Ciekawa historia z dawnych lat
z 1877
http://www.piotrkowski24.pl/rocznica-kat...zkowicach/
i 1928 roku
https://ziemiapiotrkowska.com/katastrofa...zkowicach/

Cześć,

Mam kilka pytań odnośnie kolei ze strony,że tak powiem,technicznej.Jeśli ktoś zna odpowiedzi,to będę zobowiązany.

1) Kiedy maszynista nadaje wysoki,a kiedy niski ton gwizdawką lokomotywy?
2) Co oznaczają te znaki na zderzakach? ( http://www.el-tor.pl/99-large_default/zd...gonowy.jpg) (Spotkałem się z dwoma,takie,którego link zamieściłem wyżej i podobne - trójkąt skierowany ostrzem nie na kwadrat,ale na kółko - wiele razy widziałem na EP07 właśnie taki symbol)
3) Wskaźnik WE8a,informuje o zakazie pobierania prądu z sieci.Co się stanie jeśli maszynista nie zastosuje się do tego zakazu? 
Jak mi się jeszcze przypomną jakieś pytania,to jeszcze je tu zamieszczę.

Proponuję w tym temacie prowadzić dyskusje związane z aktualnym naborem do IC na maszynistę/konduktora. Dla zainteresowanych dodam, że dzisiaj na stronie IC kolejny raz odświeżyli nabór na konduktora. Jak już się z kimś kontaktowali to piszcie, sam z niecierpliwością czekam na telefon w sprawie licencji  

Witam, kupię zestaw patek kolejowych, najlepiej z kolorem niebieskim (trakcja wagony) ale inne propozycje również rozważę.

Za 20 dni pasażerowie skorzystają z dwóch nowych przystanków w Krakowie. To Zabłocie i Podgórze. Zaraz po otwarciu pojawią się robotnicy, aby rozebrać jeden z nich. Absurd? Nie. Projektów nie dało się skoordynować…

Więcej:  InfoRail

Rozkład jazdy 2017/18 został oficjalnie zamieszczony na nośnikach PKP PLK i przez najbliższe dni będziemy mu się przyglądać z różnych stron. Na jutro zapowiedzieliśmy analizę połączeń na najbardziej prestiżowej linii obsługiwanej przez Koleje Śląskie, czyli S1, natomiast dzisiaj oferta PKP Intercity dla stacji Katowice. Do końca tygodnia zajmiemy się również tym co nasz dalekobieżny przewoźnik przygotował dla podróżnych z Bielska-Białej i Częstochowy.

Więcej: Silesia Info Transport

Takie coś: Wypadek w Nysie

Witam,
Szukam pomocy ws. radiotelefonów. Nie wiem jak uzupełnić brakujące kolumny. Chodzi mi o Parametr kanałów i nazwa sieci radiołączności.
(poniżej tabelka)
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+cF2bOs21PuYXXPCt2soJZKnwvwlGf0mwwNeubYmqbyIU9r3wKVG0x7CktUi+7OixE+p4FXXY61p38BFIiMFuB0sLowpMxoVJdKXYSyNKxVXm9gW8VmOuUUZFVGt6IyY2NOQj3+GS7KzCAQEqt777WRemNP5wLIlIw+RPvZvUpm7HxYKXOe8ox+k6FkJkmFsTWN0ioaySL/bqCF2vHMcMEPnSAj8GxwU1N5bHo9jnldnxdkz7JtTzLTwtgN83eO0eeJ+jYi4nJswmrmsmaplvK0s4VFxo3+KSzVanZeGQkmuq5VDuRpHvhjfBm9+vlaTgdb7p1GoRrodxakkqiLUpZGteooy3zKKX7orlVmCJlpoVX4CS7KTD8QJR21Eb1xpHMBF9Y/IzOv8zzR9Z+WaU8Q55nLWpe4gQhqoh+EvX1De/sH7UI+yAg8G9zUVB6bXo9jXtcbWxd0kEjPy9p4mKu/9YAbnmq0qv/1WyHt3/gHI8bWGqxjRbN2uGNjdEq1laei1jGiVi0dK2GaBqPT38+ofhrOhVslcC7Dv0qcwpDRh6g6oSEFRD/LPOdIj1XsVhymWd5NTtpAv9W+jzkd/mdUYce5/ktYaoX7uSgz3UCUcNhGPDoXcGX9B8L8Cd8smrwtecu/lZ1MZT/rl8HnXP2ssa8nXXLg+UcYss6V6RLYUnNVXSFLrznz6ps6yW4yr8v2LfTS2w1halwd455791ZGY+uyYHzpYwmRhDxND0zomnEpaPW8ooXyT0SErphnxMBah7CaVKNPQZOHZUvfjdEpYSzaUR60+kaMA8qmdaBMzaB3+uuhQGRUqLLB6Cx/Au8veZ9Jx/lML9hDaOM05r8UU03LuTxJ4aqxzmKsorgQxiU9eYfYpOVs+Qynw/8Mk5kAS4gkbBXu5qLMtIGMbpaIBRD1eayz0dO5gNNhtgGyRHk4cD5o9aKghSu+WVgxr+RJHoS9HbNGHibRiDH3GeSqjK6AfTvp0D6eqLXOBVmycJTlloSuMBx+0dnX3hSo6KW3WzmXl9MOnnv3VkZj67JgvOljmRKGaUT9iwYiUcgOszuom0euY20UW1FVf6VgHhBhe03WEuIppjNHufydg2Mj1n6yoB0geo41p+sN74XCkVGhykakK3Sjr2suW372gj2EMR4qwsz0uWE1YOJua7WWE7Ysaema1JFlGd1KnRnG5K6ncC8XZabceaa+OaWi24hcf9Qe6JyHDMroQ3o3Fbwtwo7zd3yzSAID9vEJw/7zxZgTlGxwjhcyJ6MLIH/qOpqAJ2qtc0GWPobOvuroS28K1PTS262cu8vJc+/eymhsjYIJ8tIP9+MlJRktxr9/flPHlwn4lF79bD9+NKj/tnJeiwy+nNW7bGXcTMsGe76S5wPixrISFkYGBBLLaEkWD3+DRTKDAriNC1PNfzSxr/edNqdEQtqiVooV88cdtrFpUvZVOjwNunFg3Qy6yVJRlXFEBdX4IxRlLWV1tfkcZFpGc4k5sNGrsFM8OlU6/BxvUTiYtK616dBhMiqYGBNZ6CwkFQ1RzBX5+K2DIQUZjfFWRmOrc14gOifR8WTvIjxefiN/f99Xot9Mr346xRnqMsrCUCVfV6ka66c0bJEZj5XxPA3NamCnbCgL0WZasHJl30AbZLQki4e/wSKZQQHcxnWptq87wz6pKC1z0DzNttwwTefUKmqsdeqN2tHBP2gQRq1ZLS3K40hpJY9Pc9dDwRHY5FXTkosSflrvKBSJEg6TNrI2HQpSRoXsraYI2dcSwqF/GUPLg1QMdU7sOVbjrYzGVue8AMtL4nWgAzxefiPhIvs5BAfo1U98MCpypm2JVpWcK7Yq8LKps8DTqtTzc8oDpV42FIuBbLayb6AwZLQki4e/wSKZQQHcxnWptg1t1CcLqjGOmme/R2rp6NCuThoUNRp1/0EDvV3pW7FQrAV4Kko0VAtnueuh4CCV21XMeZoGHK/JSVqofxtGSRtam04vvd3DlbBEQaMj/zJGpcDT4U7PvXsro7E18rTjYE+tcFd1gu/E/fhl7GrVUNJqLS7zQYWPzmR5Q2dDno4MMbRVRkuyePgbLJIZFMBtXJdq29C22hvBfbass3IDrwa1SNf0oKvb41shb+MB/abdSZykG2Z5QYiahD7KQiv9hY+gM2U0lyqe0TQN+HdDWgiaR5I2tDYdOkdGha6XWphKhn53Cymg4mdohSW6vsq8cyJtkdEYb2U0troREpV8pFbweAnAiF79bFedXa0fKVl1P2lpOjiT9/XkQzsjQ4HFHxb0ihGLZAYFcBvXpdo2tK32FhZV1x03TyEoMHXnrNt3XtLHd4RxRLvD5jxLW4ZmBeNPvZihha78Q+g4Gc2limc0lUFIRTfMaqMraWNr0+mll91pvCHXS23EOEivX0gSdNaXsFmq66vMO3npOVbjrYzGVue8AMuLh7W/HTxeAjCiVz+j4oxUq3aaK7aj1XvSwnPK07rUk1rZWNE5IEwruWHxhwW9YsQimUEB3MZ1qbYNbdQnVSst8GK3eWq6LXt0aFdHCWm48Q8amO1tLJEkrVfTXvpdTFzAXQ+FjX04VWF2kkNUGyOOpPWtTaeb3k4MlYimH/zLGK0RUasWGM+9eyujsdU5L8DyvFLcG+Px0kVJ2ci3zK7CLYRU7aXnGa4+mF79bCetXuV5ugY1zs9cGstCGGt90TJytdnI1QmVG3nK+kpuaINVDgvVeUx1VM3O8jQOn9u76x1CNpjxQT8V/pV8kJkP4YTa6qo5ms+sv7/xjjBLgLv+PKNy2IudK/nA1QtTTWcr90x/CpN8+a2HRjkq8cxEkyesbKRpoxprnbxRm6Pxxj9oMDCrDZSJcT5MWEyDrHoJdz37JsjxtB9+lIdZUjAG+rty0sbWptNPL59fvG/nQbJRSNr/EJoOX+wEm6LFY2Ped+/eymhsxbMt7Enwg/9BwCwROg4GSEtGJwkpLOdtMfLlTg64Czbo1c/2/XZWWRQxVyIPHmH/rveirv4NBLtgTih2iGSlcqNMRbtXHCSWUaYyw7sJs7tWqdlbfwyd8Hfg0HqJ1Lwm/A2OZ+ZT9vvWxHzeEeZ+gJknVM4Bdw9xZaopT9ZFTpwQ8yc9z9JZyma0tBameTlFna508vWZewy70ixoq93MltmA1i/KJZzK3lnItIzmYrI0nmq5zkpOS1FwJy3StTYdOktGFcadjj8hCpMJo2OCDMuiWxZ+8O/HHNHxYxu35T04Rc5LP+wkeCyX1c8b6ARblT1Nf/35a2S7D8ZrHofjd+0J7Ru6wX1PwX6bnZjPO8LE90jg0lRTopwpHULX8q2pPsl9z/41vOyp+cn0bqbK45jXdXeQhy+vZzm0A/MvELHZQjmgyEd/1ikapcNohZFlvdDXZdhmtFbWdCfrSvkbJLN9ohiXCWihZMloAXrBmvcRnlC5yK8sCutcSro2c23pGos1WNTinLGyQcEXISNGR/pRHoZmp3FSQ2sy8qAfMzE5do+7h6BSoboQaxnHwjaTtUBHJPDuuKmsKb+Gxj2QKRl1CMZKgNkuyas2G1QjjTuR8X9SylMtjxuLrWLIuNFu7EPbZOSCDOJ7pMiUyj60WUZXoBvSR5D/p/Z/Mdfe1HTy99FLuDW9/Jjm5ITne1z1Hse8rruDvKSPhAZVasDGGRbDTFdKkMqs+MAjrSHjqEw6W5Z7GxVla7SWrFTHtEaMOZ5snpgVQB9KvYwWoBusKhGuolxOIivLLMyVp2ZZgwdpG8PzQU0WvbIQajhvL8ZG+jwK0nZjOtVCVmTkJR9BbLuXTixaQV4cKfmys7AhLfR9r2xmJ4r2yLgXMiqjDiZA5WGQq3PUkh5rb7QpHud0qqkZKI1RotqNQ8iejFwEB9KJ+hqY4t1+gDwaeB6MbFnubVSUrdFaslId0xox5niyeWJW8EKuyOga2LFDDlRwAAdDWISrb2oi8RLfdYs3pzc8wInNRNG6jMZ4XffY+oyeZdWXOqRWVbWssikvWA3OXKVQkeRFMxBSbvXLYXZMZOP2lGzTioXhiV1tUJhXmQ+kHyzViNQOjaRYct3oAtJVpsZRhX/aUtNb9QaWq2K1aoUsH+mnAVs2BkYWj9/1yBJh3FDu5UBHcjvWUoKn1YnaTmUz+zAw7mYzM/bQYn3oDJPVrFht6iyEaRzwT71cR8VTra8HQw4WABtUR1ak46pjy6a8YDVsAnsOJ/kw5Ew5zI6JbNyekm1asTA8sau9xfFnDfwMuKmpPDa9Hse8rs8Lsme504xCpyrQatXK1DxtrzWinH9GC5HW8l4zDDvKeqW9fToN1IF52/DEHVcAZVFGCzAIlookVBr91hXFMi62Uj+lcnV1co1FdL2OCzgPImaqipvZ1E8D/t2gNmRILCMv1dEj90zcaVO9t5+9RstS9gQqbTXtGndDsciow+hQK6+PldVaXOZbZiMmikq9YDZ2NTJkU0YuOgZDmgu0uh9grRHl/DNaiLSW9wIKO8p6pb19Og3UgXnb8MQdV1rIqozAs8FNTeWx6fU45nV9XpA9y1Uzio0s9zhZrftemaftw86YB33LZb0HL2qrtXaaDk8X4tnE5onDBRChBMpoAQbBcilRkVCtqFKhGZVf/CkiQupJdhSZ7NfKwwLOg0iexorOW3b1ZRC2qfUxx+9aH73hnklRWtF7BRHp7HW0CrxobFfaZtox7mYzM6NDrZzP7Vx3LS7zLbM84t9qZ6VeMBu7GpmDBVAZZNfbAtgPsNZoHe5bLus9eFFbrbXTdHi6EM8mNk8cLowggzICzwY3NZXHptfjmNf1eUH2LNtmVDW40M86vYynUS0vjOwk+chyJVd2sorCnrJ/uiZJhydWxkHNUt1tFCyXD/8PA3WlBNnv+t01FhT/bwiLbq4x3qL0RwVc1WSaVjUcjAW1gX4e8O/Kyz7H71od7XUvK9ZyJshM9iqzalc5oVDZtNPWuJvNzLDd4mJxeNOZrNbR6m0v0WZ5EOWDy7mRrNYOhhwsgNZD5UB2uDqWp1WAIztJPrJcyZWdrKKwp+yfrknS4YmV8X2W6quvBjc1lcem1+OY1/V5QfYsdzpdalqhMcqqbpJRHrXKdr1TjbPCpmWzkNXTgYVsLVKm2noZG/U8GZxotUEL3YiMFmAYLJdJXSi6oBVRVYtVjZkyDAttAWt9Jk+1uj58Sz8M7KnGjoEMysiLPlqbrd2zWpV7mqis5cb5MClWu9uVsDPt7dqHdsmoQzQrVnki3lan6yU9LjGlvMUFE7g6Q5ltc2MmUSvrq40D6AgZuagM8tScL6vKF5FHrbJd71TjrLBp2Sxk9XRgIVuLlKm2XsZGPU8GJ1ptD+ShjF4EB5yC7/P375EkFNjyofzdx+SbOlw5id1Uf245bfzYwgEe+yB4HPO6Pi/InuXm2lgg2L+sIIyj/LO/16yxnLXMCgvKWQpaMsc5TjeGdDdqThSZMg5qKFkyWoBxsFwnupYY/aAoQplpsamxWJym/iLdx4dR06JNknz8SF/LzcNVB5KgJRl5sUdvuMfdQ0j6dm8i2KjFxjALTDgJWqps1kd0jXugbTLqEE7p/JuD9elEcCBg7qCEo9osUdTj/z96sGbMxp15WjZYWbuxC22TkYvGoDk+FwDRDdBsL1u7CWwsd3IkuuUsBS2Z4xynG0NK3J4oMmV8H9osoxdhEt9yOAkG2v355ok88qY8qT53HXfx2AfB45jX9XlBPip9//75Td1ZJuANPPbxm8ElwVJb3fgOfDJPuOup2fvY+GZmHv49esC9tzzsX/A98sq+OvX9nq0/sXE+8qY8qX54XxIe+yB4HPO6Pi/IJ6Xv7++XvvgszGMfvxlcESx11bdW+QPuemr2Pje+mZlnf4/uvJMZXvKwf8P3yANTzXUcMektYv1/XNL/x41Q/UUtPwxKlC2Gh6X8X/PMc8M2n/cgkZcymkJICAcdByVnOWWOVCsJoYQpnV0FprWlNmoLs6CDZfQwPI55XZ8X5JPSJ4U6u2LAhTypfqZzLlgp7/e+e/zoXU/N3lnjm5m541vwM+TL2+3cZpjP4Ru+R56Wai6V9HioMadai2VBa4dJuIs8IMId5Rsq+spIZYbQBh7D5JvKMcfMpPBzakyOjHJSbVNd6YwUgjzZZrG6FmthIpPT+zkex7yuzwvysekDr2Cp+ln8YUGvGLFIZlAAt/GwVNs3ufxWX73g5XfA/oufkrIFo5DWsolAPihSTZ/B5JvKSbOZMQkzmQz0pQFjsKeT5J3kVxs3TrmMx/Ycj2Ne1+cF+dj0gVewVP0s/rCgV4xYJDMogNt4VqrrF2t5savFZR5eBiPlBVC9DvKwgdeqV8bt6SMgx2U0hRzyKBV7qQ4oJaY12FGobWTywlDjQsgZGT0Mj2Ne1+cF+dj0gVewVP0s/rCgV4xYJDMogNt4VqrLi3tEXuxqcT0vb43V62CQd98Mq1fG7ekjmHxTOeSdVIxSnVbyvbQGBwr1CZnWwkTIMxk9DI9jXtfnBfnY9IFXsFT9LP6woFeMWCQzKIDbeFiq7ZscvxCG18HqBY+n5v0+0NPuaxJ2IW+NVNNnMPmmctJU9phqGumlupNDa3CkUMk7nnR9uJjH9hyPY17X5wX52PSBV7BU/Sz+sKBXjFgkMyiA23haqvlVLr3sqXF5W5RxXDAvfnnCCkkalMvbYzbJg7xXHRQwZp/C5JvKMVfBp6kR54lONQtTFuMdxaWsPFIwdxQm0aTZGEXzmJzez/E45nV9XpCPTR94BUvVz+IPC3rFiEUygwK4jQemmt/mIvqdO70REqO/HzOri7CjknXCK2PnH4NjeMPs18njkJsymsLoZbpM91Ndbo62hBXeqQz2FZqVKCoblYVp0MEyehgex7yuzwvysekDr2Cp+ln8YUGvGLFIZlAAt7FOqul1Ur0jbrwy0pJ9338G6z0Ud7zWZx6bXo9jXtfnBbledYIrWap+Fn9Y0CtGLJIZFMBtLJNqelnU74rjd8dK8TEs91Dwf9+/7w9aj02vxzGv6/OCXK46waUsVT+LPyzoFSMWyQwK4DbWSTW/0Zd3+sH7Pb9TPvLtfrGHIl7WnVfx2PR6HPO6Pi/Ix6YPvIKl6mfxhwW9YsQimUEB3AZS/RZwU1N5bHo9jnldnxckqhOcYan6WfxhQa8YsUhmUAC3gVS/BdzUVB6bXo9jXtfnBYnqBGdYqn4Wf1jQK0YskhkUwG0g1W8BNzWVx6bX45jX9XlBojrBGZaqn8UfFvSKEYtkBgVwG0j1W8BNTeWx6fU45nV9XpCoTnCGpepn8YcFvWLEIplBAdwGUv0WcFNTeWx6PY55XZ8XJKoTnGGp+ln8YUGvGLFIZlAAt4FUvwXc1FQem16PY17X5wWJ6gRnWKp+Fn9Y0CtGLJIZFMBtINVvATc1lcem1+OY1/V5QaI6wRmWqp/FHxb0ihGLZAYFcBtI9VvATU3lsen1OOZ1fV6QqE5whqXqZ/GHBb1ixCKZQQHcBlL9FnBTU3lsej2OeV2fFySqE5xhqfpZ/GFBrxixSGZQALeBVL8F3NRUHptej2Ne1+cFieoEZ1iqfhZ/WNArRiySGRTAbSDVbwE3NZXHptfjmNf1eUGiOsEZlqqfxR8W9IoRi2QGBXAbSPVbwE1N5bHp9TjmdX1ekKhOcIal6mfxhwW9YsQimUEB3AZS/RZwU1N5bHo9jnldnxckqhOcYan6WfxhQa8YsUhmUAC3gVS/BdzUVB6bXo9jXtfnBYnqBGdYqn4Wf1jQK0YskhkUwG0g1W8BNzWVx6bX45jX9XlBojrBGZaqn8UfFvSKEYtkBgVwG0j1W8BNTeWx6fU45nV9XpCoTnCGpepn8YcFvWLEIplBAdwGUv0WcFNTeWx6PY55XZ8XJKoTnGGp+ln8YUGvGLFIZlAAt4FUvwXc1FQem16PY17X5wWJ6gRnWKp+Fn9Y0CtGLJIZFMBtINVvATc1lcem1+OY1/V5QaI6wRmWqp/FHxb0ihGLZAYFcBtI9VvATU3lsen1OOZ1fV6QqE5whqXqZ/GHBb1ixCKZQQHcBlL9FnBTU3lsej2OeV2fFySqE5xhqfpZ/GFBrxixSGZQALeBVL8F3NRUHptej2Ne1+cFieoEZ1iqfhZ/WNArRiySGRTAbSDVbwE3NZXHptfjmNf1eUGiOsEZlqqfxR8W9IoRi2QGBXAbSPVbwE1N5bHp9TjmdX1ekKhOcIal6mfxhwW9YsQimUEB3AZS/RZwU1N5bHo9jnldnxckqhOcYan6WfxhQa8YsUhmUAC3gVS/BdzUVB6bXo9jXtfnBYnqBGdYqn4Wf1jQK0YskhkUwG0g1W8BNzWVx6bX45jX9XlBojrBGZaqn8UfFvSKEYtkBgVwG0j1W8BNTeWx6fU45nV9XpCoTnCGpepn8YcFvWLEIplBAdwGUv0WcFNTeWx6PY55XZ8XJKoTnGGp+ln8YUGvGLFIZlAAt4FUvwXc1FQem16PY17X5wWJ6gRnWKp+Fn9Y0CtGLJIZFMBtINVvATc1lcem1+OY1/V5QaI6wRmWqp/FHxb0ihGLZAYFcBtI9VvATU3lsen1OOZ1fV6QqE5whqXqZ/GHBb1ixCKZQQHcBlL9FnBTU3lsej2OeV2fFySqE5xhqfpZ/GFBrxixSGZQALeBVL8F3NRUHptej2Ne1+cFieoEZ1iqfhZ/WNArRiySGRTAbSDVbwE3NZXHptfjmNf1eUGiOsEZlqqfxR8W9IoRi2QGBXAbSPVbwE1N5bHp9TjmdX1ekKhOcIal6mfxhwW9YsQimUEB3AZS/RZwU1N5bHo9jnldnxckqhOcYan6WfxhQa8YsUhmUAC3gVS/BdzUVB6bXo9jXtfnBYnqBGdYqn4Wf1jQK0YskhkUwG0g1W8BNzWVx6bX45jX9XlBojrBGZaqn8UfFvSKEYtkBgVwG0j1W8BNTeWx6fU45nWdbAEAAAAAAAB+Fnk7H3Pg/V5GVzPPMliBpepn8YcFvWLEIplBAdwGUv0WcFNTeWx6PY55XZ8XJKoTnGGp+ln8YUGvGLFIZlAAt4FUvwXc1FQem16PY17X5wWJ6gRnWKp+Fn9Y0CtGLJIZFMBtINVvATc1lcem1+OY1/V5QaI6wRmWqp/FHxb0ihGLZAYFcBtI9VvATU3lsen1OOZ1/UiQf3+T9j+//8p0h8em7wn8++cX5zLgTehiUGZkdBPqTn79+VeEN0FnyuiHkOB/qBZ/PPxA7G+FJzyY5IaM7qHk4NZngM6T0fOpyyTwniZOzsroG9CXcXvXngyFJKOn85NfnR9DzsroQzrvw6ocP+8ItFlGY7yue2xFkutev/2WV0O/3Efe8+1wH5QWGd1C/a19b5+iA2X0I+SK/KFC/OHwI81j+YSnktyQ0Xx+MAF0mIyeT90pAu/p4OSsjF5P+0X6Va/4FI+MHk1zCy+5BPJURh/Rvg/Xifg0D7RVRmO8rntsWc+9nYxUZQQMksyYR6mS93w93AZlRUZ3EO8hPpF6fBP3BltT3lh+qA7pZBn9IDELD3sSb8yMLnvTo27gxjCv5Qd6xUlem+oGW6Tvu4k93nFT8uURb+HuvnEG8lNGh+m+D1/WP2mjjMZ4XXfYSsH8+nXIZ1KVEdBUVx+r4hUPxL38XP38wJX8XLAS7sGH+2J+MvyEfE8lHvJEkicymk3sSwsXwAfor/S38NJU99CN+tQb1TN5x01V35bx2+QNT8Sn6R28D0dxitzOjkEbZTTG67rDFrvKQRx8gjxegurpAJmfqZ94H7ffyM8Ey6R+/KOF+HPhZ1LXLjziS4r8kNFspBD+yANwb/h0noxeRHxkHlEmB3hlqkekdi181/coBSSjJyNXIKm3s0dDbsroGIP34Rh5DryaHoH2yWiM13WPLQHv91cjGX3bN8Q9/Ej9lLe8ey+FDpTRvYQuFEI90Y/O81PhK2L8cutx8lPZ0JAXMpqNxKy57xmgw2T0Hn70ifmcN6Z6RGnXke/6JqWAZPRo6ktg3vBUkJsy+ozqfbhqBye6A+2T0Riv6x5bQhXPHgcsL0l6LN7wKPwEP1g/8dm888viZ4INcZpX2h8qxp8Jf4P7K2DAfZmJIacKsLPp0FEyegsHvw2fw/tSPcJewWMe2ct4z02ldxm6jN8/+T1yCHJTRp9RdYDqC7SaHoH2yWiM13WPLeFgRztgeT3SA/GG5+CHuLV+qi+HEw/nZ9wabCJG2fADNUmnyuin6BbAUu/3sSXly7/3EbgvzIs4+GX4IF6X6iFVid5bsTfwypsKt/CKP2WdTW/VAuI0RW5nx/A45nXdY0s42NIOWF6N2Ine8RT8GLfWj9S23Ei8nzuv59ZgE1KGNT/wDUmnyujHkGTE4O8vgBHkhoymE4OW2785AzeGeQ0mWa/idakeYh7ZavYNUDQyejS6VRx8R/xRzqa3jvWyPNBGGY3xuu6xJeD9/hqkERm+qCtdBWVFRrfQ3MqtV0LnyeiniPH/UB3+fPi5vRUe8UySHzKaT5OB+/6AQ4fJ6B3EVD3hD4CHeVuqN2gK9p03MoLikdGzqb86X3IJ5KmMPqN5H74qD7RVRmO8rntsCU082xywvBS91/tnvEs8C8qKjO5C3czd90FHyuinWP79nvjBAhhBrsjoFtQb063f0nSejN7Bjz4t53hbqrfRr/hf9XJPUEgyejrqFt7zTJCzMvqM3vvwJd8gtFlGY7yue2x9xjzLYAWWqp/FHxb0ihGLZAYFcBtI9VvATU3lsen1OOZ1fV6QqE5whqXqZ/GHBb1ixCKZQQHcBlL9FnBTU3lsej2OeV2fFySqE5xhqfpZ/GFBrxixSGZQALeBVL8F3NRUHptej2Ne1+cFieoEZ1iqfhZ/WNArRiySGRTAbSDVbwE3NZXHptfjmNf1eUGiOsEZlqqfxR8W9IoRi2QGBXAbSPVbwE1N5bHp9TjmdZ1sAQAAAAAAAH4WeTsfc+D9XkZXM88yWIGl6mfxhwW9YsQimUEB3AZS/RZwU1N5bHo9jnldnxckqhOcYan6WfxhQa8YsUhmUAC3gVS/BdzUVB6bXo9jXtfnBYnqBGdYqn4Wf1jQK0YskhkUwG0g1W8BNzWVx6bX45jX9XlBojrBGZaqn8UfFvSKEYtkBgVwG0j1W8BNTeWx6fU45nV9XpCoTnCGpepn8YcFvWLEIplBAdwGUv0WcFNTeWx6PY55XT8S5L9/fv3z+69Mdnl8dR4LB9xMUz9/f5OopnuBfLP//Przr0wjve1md1ToGAzm6oUoTFSH+V0VaFlGBXWCNV+sVybLwmhD66c28WNPBHkmo08YJmoQ+Ej/qJ0PEn4YMiGjmvaylP9mwRHvj9y6glyQEZgMUv0Wpt1UbE+dZz52hLRQulhhv1Fs9iVfXy3imX2JzMvoYXgc87ruD3JYFAO6lqOR9ktvJHfAWz/a2BaiYWcZTKapH77o6kL6d0/SX79+1Qvt9tB3ihYr9IpQ2pPaGyW1QG10u5ogczISgkUxocd6Yk0G9+OCcWckJ2gpmSWCohbcRxO+nybWHF8/cJU/13icwKPyjxhlJhxSfLRHaf8b17ROR/9nGIUJLgepfgvTbio2j7YxhT5QOgGr2a5gmkmXzb6k+4+oRs1BMzLql0Ony+hheBzzuu4LMlwFvzNV971FzzLfXc8M2e+8kU2GndkIZ2cZTKapHy7C+kJCQVVVw8X0599Gu7fdCMP4d9gcBRE6wpZs78wotaaqs/rbhDrYSrnYswskTxN7JM/iykgeJ9rhow/4hfR6hY8qUWraD3yU2GHCB3aOyz+jlxm2WV9WdU4OZ5Sfkf4P8XkBgIMg1W9h2k2FFrX/TRfUcocRusIIL9V9adR/akM8Cwt2A4krJ6/jsQ+CxzGv664gKct8E/ZG9uhZjpf3l35qOyz9/ddcJYuEpEkiWmcfjFh2x4FWyMaM26wtK3ljHArJlEyJZEgLtb0YkBaCC6CEykjolR/fSb7oQJbU6r3txkBUoJ/GIM2DMO/t2yHUQk+ndVXRBGthe3GvtVxsjrwayQnanPwhLVbaUJ7LTvgbVFndT4iFtdT2TJGP7ByVf0gnM3QCH2APqo7lPIT5KD8j/R/i8wIAB0Gq38K0m4oPP/00rY/mnm+6qqMUwv5616j/DIzvbL+Uxz4IHse8rh8JcnQlfXqW5brsrZFZnsgvkaRzypm8yYxFhcdhqBXSSTw0bit53tg9riwHgnGtpYwo8+Aymvox9xhRFyFU96sWO9uZIpYR/bK7oiztraxqGlMaFg32Eb2HJcNbxVx1ep7KIGgGrLeNnKCl2p+O2/dAjsnoMBxhTklJ8kbghbDaWVDyo4l1nXsAsiCjGj6iGOdZjDwQshJWwyitFK2h/s8wDhNcDFL9FqbdlLQO+qVaAM2iLPcBPVYMxIlqedB/Rn1S5GFMVNNLoUNl9DA8jnldPxLkzsVW9Czn6yJT6drSUIkU5YJ5lE9X957lRkFpGLd7GxWj5Uq3qPWMgCto6ofvsUbuKjO6a8IsFYo4jeh33kVjEaW9GxduTdXUrhpoXUaWZCidaEMK07AWBkWNtwW1kTysNB6VAG6GXJTRR5R055DGgUfSljrcWn40sXvnHoVsyaiGTSvvw8Eyr5zIQWlftvTvh06XEZgMUv0Wpt1Uah30OzcEGoso9wE9VgzEic4yiyL5uFGfZLlqmLpLXQ0dL6OH4XHM6/qRIHcutqJnudxessWSaJMk5WJLRRBRXDSZop3lVqFopKMCxQOt3znOmjM2iGy8OhRcBt2EjITmHtNNFaprCkppXl+hkG+yKBhRkqS9bLM5N1K0lP7IVUsTrIXtBYPV6XlanxHmtGEkL6FpjNt3shP+Fjk1ebKZkAqzW5HlIztH5Z8yzkx7WcHpgPq/s5sIwyR719X/GcgHGYHJINVvYdpN6eYg3YBGuV3obtHpCWVTl2oXT43FuHmrf1bircPO8NgHweOY1/UjQQ7ue0DPsrouHpqvFRqqpXSpZRw3BCFhtYPcKpSNxu0izvpK1FsOmIlWqxbAZTT1U5UfZ97WY5Q0iEq1XVDSMqRRuF36nQV5rx4b1EKl07paQ8sy6hMssAFrmcWxDmuv0nxDrsWRWvk29sIfM4pvvGDJia0YJLzMj8o/ZJyZTcO5MJzulEL6GT4vAHAQpPotTLup0gRodPSbri8t2PVaO89HC1Y+sy899kHwOOZ1/UiQ9ZVs07Osryt8g9r/miRjdU5QimIeltOLdpZHg6LCNpSCiKNKtbF/XBjLkFD2GuOyGVxKUz/qniLxNrPIXphQrqrZzmihGtOQNtHPMt85JzrTMRWpXG2og60NZOv28Ognjyqn8nQgL6FpGrfvorlrN7XLeT4O3OiznAUj+cjOYfmHjDNjPa7OyYt1XGk+0v8hPi8AcBCk+i1Muyn1tNOQ2gD9LPPcCLpNoSvUWIVaPc9HfdLKSV0pXctjHwSPY17XjwS5e7WGnuXm8gZXySuR8tc48V5TN6Kd5WHwh37IzuIpryRhZ2P3uCJO86JVVCqvwHVQmmUkcP6rVIeLlcvg5XIvmSxut+vdhFagMf9FX2qq98Z6qgXq8PasRsXSDTab0HvDOC6wjnVf66SVnpwGlXuBjtv30ITvp01UmvQT0upvy0d2jss/YpwZPkZdVjhK5sqDMLZxxclI/2cYhwkuBql+C9NuSrcOGo++6fQ44uln1S6e5rluOmGl0yeVjtKYwGMfBI9jXtePBNne9xa3p48Lw+8eeDhN/XTLL7QPEpvOYUgrUdNge4exH7TNrDZu7FVdqKcvGxpxgBZkVAiOC2ZXObkyVhbayCJRTpa7bbPr9h2QZzL6hBJe7X4/IaPEDhPuTmxiJD8OmZBRDZ9x1Eu74zovT0M+yAhMBql+C9NuyrSO0AXMLE103xAcjcIYD2g7oxVjuIit+rWQeRk9DI9jXtfnBXl7+vjreWY9gFt57OM3g6WCbVk8/A0WyQwK4DaQ6reAm5rKY9Prcczr+rwgb08f3u+/iqW621LBtiwe/gaLZAYFcBtI9VvATU3lsen1OOZ1fV6QqE5whqXqZ/GHBb1ixCKZQQHcBlL9FnBTU3lsej2OeV2fFySqE5xhqfpZ/GFBrxixSGZQALeBVL8F3NRUHptej2Ne18kWAAAAAAAA4GeRt/MxB97vZXQ18yyDFViqfhZ/WNArRiySGRTAbSDVbwE3NZXHptfjmNf1eUGiOsEZlqqfxR8W9IoRi2QGBXAbSPVbwE1N5bHp9TjmdX1ekKhOcIal6mfxhwW9YsQimUEB3AZS/RZwU1N5bHo9jnldnxckqhOcYan6WfxhQa8YsUhmUAC3gVS/BdzUVB6bXo9jXtfnBYnqBGdYqn4Wf1jQK0YskhkUwG0g1W8BNzWVx6bX45jXdV+Q+l8Y9v5b5qQqo4eCfw/r0TT1o4sw071AvtmmTnvbze6o0DEYzNULUZioDvO7KtCyjArqBGu+WK9MloXRhtZPbeLHngjyTEZH2cq0SqCN6kACnfZ1Xm1lNGccg/bL6KtZJMwngFS/hWk3FZtapy/F1pUWer1vv5m1XyKDPkm0/TZQxKd65w5kXkYPw+OY13WHrXA95vuuuqU+Xcvx5tr9I7kD3vrRxrYQDTvLYDJN/fBFVxfSv3uS/vr1q15ot5vCjgq9IpT2pPZGSS1QG92uJsicjIRgUUzosZ5Yk8H9uGDcGckJWkpmiaCoBffRhP8pJSU61nMJ1PTtW0M06W39jMsy82wWCfMJINVvYdpNhU7XaXChp5VOyWr262DYFzPRtNq12Sd7/TaMo9ioXw6dLqOH4XHM6/q+rTrJnH9P0nuWw1569arKhs/ovJFNhp2p/NDsLIPJNPXDhVhfSK8YuZj+/Nto97YbYRj/bl7O6Ahbsr0zo9Saqs7qbxPqYCvlYs8ukDxN7JE8iysjeZxoh7tP5j3sdyEXKjoTqE7b4QQqlLC6IDXl4XVJvCgzT2eRMJ8AUv0Wpt1UaHX733S2IwpdYYSX6i+RcZ+0hngWFuwGEldOXsdjHwSPY17XjwdZ3diQnuW49y/91CXC0t9/zVWySEiaJKL1UENaLLvjQCtkYywx2rKSN8ahkEzJlEiGtFDbiwFpIbgASqiMBHOPAt9JvuhAltTqve3GQFSgn8YgzYMw7+3bIdRCT6d1VdEEa2F7ca+1XGyOvBrJCdqc/CEtVtpQnstO+D7Y+5zgKhROVJzbhf0EFoz96jbVlNTUwlkuyczzWSTMJ4BUv4VpNxV7Xd2oaO75pqs6XyHsr3cN+2Tf+M72S3nsg+BxzOv64SA5/66M9yzLddlbI4s8kV8iSVdcrps3mbGo8DgMtUI6iYfFBKHkeWP3uLIcCMa1ljKizIPLaOrH3GNEXYRQ3a9a7GxnilhG9MvuirK0t7KqaUxpWDTYR/QelgxvFXPV6Xkqg6AZsN42coKWan86bt8DOSajj+FIlfNVuvOqJETEZSqDXqIilf04T5bUacEQ/zesyNl0kgkZfTWLhPkEkOq3MO2mpM/TL9UKaRZluWfpsWIgTlTLgz456rciD2Oiml4KHSqjh+FxzOv6sSDNZe3Qs5yvi+41mUlDJVKUC+ZRrht171luFJQG19DmRsVoudItaj0j4Aqa+im9oCB3lRndNWGWCkWcRvQ776KxiNLejQu3pmpqVw20LiNLMpROtCGFaVgLg6LG24LaSB5WGo9KADdDLsroU6rEqNSkcUnUkQQmqn2RdDtaV++MRk9llPbL6KtZJMwngFS/hWk3lfo8/c6Ni8YiMk2w07wG4kRnmUWRfNyo31Z9NqhtHHYGOl5GD8PjmNf1A0GGXKvc79CzXG4vVQFL4v2RpBgvFUFEcdFkinaWW4WikY4KFA+0fuc4a87YILLx6lBwGXQTMhKae0w3VaiuKSileX2FQr7JomBESZL2ss3m3EjRUvojVy1NsBa2FwxWp+dpfUaY04aRvISmMW7fyU74++REaELWAuX/7lwp5uk4UYHWfr6SPGnOJyozxyG7MvpqFgnzCSDVb2HaTeU+TwPpWjRKEtPVOr2rbOpS7eKpsRg3j/pt1Wjbvnsdj30QPI55XfcGWW7GS8+yui4emv93LxqqpXRUGccNQUhY7SC3CmWjOkOLs74S9ZYDZqLVqgVwGU39mHuMmTcCkTSISrVdUNIypFG4XfqdBXmvHhvUQqXTulpDyzLqEyywAWuZxbEOa6/SfEOuxZFa+Tb2wt+j5GHAKFH7CQy09jfVFSO5l7OZeQmLhPkEkOq3MO2mSlOiUehr9DsLcr/q966+tGDXa+08Hy1Y+W5jP8FjHwSPY17XPbY4yfYyPPQs6+uKVsvt0cXKWF1xUIpiHhYfinaWR4OiwjaUgoijSrWxf1wYy5BQ9hrjshlcSlM/6p4i8TazyF6YUK6q2c5ooRrTkDbRzzLfOSc60zEVqVxtqIOtDWTr9vDoJ48qp/J0IC+haRq376K564O0jldxFwW7sJ/AQGu/lqQ5/x6a+YCzmXkJi4T5BJDqtzDtplTzoiH1J/pZ5rmv6XGmK9RYhVo9z0f9tmm8p9rnFo99EDyOeV3ft8UJ377RPj3LzeUNrpJXIuWvceK9pm5EO8vD4A97G3cWl0MIIuxs7B5XxGletIpK5RW4DkqzjATOf5XqcLFyGbxc7iWTxe12vZvQCjTm/5Gkmuq9sZ5qgTq8PatRsXSDzSb03jCOC6xj3dc6aaUnp0HlXqDj9j004R+D4yqJiKg82USpBV8C+/ZZ215QsZnklZlPOJmZt7BImE8AqX4L026Ke1RqXTQefdPpccTT0KpdPM1z1SfjSqffVr30XPvc4rEPgscxr+u7tkK6azxJJzUZ3QR7assRvJimftp2Q4T2QWLTOQxpJWoabBkb+0HbzGrjxl71QPT0ZUMjDtCCjAr6yTO7ysmVsbLQRhaJcrLcfYK7bt8BeSajjxj4PUqHWvAlcNe+XVbybpqPQDZk9NUsEuYTQKrfwrSbMv0sdCszSxPd3wRHPzPGA9rOaKXptxGrfi1kXkYPw+OY1/V5Qd6ePrzffxWPffxmsFSwLYuHv8EimUEB3AZS/RZwU1N5bHo9jnldnxfk7enD+/1XsVR3WyrYlsXD32CRzKAAbgOpfgu4qak8Nr0ex7yuzwsS1QnOsFT9LP6woFeMWCQzKIDbQKrfAm5qKo9Nr8cxr+vzgkR1gjMsVT+LPyzoFSMWyQwK4DaQ6reAm5rKY9PrcczrOtkCAAAAAAAA/Czydj7mwPu9jK5mnmWwAkvVz+IPC3rFiEUygwK4DaT6LeCmpvLY9Hoc87o+L0hUJzjDUvWz+MOCXjFikcygAG4DqX4LuKmpPDa9Hse8rs8LEtUJzrBU/Sz+sKBXjFgkMyiA20Cq3wJuaiqPTa/HMa/r84JEdYIzLFU/iz8s6BUjFskMCuA2kOq3gJuaymPT63HM6/q8IFGd4AxL1c/iDwt6xYhFMoMCuA2k+i3gpqby2PR6HPO67gtS/VP57n9xnXRlBC6l/Qegv5Kl6mfxhwW9YsQimUEB3AZS/RZwU1N5bHo9jnldd9gKL/fyQqnHO/xI+ti/8icQOzvNxeY+5NjrvfKZhy/6c0FTPxx4QzcgjrS5qd52szsqdAwGc/VCFCaqw/yuCrQsI6FrIR5zzM+E8tc6W06yO0dytVCn+GPIlow+oRdaN38SiF7TIRyV91Kxde4n0G4ZfTWLhPkEkOq3MO2mYpPqdCX7DdLrZfutjG1YreFXT6d/Bor4ROfchczL6GF4HPO6vm+Lb0dln3PvynprWd2zUF33Wcg3Y7Fy/SwXm/uMOsYdlM887N0c3+iPh9VC5SEjoVN5fdc5Rb+aq2q3h3osWqzQq8mgZvZGSS1QG92uJsicjISOhYTfz0xYkgU91hPj4EgeD48LQWcc0hHIpowOY7ywvirKQqP/oVwmO6ko537Iicy8iUXCfAJI9VuYdlOhc3UaU2hj5cuB1dI4MuxzmWha7Wr6Z94eVNv+GcZRbNQvh06X0cPwOOZ1/XCQ7pzvWOZrnHd3kYvPuMPlPSj9h1xQPvPQPq6Ppqkfrrza/96VxBQ12r3tRhjGv5v80hH8p4Wyt18GLLWmqrP62wRXsILXz0J1dLFtF0guk5G8cotnyu7nHO5CmSq0aiooP2uX04ajclcqusJjfJ6ZV7FImE8AqX4L024qtK79bxDb4YSuMMJL4b+sKYWqIaupNcSzsGA3kLhy8joe+yB4HPO6fjDIcIWD663YtFxdezAbUcZZSYhSEtCmrKxvXukWEyK0FVIZ2TqPKcLff2iYbTXKLMjb2Hx3UiJliTKi3NTSbCRC23ej1mLtc3QwO2COS5u7Bkn468/fuBKFO1HogOOydtoJ2ZKRYK1GWttZUqv3thsDUYF+GoM0j0lLe/t2CLXQ09lMgytYIS7Rz20/x7BW3Gv1i4c++XU04bupstpLcgm3w+hWduX7qdg818vnmXkVi4T5BJDqtzDtpmLvop+mPdHc80036oxxf72r0i7TvvGd7Zfy2AfB45jXdX+QnHimdyk9NizbW9Mzdbssrs5ikVmXbUGedNkEy6NyWx3aiN5I+7SJoqAPSZOeMiuI8N8/v+mPsXmShsoabVOe1cdo20qN52U60qyN2YlsqPSDdMtgWQhTWSGtNCLKAm9O+lr9CHSkjARtVFBOCuq06uDOdqaIZUS/7K4oS3s3wmlMaVg02Ed4gk3IEv3a8nMI64hSFUue7siDhcDeWV7IlIwOwz5lZ9kz5TgT1od+djYEduW7qdg+1w1ZltFXs0iYTwCpfgvTboq7FrUm+qV6HM2iLHctPVYMxIlqedCfR/1T5GFMVNNLoUNl9DA8jnldPxxkuJGN680MLXeusNgrMx5VB7WqwY4VF7kaKYx2V6NIje6ecqlsEvGfhKO02LDWFLQx2a10ivF6MtS0crVntJDkdr2jEKnUCiqKkoqx+h5N/YTKq8gHCuVcokTAmKVCEacR/dZxiCjt3YjHmqqpXTXQuoyEngU5Nh1Dvzf87JGMJhWboDANa1tytZ3NbUblhozK6CNSXB13qlAMIZzOoke+l4qtc49AZ8joq1kkzCeAVL+FaTeVvibod+5RNBaRaWpprBiIE51lFkXycaP+WfXNoLZx2BnoeBk9DI9jXtePB+lN+cBy88VXLj+RjUsRZH2eq5NpZ1ipKyrJ27MYayTrxnGhY9mYa5WLsb+/aRNp80QdZ61ljLjWSSaJKpqRppWrTcoTJltO8pHBamOtJlTitKc69ACUVhkJ5gS2q7MR6TiR52O/xUxWMKIkSXvZZnNupGgp/ZGrlu1gLXmJBmM/N2CtoFbFkqdb8nrBcd4+Tfh+cjB5ohysI1HUsSSc8lotzEsqeNo/9yAnMvMmFgnzCSDVb2HaTeWvCRpIl6JRkphuWlpapmzqUu3iqbEYN4/6Z9U4L+ujHR77IHgc87q+b6u+5XQTe3Qtd+6LRZvmyoFWNduqLGS5Gimsdi5WrZvHVreodJWJaE3+yz0thEm2YK0JVXorHWW83j3StPKhgbKQ5Ha9oxCp1CJ1kSS1rrKPpn46mbKHRkmDqLQuMkpahjQKkdPvLMh79digFiqd1tUaWpaRMDxFL9Fo7OcGwR/Ws/osjjfuk7vP26UJ3822R8VzC2v1Fg7INw8enXuczzPzKhYJ8wkg1W9h2k2VXkWj0KfodxbkNmZaWqYvLdj1WjvPRwtWfl0jbXnsg+BxzOu6wxZnPKecE+7LeMdy/7bY/qZFUojr4fDkitpmLKhJ9zwWlgLKtnmbiFWMlTEtbpUJNvf796+4RhP+X6mbw7Jq/EOAMiRoHT2xbjMjzWpTNREbPcsjg9XRWm0UBRGP6yw4oa0yEppTTEBxmt1PFGe7TmqhGtOQNtHPMt85JzrTMRWpXG3YD7aglmg49rNQi7OvNpRojUc+eT39nCZ8N3Vodl6vMiH4RnpYvpmK3rmf8XlmXsUiYT4BpPotTLsp1Z5oSG2LfpZ57lzdLtYVaqxCrZ7no/7ZNFKldC2PfRA8jnld9wXJSU9sXq6CVGWU0FYEMca3npELVbJ0xWwg/I0wkbpuhFIQtlaEYCTvVAVUTOi/Oyo7TYJdZZEn82YSUClgebHCmG2RbNh6nehpEn2fSZr/GhwiW9Omuwabs7P9rShEy2w8Au2VkcDHVNbCEeIoL+skCFncbte7Ca1AY/6LvtRU720iqyx1zmpULJ5gE34/MyzPC9qTMI4LrJP9G8n1bDuiQzTh+2lDKwngaeVgpZE5KifGqeic+yknMvMmFgnzCSDVb2HaTXHnSj2NxqNvED2OVH2uS7WLp3luuimvdPqn0lEaE3jsg+BxzOv6vCAnWOartwW3Cq+MvO0PR2jqp2sutA8Sm85hSCtR02B7h7EftM2sNm7sVV2opy8bGnGAFmQkdC1EzFIwamaDXSENglGJbjF250iuFi7rvWRLRp9QHOqEZp3XWchQGEflYm6QivbcjyHTMvpqFgnzCSDVb2HaTZn+FHqYmaVJ6W4ZR8dvm5+2M1pp+mfEql8LmZfRw/A45nV9XpATLPO37cwbfyyvDLx90A/x2MdvBksF27J4+BsskhkUwG0g1W8BNzWVx6bX45jX9XlBTrC87Pv9Gzn5er9Wd1sq2JbFw99gkcygAG4DqX4LuKmpPDa9Hse8rs8LEtUJzrBU/Sz+sKBXjFgkMyiA20Cq3wJuaiqPTa/HMa/rZAsAAAAAAADws8jb+ZgD7/cyupp5lsEKLFU/iz8s6BUjFskMCuA2kOq3gJuaymPT63HM6/q8IFGd4AxL1c/iDwt6xYhFMoMCuA2k+i3gpqby2PR6HPO6Pi9IVCc4w1L1s/jDgl4xYpHMoABuA6l+C7ipqTw2vR7HvK7PCxLVCc6wVP0s/rCgV4xYJDMogNtAqt8Cbmoqj02vxzGv6weDPPCXHqI6J3H2L558CUvVz+IPC3rFiEUygwK4DaT6LeCmpvLY9Hoc87p+KMj474o9+f2e/4b88k+h2dlpLjb3Icde75XPL/vXA5r6idVX0Q2II21uqrfd7B5WdzBXL0RhojrM76pAyzISuhbiMcf8TCh/rbPlJLtzJFcLdYo/hmzJ6BOGoQV4dRiBWRjZOWq/mD+fIjIho69mkTCfAFL9FqbdVGxQVVNkYqdLC7qPJTqbKtp+OO6fg6+SQX++GDIvo4fhcczr+oEgKeu/ftFNOXPeWlb3LJz99qtgD7VFPvDCIy429xl1jDson3nYuzt+mn48rBYqDxkJ7Gflf991ThEVarXQbg/1WLRYoVeTQc3sjZJaoDa6XU2QORkJHQsJv5+ZsCQLeqwnxsGRPB4eF4LOOKQjkE0ZHcZ4YX1lYrJSuMwgtJEdpW7GQmO/sVM5dBDaL6OvZpEwnwBS/Ram3VRsWm1jCr2rdDNWs93ONLcu+/0wbw+qUVMrhXEUG/XLodNl9DA8jnld9wbJWadUt1c+ZMeyGJTZHC4+4w6X96ALOOSC8pmHzrt7Ak399GqvdyUxRY12t3S1MIx/N/mlI+wfa/tlwFJrqjqrv01wBSt4/SxURxfbdoHkMhnJK7d4pux+jrcLtVShmSm71/wniUFoIzuV3MTfs1+npNp/mM8z8yoWCfMJINVvYdpNhS62/w1iml2iK4z0+uGor9aGeBYW7AYSV05ex2MfBI9jXtd9Qeakb9xuzabl6tpDZUSUdVYSopQEtCkr65tXusWECG2FVEa2zmOK8PcfGmZbjTIL8jaTJz0pkbJEGVFuamk2EqHtu1FrsfY5OpgdMMelzV2DJPz1529cicKdKHTAcVk77YRsyUiwViOt7Syp1XvbjYGoQD+NQZrHpKW9fTuEWujpbKbBFawQl+jntp9jWCvutfrFQ5/8Oprw3VRZ1VNyln2tfB6EtmFHw7u37VeMDHn5PDOvYpEwnwBS/Ram3VRsWfTTdKbQz3Q363e2YUcL++tdw77aN76z/VIe+yB4HPO67rGlkjy6lQ4blu2t6Zmyz+LqKBaZddkW5EmXTbA8KqtzBG1Eb6R92kRR0IekSU+ZFUT475/f9MfYPElDZY22Kc/qY7RtpcbzMh1p1sbsRDZU+kG6ZbAshKmskFYaEWWBNyd9rX4EOlJGgjYqKCcFdVp1cGc7U8Qyol92V5SlvRvhNKY0LBrsIzzBJmSJfm35OYR1RKmKJU935MFCYO8sL2RKRodhn7Kz7JlyPGBzMgpt3w6hUlew9isGhvycyMybWCTMJ4BUv4VpNyUti36p3kSzKMvdTI8VA3GiWh70VWm8LIjIlmF/vh46VEYPw+OY1/V9WybFO3erGVruXGExWWY8qs5qVYMdKy5yNVIY7a5GkRrdPeWSHBLxn4SjtNiw1hS0MdmtdIrxejLUtHK1Z7SQ5Ha9oxCp1AoqClUnQ/U9mvphmzX5QKGcS5QIGLNUKOI0ot86DhGlvRvxWFM1tasGWpeR0LMgx6Zj6PeGnz2S0aRiExSmYW1Lrrazuc2o3JBRGX1Eiqvrjs3JKLTAhp06dQVrXxOMn0wQHSmjr2aRMJ8AUv0Wpt1Ualn0O7cnGosod7NBZxuIE51lFkXycaOvks3+fC10vIwehscxr+u7tuQiKhwpJy0ZGaoL1JefyMbT2Umf5+pk2hlW6opK8vYsxhrJunFc6Fg25lrlYuzvb9pE2jxRx1lrGSOudZJJoopmpGnlapPyhMmWk3xksNpYqwmVOO2pDj0ApVVGgjmB7epsRDpO5PnYbzGTFYwoSdJettmcGylaSn/kqmU7WEteosHYzw1YK6hVseTplrxecJy3TxO+nxxMnigHGZuTUWj7dgJGK2LtZ+pcfQgdJ6OvZpEwnwBS/Ram3VRuWTSQFkWjJDFdsNPZyqYu1S6eGotx8+irZNifr+exD4LHMa/rB4McXHmPruXOfbFo02S6+lo126osZLkaKax2Llatm8dWt6h0lYloTf7LPS2ESbZgrQlVRisdZbzePdK08qGBspDkdr2jEKnUIm1dRLWuso+mfjqZsodGSYOotC4ySlqGNAqR0+8syHv12KAWKp3W1RpalpEwPEUv0Wjs5wbBH9az+iyON+6Tu8/bpQnfzb5HlcROc2j7diI5dZmeJsskZSf5PDOvYpEwnwBS/Ram3VRpWTQaf4PocaEvLdj1WjvPRwtWXr56ruexD4LHMa/rB4Osb2WDjuX+bbHNzTskhbgevlzT+WqbsaAm3fNYWELItnmbiMMxRaqMaXGrTLC5379/xTWa8P9K3RyWVeMfApQhQevoiXWbGWlWm6qJ2OhZHhmsjtZqoyiIeFxnwQltlZHQnGICitPsfqI423VSC9WYhrSJfpb5zjnRmY6pSOVqw36wBbVEw7GfhVqcfbWhRGs88snr6ec04bupQ2szUEkGoY3s1HLebg/oaliVE3yemVexSJhPAKl+C9NuSrUsGlIDpJ9lnntX3dkCXaHGKtTqeT76Khn05wk89kHwOOZ1/WCQu7dbaC3Hbz6D2GKzGblQJUtXzAbC3wgTqetGKAVR1VAkGMk7VQEVE/rvjspOk2BXWeTJvJkEVApYXqwwZlskG7ZeJ3qaRN9nkua/BofI1rTprsHm7Gx/KwrRMhuPQHtlJPAxlbVwhDjKyzoJQha32/VuQivQmP+iLzXVe5vIKkudsxoViyfYhN/PDMvzgvYkjOMC62T/RnI9247oEE34ftrQqgSwghYNQhvZaeVVyNZ+z4MznMjMm1gkzCeAVL+FaTelWxaNR98gtrMxvf5XU+3iaZ6b7sgrna8SpaM0JvDYB8HjmNf1eUFOsMxXbwtuFV4ZedsfjtDUT9dcaB8kNp3DkFaipsH2DmM/aJtZbdzYq7pQT182NOIALchI6FqImKVg1MwGu0IaBKMS3WLszpFcLVzWe8mWjD6hONSLvpOTQWgjO8PUBYx9rZo5kybaLqOvZpEwnwBS/Ram3ZRpWaHrmVma6H4oOFqZMR7QdkYrxnARW/VrIfMyehgex7yuzwtygmX+9px544/llYG3D/ohHvv4zWCpYFsWD3+DRTKDArgNpPot4Kam8tj0ehzzuj4vyAmWl32/fyMnX+/X6m5LBduyePgbLJIZFMBtINVvATc1lcem1+OY1/V5QaI6wRmWqp/FHxb0ihGLZAYFcBtI9VvATU3lsen1OOZ1nWwBAAAAAAAAfhZ5Ox9z4P1eRlczzzJYgaXqZ/GHBb1ixCKZQQHcBlL9FnBTU3lsej2OeV2fFySqE5xhqfpZ/GFBrxixSGZQALeBVL8F3NRUHptej2Ne1+cFieoEZ1iqfhZ/WNArRiySGRTAbSDVbwE3NZXHptfjmNf1eUGiOsEZlqqfxR8W9IoRi2QGBXAbSPVbwE1N5bHp9TjmdX1ekKhOcIal6mfxhwW9YsQimUEB3AZS/RZwU1N5bHo9jnlddwVZ/6uMrr/WnPRkBMBxlqqfXrDqqbP/bODwn/cb/HOAQzkvaBM/9u9LkGcy+oRRokrYTeBEG+xAf6P7tYnVNjInckq7ZfTVLBLmE0Cq38K0m4pNqtOVYqtLC71ett/K2r6qGqhdKAdk+dX9cwMyLKOH4XHM67orSEp6+/24x2PTl2gLETyIx9fPlTTBhp4o1anHesK9sDyXoTPGhaBj3jg7coKWklkiKGrBfTTh+2lilXGbAxV4J9ixPk3M1kRQ6ic2wzrdzV7oCBl9NYuE+QSQ6rcw7aZi82sbU2hjpSuymv06GPa5TDQ96KthnNbUZNwlT/fPDchPGT0Mj2Ne1z22+CbsPXvoWo7X397YSO7g4xLYCeuzqMFVNPUTa6Sie0OhddQ10dtudkeFjsFgrl6IwkR1mN9VgZZlFGHryibbi9vtAsnTpKgwPIsrI3mcpBWW//Prl2q/t1KH76dKVJ6aQAmt1wt2rM+jXlJ4x3h/oCs8xueZeRWLhPkEkOq3MO2mQuv63fxnC+p0pivaDid0hRFe2umrtq2WBVLrNMpq88U89kHwOOZ13WOrn/w9epbDpXbeIvgEEs+7yx6jL25hZxlMpqkfftrbu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Cześć, 
dostałem za zadanie rozejrzeć się po firmach i wybrać najlepszą (oczywiście najtańszą) wagę kolejowo-samochodową GLW 100.
Widzę, że mamy tu znawców, więc mam nadzieję, że ktoś mi pomoże w wyborze. Najpierw przejrzałem oferty Gawag i PAARI i nie mam pojęcia, która firma jest najlepsza. Gawag znam i czytałem opinie, że mają dobre, solidne wagi. O Paari kompletnie nic nie wiem. Oczywiście na stronach nie ma żadnych, nawet ogólnych cenników. 
Poprosiłem na stronach o więcej informacji, ale na razie zero odzewu. 
Ktoś kupował wagi z którejś z tych firm? A może powinienem rozejrzeć się jeszcze po innych ofertach. 

Z góry dzięki za pomoc!

Witam serdecznie. Orientuje się ktoś jak wygląda sprawa z wyjazdem z Warszawy do Berlina na legitymację kolejowa? Czy na bilet sieciowy pojadę czy muszę kupić jakiś normalny bilet od granicy?