tBzVNzv0UZABoMyQMBgClYLkyHjNAJjwOKQxV9KZI9QAKQ0OFADscUDExTAevJpkoUfWgYv40rAGcZpANY0wGikIackE4oAhcEriqQHzF8arG4s/iDqEjv5i3jLOnqARjH4EEVbWh00ndHEHh/nZQQPSoZsRyHIzsP1x1pDREzlm4BxQNCp/rNxb5cc80hjGG8EZHFA0LaXt1pcplgyyH78eeG/8Ar1hVoqa1OmhiJU3od34R1uK52Etwy4bPXHY/h3rya9FwPboVlUV0dsxItfNUCSIjHHb3ritqdSZDJFkiMAFR1NMtO5p6ZqPlYWcjA43DtUNAm0bkM8MkWYnBB9Oc1Fi1K5V1GwhvYGhlzhuVYcFT6inGXKwt1MaQ+J9NUxQxx30K/dZWCP8Akf8AGumNSLLU31RQuPEOt8wnSrtZPfGB+Oaq67gpopSR+JdQyJDHaRn1O9sfyFT7SCDmb2M++8KwhCTdXHnyEF5BIRk/QU1XZm4XMTx7pQ0awkmhvrpXlRREDO4G4nBxz+NdmFl7V2aOPG/uqbkmcr4Y8UazpF/bfabt72yEy70n+YqCcEhjyOK66uHjKLa3PNwmPqQmlJ3TPfdGsymovaod0IRpkGeCrYxj6HNeQ9UfRy7FkRRoXVeADgVlJkqJJKdoxnNZlIZEC7fdPOKBEEuPtTgnoRQJF22ChMnIOO4pMZQu7gGZmB6fLRbSwkZs0pVZJWONvU00iJSK+mE3Nx58q7QFIXPYZq9kZ3MDxnrCx2styzAY+WI+1dOGpOcrHLiaqhBs8lZ3urh5pMMzH8h6V70IqKsj52UnJ3ZOsbBQRt9OTzVEDzux2A7FRzQhEkZA+6CMHOT1x7UxFyMkq2FAwc5PU+9UiD3P9nuUv4Yvo+uy8yBnplR/hT6nNVWp6grc+9KxlcmB4zxQIlRsAcUWGmPDdeKVguOU5osJMkGe1A7juaAH+3akMTNMLgDTIHg0FJ3A96BsM8GkCGtzQgG/rQShoYc9KLFIhuXCQs3ORTQHzX8eLlH8dSYcgxW0SceuCf61o9Eb0NUcACWGQQT6kc1BuRShQ20AEDqd1IaGKMjaFx296QxG65Ayc+hpDQinbuwMFuvNAxm0PGcrj60h3H6Zdvp14kisBGT+R/wNYVqSmjqw1d03qem+HdZTaqO5ML8YJ4U/4V4tWm0e9CaaujcnlMblMjHY1hY2Q+GXePLfqefrUtFrUuWoltmJhdlPrnrU8w+VGtp1+ZG2zY3j0HWiyYlpoXJZkKYzyKSRdyleQrLtuFAP8LUxxZXlRgmV+lSjQyrxSxYEkgcitIiscV8UCLrw/ExI3QXKjB68gj/CvQwDtOx5ubRvRuecXEIaNk2jA44NewfOHvfwi13+2PDCXd0refaotmT/AHmXuPUYwa8TEw9nNpH1WDre2pKR0Fw8fC985YnvXC73OtDAQThiMYpFWLEEfT5iB6ikRIy1zJeyynGN3H0qmTBFyWZcEk9Op9KlIbsjnp7sfaG8pflPQnvWljJtlG++0S7I2x85zgDiqSIF1q8XTtOjtY2H2iXIPsO9OnDmdzOUkjyXxRqbX+oGKJz9nhO1Tn7zdzXt4WjyRueDjK/tJW6Ipx8DAAwPQV1nGK2FTccgr2zQSCNkgsq464oQD42I3EBf50wLUEiAfMGPBAAPaqRLR7R+ztcq0ep2oGPljkPPuR/hTbOWqj2FSMfQUjEVeaYiVOvOaARKvpmkOw9B1oEkTLjHSpKFx75oAl4Hb86Q9hu5fSmIQgjpVkscM4pDQuD0pDQmeo5piGknmgm40nigBhxigZFcgeQwI7ULcb2PlH4qTvd+PdXcORtmKDHTCjH9K0Z00naJyzruGS5ZuMmoNhBwoIUN34OaQyMMCrAsfXGO9IYKhAGATSGKSAmGJyPWgYzJIIDfTNIBskaSLtc5yPWkMv8Ah+8KSGyd+cZjJPUelceIpfaR6eCr/ZZ6LomoLeWLI5/exjBB74ryZw5WezTlcmW6EMojlBKnow6iosWadlfnhCwdc8MD1qHC5akXLcE3asj5Vv0NJbWE97mkHKk7jnIqTREthKJXaDI+YdMUyXoTGFSuQMduKk0izNu7UPzweeTVIuxyvivR7a7xHdK20DkA4Psa6KNV03dGFWjGtFxkea+INGm0+ZV+aaCRsRuBncewIHevZo141I3PmsThJUZ26HrPwqsrrSvDkVlqFqYG3yTGM4yxY8Zx0wAK8zFzUpto93A0ZU6KUjonJdy3QA4Arieh3oesOWUDNRcotTMYLCZyRwhI9qIq7MJnO2c81y2IsBO57k1o0kQrlu/Ro7ciST5iOT6CkgZzEl7GLpizYii5PHJPoK05SbjL/U5IQt7eOIw3+qhHLEdqcIX0RjOXKjjPF+rSpCXkkIvLnhVH8CV6OGpJvyPNxdZxjbqzkrSIKhJVifpXqHjk5VWH3jn27UCEb5up4AxQIWIAgsB74xQgHR7D8rggE84PNUBKBuZSobHAxjmhEnp/wAujbeL2t5GI+027qo7cfN/Q1TRhU1R76vTrQco9OM0AiVD3oC5IhHc0BclXk0h3JkqR3A5FAhwOe4oHcT5f75FAhw4zirGhTnb1pA0KCSKQDeTnmmSNJHIoAaefwoAacCgCvdHEeSe9NCbPkfxhL53iG/lyfnupH+nzmtbHXDYxDtEnATJzWTNkR9FdkYrx83vSBDhIQoGRjt/jQMaXOMbu+ARzSGhCyqoyM59e1BQBhyQD6YFIQ3y9zcnp6rxSGV7uJyBIpYMDlWHBBpNXVmNNrVG54a15vtKpM2LjPzbeA49R7+1ediMPbY9jCYvm0ludrG63NuskJ3he/cH3Fec42ep6kXdBHOQ42sEfvkcGpsWja0m8kkIAKqwPBzUND3OgjlaeI+auCB1PSpsUnYz/ADpLbU45B9wnBz0zTS0FLU34Jx5YBHfrUG0dUAiV5CFcFT1xTTK1Rn6lbxyJ82Ay5+b2qkSZ2maLbvP9tuYiyKcwrjgn+9j+VaqTihKPPqzf2FowQgB6A+tRct2RJJbkRjaMkDJ96ybCJVN0kRCrlnzxzSsWVtauNulSAud8vyqB71UFqY1GtinYyR6bZKir5k5HC/1qt2RcxtYu766l2naCfugHha0iiGZWnRoHknmbdHCSxZj1Pc1T10RC01Zg6pqqDztXugdo+WCP27AfWumnTbfIjjq1VCLnI4p5ri/vXu7oku/OB29q9anBQVkeDUqOcm2WEXbnPJ9OlaGYgJI4THPPNAxxRgNxABx1FAhucHG5ST+INCERBys+DgDHQCqAs2uxgfmAYHqSKaJZ2nw4u3sPGOlTsoCC6VCfVWOP61UkYyWh9NLxxnvSOQcGGeaAJEbrimImQetSNIlQjNAInHXNSMd14oAbgdwKBDcH+7TCw8MfyqrDuKTkUB0DdjgDFFguHODQA2gBCaQiMt7UWDmKOrS+VZyOP4VLfkCaqKJZ8f6o7SXcj4IDEsc9+a0Z2x2KkwkEmPlAyec1m0aLYiUcdc+vNSNCfNnOEx756UFCl/my5xikMadpPyEkA8kf40AG9UQEs5I9u1IZGGRmOUYnpyaABnXJUMRn+92pAVLmEknafmHIKnofWk1cqLszZ8LeI7u1n8qR18zGMN0cf41wV8OmephsW9mdzp+r6dfgpMoglPHPSvPnSlE9SnVUizIs9mUlyTFnqvas1qbXOi0i6ztBnYq3eoaLijXvLXen7xQwPQgVCY2iJJ3hGxjnHQ96LFRdia2uftJ2243SA4Y/3fqaaiaKRdfTY5ObpvMPfsv5VV0tgsPjSEN22D0qWx3sPjdFYn7y+/SobJtdkGqX8Xk7ISAx4JqVcrYwoSqybucnjk8n/CqsS5E86STSebKOFGEHYU1oZ2uyvNLFbwOzYLtwM1S1BqyMK/LJbSvn94/Cn+Z/CtUZSZzmp3scWlraJIRHIczOO6jsPqeK2pwbdznqzSicFql++pXWSNtvGcRr2HvXrUKKgjwsRXdV+RJCqhNwXJ9a6DkJl2Y4YsSMhc4oAiyMH5lVu3rQAdIyxBbPtnFACNtwckc9qBDQAowEyOxx1/CqAdCC/AjI9cDtTQma+k3myRSM4jZWTueDn8Kq/QylE+sbK5W5s4bmMgpLGrg/UZpI4paMnU56ZzTESxknvQG5MjEHFIZKj/NQInVst14qRokHv0FIaXcMjmgBufemJNApNWJMdnnFIrYXvnNAhM9Tz7UxjVpCEbPahEkRznrQIwfHE4t/DeoTbj8ttIev+ya0huFtbHyhcticgYyRgHGf/wBdDO+OxWlRV2O7YfGMgce341LLiQqchiOmMe9QUKmCxznk85oAAMMT8oHXjt+NAxC2eAMHPHrSGNKjcdrc+woAZgHO3zCCMfjSGKVURgFBx+tIBgj+VsgZHTFAEE1r5kZYEo6nKsPWpauUnYv6NfSM3kyj98o4I6OK5KtKx6GHr30Ow0i7ult91o4mgP34JDnH0PauCcVfU9am21dGxp9+olVATESfuvxg+lZOB0RlY7Sx1HdGIGyzgcLjJrDkOlNNCSQXVzIoCeTE3BY9cewqlG24uVsuxPb2VvsgUIid/U+ppOV9jSMUkOFy8ic5w2McetTawnKw+bUrS2jIkdcjjAHJqbNmTkZd7eJKpC3cKg9fmxTSsL2iKC+exPlSgqenGadhObZo6dZBT5kjFz70mwRf1DyIrYySHAUce9StWarY4TU9QR5VcnAziNc9T3P0FbxiZzZR155pIo1c7Im4wOrDv+FaUzCSvuefeLdR8y8FrbkrGoA49B/k16eFpWV2eHja/NLlRSs1UL+76eoGK7jzichgueM55YnmgQ5lJVTlQT6HrTQDSqs+Mhsj2osIX7sZG8celMCMIchvTnpxS6gPBcDbjC9KoCeFFjOfmbg9eO1OO5DJoVVMMpOfpwO1CJZ9MfDS8+2eBdJl3biIBGT7oSv9KDjqK0jpAcHqaaIJUbNFhEyHjrQO5KlAieLOetJjJ85HJqStBvBOCaCRO9MBQfSrJQufegbYBv0pWGmOXnikUgKigLDScLjuKCSI8c0COL+L0zQ+BtUYMUzEEz9WArWA4q8kfMU7LGzdeT061MjuiVJH8zKg8qSenJFS9SloNDfKMZJzzxUlCMHzgDOPWgByF2IOQcfjQMCZWXkKD1zjikASbl4ZxkDIGOtAxvzk4A6jqDQAbflIVjnvxyaQEY8wHJc/QCkAKGYdmz0FAyNw8bLLGwV1O4cdCKmUbqxUZOLujpvCMkmqamBayrbSKu64QrlcDuB7151eHKrM9nCVeeWh3beHbfUVjS5lkC7h8y8MB7GuRS5dj1eVT0O1torTT7RUtU2oFGT1J+p61i5XOqCikUJr9JdwUjCcUA6hDd3sH+pJAI681FieYrvqMMMbb5fu8gsKVmzOTOY17xrbWgaC0t3ubpuVjRdz5+nb8a3p0HLV7HPUrKOm77EPg628Ra7dSXGqWZ0+DIMY4LMPyp1lTp6Rdww6qTTc1Y9EstIa3jwZNwHXNcjlc6OSxXvdSis0Z2cbUPbrSUWxp2OL8QeKftkohhR5sHhF6H6muiFF7siVZLRahotk8lz/AGhqZXcF+SMfdQDsKcpWXLEiN92cz438QRTXTpbthV+XI7D0Hua68NQe7ODGYlRVkcWqtcSmSQlWPTHGK9aMeVWPBlJydywimMneCW9c9KoRI20oMOpB7CmITgAsuRj1OaEIXO5xuwOMnFMBXVGXewYj69PegBq7sfKDnHQGiwClhuC89O/amBYtWUvsxu3cGnHchkzhVYFWO3A56YoJPevgVcmXwa8DZ/cXTqPowDf40JanLV3PQAPwqjElj45JpATIcjmmJvQmSkNMnjHPPSkxkpI9fyqQELAHIpoVxN59KLDUhQf/ANdWShORQIUGgpDlOMmpZY4HINIQxsY6ZNMTInGPWhAecfHi4WLwZLFu/wBbNGvPfnP9K1gtB0/jPnGc7t5+XaOcAVDO6JDEUZ9yjbgilHcb2EnBjmZCz/KcY/Gk1ZjTuhh4JG7GfekMUeYRtVc55oGKfMBwwIA64FIYgCkEu21h696AHZQEDrjvmgBFZdx3AGkAblDEDIx1ApAEjKcv5icDpnBoGiIlf4GC9+vQ0DG6fqU+k3pvIWJJUo4B5Kk9R75FZVKamrM3oVXSlc9B8J+MYrqNVaXaw4JHX8q8qtQcWfQYbFQqROlk14PEVWXI+tcvIzp5zBvtYjtnMiyImeu5uK0hTbJdVR3K48R6YkZP2mO4nYjAjbcwP8gKfsZF+3g17ruQRfbtcmEazNEjc7Vz8o9z3P0p2jT3FyupojtfCvhaxsUXZCu9vvuw5PvmsKlZyNadNQWh2UAt4I8KFULyRWGrL0MfXtcSGIqXVTj15qoxuZtnAyfaNYlMVlC8xzzLLnYPy610xioaswblLRGxpXhY2cW+ZvNk7nGBUSqXGoWMDxhqIt99nbyLuI+dwfuCtaFPmd2Y158qsjzic/aJyY8+UOFJPLe9ezShyo+drVOaWg6MADjAz6jrWxiSHJADAD3xQIH3AYVRkde2aaAco3DBXnv7UxAz7cfKSfVhQA3zXK/KcAHnC9TQA4Mf4i2ccdqYBn5s7flPWgBCXWPbGRhj94D07U1sS9yWLewwzcjnJHNJEntf7O1z/oer2efuvHKOfUEH+Qqluc1fa56uCep6VRy3JYzRYVyWPg80AWFPPFIZYiclSDipaKuPz2GKQDMimITNAh4qhCj60DADv2ouUkOAqShATigQwtyMfjQIaxzTGeM/tE3bCLT9PQH52aYkc4x8oGPxNax2Lor3mzw6dmUYyvX1x+lZs7ERCbyxuWPJBzUp2G1cbNMkhd0Y8n05GfWh6jj2GqVbguRjpSLJEQBsknjuDQIDljhiCcfnSGKEG3qf54oAbIBgbn3EHnnpQALjGSxIPqaAHRrwT5gIzzUgRmPOScEdiKBgYlG1gy98j0oArTxFsjaMn2pDRTVJLeYzW77W744BqJRTWppCo4O6O/0HR31LTLeZtQl3SxhiAQCK86pJQbVj3sPH2kE7lgeBLOe9jFzLIyg5YliT9M1l9ZaWh1LBQk7s7rSfD2lWVnH9ltI/l9R+tckqsm9TuhThBWSsXre0jWVWZV3+gHSo1Y3NLQ0rmeG0tw5cDjnIpJXM+ZnPalriqkipKD8uS3arUDNs5GGO916cEFhEz7c92z6V0JRhuZqMp7bHqOkadZ6VpMdvCBujQLyK5ZzcmbRikcv418QR6bbFUlxx82D19qulTc3YyrVIwTkzxXVNSn1C6kySEZ9z4/iP+Fe5RoKKPm8RipVG0NhwqcA4zkGuk4yUHOc/LnHOKBCMGA5479aAHcsgALZx0xTQDvnCHYwHqAeTQxDGLj5sDrxk800A3pnGQR0BFMB5kKjaykgdz2oAYGBwATyeKBEy5CoAWbcSc4/CnbQm45EZmJGCOxoFc9Q/Z7uzH4lvbRsAS2p+uVYH+pqjnrrS57gGJH0p2OMejfWmInjPagaJlNIZMhOODSGSKeKkEBIpiEz7UBYdTEKCRQNXHDGKRQo96QxCaYrkZ68UCQ0g80DPAv2jpWPiHT4CSuy3Zsjry3/1q06G2HW55E8jg43syjkBuazZ1ojVhklkU9uDg1JQ+JoGDrIwiLAAFuBVK1hagfKdiBsIwcVJQ4GIDjaB7k0CEzH1DA++7NAxWUbDnj0y2OKAQxVHIx8vf5qQwKgHAI/MUAOESn5zIefTHH60ARiEhcDefYmkAvlYG5st6cHikNDZIhgdOemTigZWkjyuF2gemaAuPsdV1LSgogLPFGSVU5+X1wfT2rGpRU9zpoYqdLY73w143tLuExzDE/XB+8P8RXmVcLKOx7uHx8Jrex1EfiaFoAI2U4rldFrodXt4vZmdd+J/KnD+aFB7k9K0jRbRHtordkU3iaCdMib7TOeFABKr7/8A1qPYtblKvFq0R0OlXGpgyXpcQMcsnQt7nH8qLqOxajf4jstLhtrWMR2yKGTAAH8Nc8m2bJpIzPFHiW30yF087dOR0Hb3PpV06TnsYVa0YK7PFfEes3OtX7MzOYQfl/2vf6V7WHw6przPnMXi3WlpsV7WIr0zkdwK6jhLPlk9HZh6helAhFjdOVzx3wRQA9lbHBOSeuOKBDSkmOZQccknimA7ZKqgrIue/NMA+cKQrgAnjPemAoEhYSApx2LZ/KgCNi+/7qYJI69TQAiK0rbTt/E0ATxzIlsqsdxL8c1SfumbWo4NuC4LA9DhTSA7D4S3RtfHOlsmf3sphI3DlWBH+FUtjGqrxZ9GoxJxVHCkSIaAJkOBQBKhNOxNyaM8VLKWhIpx1qSkLmgQAj0osHMOWmSKelCKSEUnFIEPDcYpDuNz1FMBhPNMBQeDjmkI8A/aQt5x4os5yqlJ7XZEFPzfKx3Z/wC+hTc0o2OrDRcr2PJZYpY2G9GGe5BFZqafU7PZyW6K/LZYgZPpTFYFGAeh9jQMcWBPOTgdB0oAVApP3RgnoRQMc6KB3AP0oENMaH5hu4xQMAI1JGTz6dRQAo4YgbumTSAQ4LZwfzoAdsUZ53Dsc0AN2nqpOKkaEYMFyJSSTkc9KAInEikcjoOooGBZcYKgj1VscUAUri1hlyV+Vh3PFKwJ2HaQL63vkt4pAI5Gwwbke5qfZqTsWq8qaujrbeBIpN2xJR6OKVTBX+FmtHM+V+/Efp/i/RLWRg9tIjKccJnNcM8JU7nqwzKlbaxo3HxG05YttvHOxxgAR4rJYKfUt5nTtoYF9491yYMtoggjzwW+9+ldEMDBbnHUzOb+FGDdXV/fuDfXTOOu3oD/AI11QpRhsjiq4idX4mLFb46sc5GR0rUwuWool8sjecjtQIcqkAgMRxjAOTigCMAdycY9KAJEO2MsGkB9RQIQq3eVvoaaAdvZXAEnPpyB/OncBN8u3O76Hk0XATzZipKPwOvFMBhklbgsdw68UAM2uMt5hGOmBmgBxkdiPm5AAAAxigmw7lj94jA6ZoA6H4dXH2TxppE65AW7jzz2Jwf500ZVPhZ9QRnnp0NbHnImQ80rCJozTsBMh96RKJkIxikVYkU1JSHAikAmPamFiTJoELk4oGNHtSGhe1AMQng9aBEeR2NUIMnBpDPH/wBosJ5mhPnEo84Djkg7f61lW+E78AtWeeQ2iT2DHO4qvy5/u+v55rz5SaPchG6NmDQNMn08tLZQyMWUbyMED8P881n7WUXub+whJaoYvgbSLueeOFZ4irArsfOFPTrmq+uTRH1GmyaT4V2LND5OrXSxu2CXjVsfhQsfLsS8uj0YyX4RMGPka8gGcfvLfB9uh9xVLH+Rm8vfRlOf4S6vECY9TsnXJyfLcYx371Sx8exP1CXcpp8M9fdikc9g5AyD5jDP/jtX9dgZ/UanQhk+HPiYFtqWUmPSf/61P67TH9QqkZ+HfiRUDNBaYH/TwP8ACl9dph9QqiDwB4n8sstpbjDBT+/Xj0o+u0w+oVSvP4I8Sw7jJp/Y52Sqf61SxlN9RfUavYqt4V8Qqob+zbhgeBtI5/Wj61SfUX1Or2K7eH9XVPm025yp5/d8CqWIp9yXhaq6FKewuI8+bDMpHXdGRj65q1OL6mbpTW6KbxkNjGAf0qrkWsIyDZhhn39KYhdMUjVYRk7d3H5Gqh8RFT4WdMAfU+3NdRynJ6okTajOYVGN3p371yztfQ6qd7EUUXONoAA5qTQnWNdpIPTp3oAlhgdmAVWLdgBmk5JbjUW9kW4LC/kJMdrcSdjiI1DqwXU0VCo9kWItH1R2CrZ3O49jEc/ype3p9xrDVf5SaLRNYZ8f2Rek7uMQnk0vb0+4fVav8pWuNN1K3JeXT7lByATCwyfyqlVg+pDoVF0IWhnQESwSIfRkI/nVKUX1JdOS3RAW7epyc8e1US00OXJPLKQPXmgQ3CiTh8Y/z0poBdx7hcHvn9adwG+WCTkg4/WgCNlGDnI7DigBwC7cOcDt7UxCrnJPAz3zQI2/CNrLc+I9Ot4GQzvcIF3tgE7s9foKE0ROL5Wz6mHQ9Bmt0eVckjZfQHFAEynng0CRMh4z2pDRIh96RRPGSfepYIfz7UguKFYjIFFwSFB6imIccYoRQ3PFAXDNFgbEb6imhDDj1piGg8HB70WDZHi/7Rdx/wATjR4MDIt5G6+rY/pXPX2PSy5bnKaJGjowAGyNAGXPUc15s9D36aOl0hdltsO1W6tkdfT+lYs6obGp4cZEjkUY86U+YwHYZOB+VZzNYWN6F9ys45EQ3A45znisi2LfXQjKPIjMG2kD19v5URRDLEE6iBC554HTOAR/iKZFmUyYA5kEu3dy4UkZ9x70rmqjoUpHZbnfA08iL/rMHk59O2aB2JJZN8flypIyFcHKEAgfypBykP2VomMiF1G3hTkjHvSuOxBBqFmztb3ZdQpyWYk449qdmFiG5ME8DrDIokjwCU6N6MB39eKSugsijbSSOzLPKoUnhjypx6//AFqsXKVtRUE7ZXSUHhSen/fVCYuVHJata2XksWtACxKZ8vHHrn1reE5LZmNSlCW6MW70a3aF5I5CrAH5c5GK6YYmS0Zx1MFFptaFLwzpMtz4khhC5VAXZj0Awe/1r0KE1N3R5GKg6cWmdNq+lvZKHKYBOBzkV2HnQkcJdWjjUZYgM/OSD9a5alot3PQpJyWht6X4bmcGS5YxIBnHU1w1MWlpE9OjgJS1nodJp2gaZDEXlTzTsDKH6Y9645YipLqd8MJTj0NdZtO09VW2t0+RSTsX8/fv2rG8pbs2UIrY0rC8iEIjlYCTIyI+ir2XOPWpdylA0bGG1kuvOZlVsY+9ncPp3/l9alt2KUUa8Kzl2kQYXAX7uG49qkpIkuLVHR8shONrKeA2cfl2oTI5UUIrVJSxCqyngKxPA/rVczQciZIbKx2LDcW0LktjBhX8PrTU5dGZulF7lO80bSotiDSrQkMDxCvII6dP85q41Z9xexh2Jjo2jzOJv7I07DqCF8heP0qlVmupPsIPoZOreGNIllZrfTbJMxjkQjHrnHarVefcbw1O1uVDG8IeHS8zrp0G4gLjHCHvgdiKPrFTuZ/VafYk/wCEW0Hy5CNFsxnIGY+QRx/Q01Xn3JeGp9jLstD0mNJFmsbMGNiquEGDzznPf/61N1Z9yVQh2KGp6ZaMJxHBDGAuVwgHQfyqo1JPdkypRXQyNCnW18TaResoR4LiLd6EZxn9a7aD95HnYuF6ckfReAPXg16h8zcVODjFAIsKefwqRksbfLigLk0QZuAKllIuQDb2qGykiTHPTNIaHg8d6RREtWQKOvFA9xpyDQJoXr9KB7jGqkSMzzzTENb7h9aEB4X+0NJv8X6auAfKsdxB93OK5sQetly0bOd0hljtkDFt0hJceo5/lXnS3Pdhojp4ZGLIIzjdxnPQDANYs3TLlk5WWWNvuJ909yAeAPx7/Ss2XGTNqN5o8W8SKzGRd3PYVBbbZZkLXiPKsRDI4B7Z6ZH160bEpEEl+VXYWyAcqxXkDk4pJGlrF19kttuwr8AY2jnt1rN7miRW3jy0BDMQ2GG7oO3+FA7FKadoropnKMMHr07U0riehKs8u8SSk7OAu0/r/wDWpWGgmRRJJKAm8nBDDOP/AK1JDM+SJDIHCpDKnAYDdj256j+VUIzNWtkNu84nWEkH02lvQ9waqLIehiyz3ZiLSReZhh9xsZPY+xxVWQJszrmZpEEsiBI1GShxuPbP/wBarSJbMu8DtbFjhSfuqBzj3rSO5hN6Gn8PYYzNe3QTMgKxqf8AZ6mvWwatFnzuZSvJIueLGldFAPy7iK7TzobnFS/JrKscbiuAQOprz8Xsezl7szrNLcyRfOS2OMdK8eSsz6GDuicNLM5hCEHnYxx09D/n0pFpNk8MRUgTJmQ4VNn3hjJ6+lIEjf0mEyITJKr55bI5PsT3qGNGlbtFHIcKr7Rjao2/kakpFyO780lk2oq/KqgcMakCBr7c/wBnVSrsSzSN0Prj3qkiSbzRCG2MoOBkZyO/P1oSuNEcUyySiU8pFl2OOox/XNOxLY+J4r2IrcdC24c4PHoe3SjbYE0RLG1vdMq7vnIWNR3Y81V7oNhDN5ZkYochtgJ5ye5yP88UIGM1CMvdIwUKuVLAPjcOnP5DmmthA82C8KBkffuyRx/9cf41SXUhsxSR9mmUMAVcg8dQCc/zqzPoZmqEBny2/MYC57Ec8/nVxM5HHPcFNSjYgr5bqfwzniuylpY83Eapo+l4nV0DA8MARXsHyg8EZoAmDZx9KkaLEKlzjoKluw0rsuRDaenHrms7miRYQ0ikSg0gQuaAIh1NWIfSQ0RmmSw/hagYh7fSmiSHuKroJ7iH7rfjQCPnv43En4l4JJAt4sZ+hrlxG57GX/B8zKtCd68nov8AWvPke1A6XTCTDaZOcqmffLc1hI6IGna/6u3PcysD/wB9VBoatiTsbk9B/wChVBcC9a/Kk+3j5j0+lIT3MzWvlQ7eOB0oiavYn01mFnIAxAGAOfepY4jFYjUJcEjKc8/7VLoUh8ir+94HO09PakDIp/4l7bhx+FAkEZJs5ckn90P/AEEUPcZmuSZgCeDExI98Gq6CRScAyw5AOU5z3oIZk60Sgj2krugYtjjOPWriIwbrm5kB5GM/jitImcihOT5FwcnJ25P4VpHcxlszovhuALCbAAzKSfevYwvwHzWP/iFrxQB9l6fx11I4VucJq/8Ax8xf71cmK2PTwO5vaEzbpvmPVe9eLPc+mpbGghIilIJyJOD6VmbIsXhJRCSc7kH60kDNnTnffbrvbaQARng8VL6gzSm++n0H86kqJDbMxubkFjhVbaM9PpQxF1iRaJg4/dqf1qUNhdACxYgYJAyfXkU1uLoV5WYWxwxHzY6/SqjuJ7Fmx40pCOD5SH9ab3CJcu/9bCe/mj+RqUMSyAFkMDHzHp9afUfQZef8tR/0zb+dNETKOonmA993X8q1iYSMrrcSA8jfmqJMPVSReLg/8tP/AGUVcdjORymo/wDH5+ArqpHDWPo/QCW0SxZiSTbJyf8AdFezHY+UqfGy8P6UEE6/6sf7tT1KWxdtf9Un0rORa2LKfc/GoLJIfvmn0BE696TGgoA//9k=)
A görbe pénisz kiegyenesítése történhet műtéten keresztül vagy sem. Hogyan lehet kiegyenesíteni a péniszt a pénisz állapota alapján. Ha a pénisz csak enyhén hajlott, és nincs fájdalom vagy nehézség a nemi életben, ez normálisnak tekinthető. Nem kell különféle módszereket alkalmaznia a görbe pénisz kiegyenesítésére. Mindeközben, ha a pénisz görbületét Peyronie-kór okozza, több lépést is meg lehet tenni annak leküzdésére, nevezetesen műtét nélküli vagy műtéti kezeléssel.
1. Hogyan lehet kiegyenesíteni a görbe péniszt műtét nélkül
A Peyronie-betegség műtét nélküli kezelése történhet nem sebészeti beavatkozásokkal, például litotripsziával, péniszszívó pumpákkal és gyógyszerekkel. Sajnos a pénisz átrendezésének hatékonysága nem olyan jó, mint a műtét (műtét). Ezek a módszerek is csak a péniszhajlítás bizonyos fázisaiban használhatók.
A litrotipszia lökéshullámokkal végzett kezelési eljárás. Ez a módszer azonban nem tekinthető meggyőzőnek, és az elvégzett vizsgálatokban nem történt előrelépés.
Ez a kezelés magában foglalja a pénisz behelyezését egy csőbe a tövénél lévő gyűrűn keresztül. Ezek a csövek elektromos vagy kézi szivattyúval rendelkeznek, amely vákuum létrehozására szolgál. A pénisz kiegyenesítésének ez a módszere kockázatokkal jár a pénisz csőben történő nyújtása során keletkező nyomás miatt. Ez a nyomás sérülést vagy fibrózist okozhat a péniszben, ami súlyosbíthatja a pénisz görbületét.
A gyógyszerek hatékony módjai lehetnek a pénisz kiegyenesedésének, ha a Peyronie-kór korai stádiumában adják őket, pontosan akkor, amikor a pénisz görbülete nem stabilizálódott teljesen. A módszer sikere bizonyos tényezőktől függ, például a kezelés időpontjától és a betegség kezdetétől.
2. Hogyan lehet kiegyenesíteni a görbe péniszt műtéttel
A Peyronie-kór súlyos eseteiben ez az állapot műtéttel kezelhető. Az orvosok azonban általában azt javasolják, hogy várjon legalább 1 évet, mielőtt a műtét mellett dönt. Ennek oka, hogy ez az állapot egyes férfiaknál kezelés nélkül is gyógyítható. A Peyronie-kór miatt elgörbült pénisz kiegyenesítése a műtét a következőket foglalhatja magában:
- A hegszövet levágása és egy kis bőrdarab vagy véredény rögzítése a pénisz kiegyenesítéséhez.
- Eltávolítja a pénisznek a plakkkal szemben lévő területét a Peyronie-kór miatt a pénisz görbületének kezelésére. Ezzel a módszerrel lerövidítheti a péniszét.
- Speciális eszköz ültetése a pénisz kiegyenesítésére.
[[kapcsolódó cikkek]] Ha további kérdései vannak azzal kapcsolatban, hogyan lehet kiegyenesíteni egy hajlított pénisz lefelé, felfelé vagy oldalra,
kérdezd meg az orvost a SehatQ családi egészségügyi alkalmazásban ingyenesen. Töltse le most a SehatQ alkalmazást
az App Store-ban vagy a Google Playen.