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fPb1a6vyR9\/DbhF\/S9tn1l52xPiZsUytRLz3T+fL8FwmZ3Q7upXWOFH72tm5Sv7es2w1ovSX2XEgU7zLEOtm5vul5Sr9+1neFiWuzHre3ltt+UaOj9K2b2nUeuX1b5H2ZI\/i9NnzgudjeiZsdDvXOqrLSGvUs2PuxO0ZMWVkLnM3zzgqx6w43npv4ZMrz+wmZ3Q7leXdcb3zxXdxwxx1fv0W+6Wj57Ha9UJrLeuuZXmO\/nuE5xl36itDHj3iWhnqYYReY7BHbIm+NogyF51dP+r+aI\/yj8r7dtRi7Mxcx31ytN49W3\/X5v6Rc\/27dRslvxs9Z4+Ow73Hw+s5Jmd0O\/2tdg\/47nU\/\/b1m76uHlnNO5vXlVdHXYe98mjNq9muPjjlae3y6Rq\/1Z83fr+wn9eqHLfbVH8fNeO49Oxa0iqs9rt2qrkftC+y211erdU4TIc\/uva6I3Aej7I20WouMyLnfnW+1Jmx0OzDqnt7M+BxhHyZuYnNwO7c7\/TlrHpetbWr+flTOCOuQ5\/9eM2\/2zI9a1svs+eFqPx09lku0qMvIzxejr3F6jtNIuU8LrWNri+vW\/v3s\/DXnvXuNd3Ekao767lyj11az552SctSeb+Q4b70u7eFO\/xnZN2fE7pX3\/bV7H63aJ3KO+WrXNfTVuJ5xjyNb29T8\/ayc9jjeX8vaJm5ic3A7zbVf\/5ZhbXBHxnXtyPk4YnyIWKZP58uSg\/xTe0BPZxV455xHG6mPz41MFp6ve1S+T2be150mbmJzcDt+NfEmbHQ7KsfoOigp84iFUM01Xj9359iaY1q0zZ0mZ3Q7ErG\/lQb4ozYqmbwmZ3Q7lbVHv7xTr3fPX3M\/PZOhT+3Vsg9eLWPJcT3nvprytaivUffV8nqzF0sZ8q\/XvKnElWMe7pS\/5SZhbXA7W8lxPe5hhNb51Oi58V1u1eK8V5S0X2lZatcoUfpZyzgWIdd\/rrcsbfC4RkkOfPS5nvF+RF5Wet6efejs+q\/XbrVBVXpPo9eKJeUa1TcmZ3Q7XePTde70kYj1HDlfJmx0O5Jlfm2VV\/Zev5YoHVdXx9\/z32etQ2fkjS3LPztm9Kij1jnTCvtZpVqM2VH7Mu\/K1SNHfnUn7xqRl7xep3T8lRo5ns\/O13Lv7ej6I\/LI0vqq\/fyZaH3y3flatn2v+X9UXpVFj72F2evKd2V5vX7p\/\/er+dqnv929hzv9625fHT1Xl5yn5fjLvn7tNS\/X9M\/aY1rvbZSqaZ9RufCn8tVcq2f8zFamZz1j30rzWc95rHeuFHUuOJNhnfLuuIjz5Mh2i3DdXuXYId5liHUz8sgSPfK2aHFlRP57pSZsdDsPrddvNZ9vuaYtOd9rP2o5V7Q6pnWdXClX6\/nn7lrl7LNH9VRSxghr1LNj7vTVUeubd8fOzmUe1yjJUY4mZ3Q7NzqOt95bOPNa1iv5Rc988fU6pTG0xOpzVOm1312\/9Hy112oxb46cH1vXXasy3Y1r744ZlTvX1FfP+Ds6J349b831oq0nal2979LPXx2DPWJL9LXBzLno+fp3482dJmd0O3X1mOfjWua4d\/O+ljn8So7q4c7a8+61I3jup6Xr9Ii5fqs18t25ZUYmZ3Q7ccfotXrv8dBqrPf4\/Fm\/nhG\/W+01ZF9fXhV5HXZFzV9yzivlGOlqa33MlSZuYnNwOzJLyWL14UrQbOFTEtnL2TVKFvYjylFzTOmk2bs\/trynR4w7moAef3v+zOv\/fneOszhaWsYavduo5dxwVPdXjiltr96u3NfIsXWlfFeNjhmtrjeyjl71zL8iz9FHsuSPR1a4h4fSfGrk3Pg69o8WgLNz5p6i9LMecazE6Fz\/nRltcDTWZubrGUXoQyXXbpkPz4obUer6XRl6zCO713PmXDTK3HpVj7pfdU0eaV\/n7Nyjx1LrNs82rkb0jdX6bKQ4+LDSs64rD7Ujtkk2rcdwD7XlEEfui\/K87OyaV+NVi3tqXUeZ1xajrTJPjVzTRIh\/V2XZ15j5zOBqmWuv2+KYh8zrhJH5UeT5mOtGxrWW5x\/Z969ea4e5Ncq++CeZ3gWdRS57\/LlZ+VTrWBsx3xipVzuNHk+z90FGrnsfVh7Ds0XPl2pFyntn53otY9OIeWF2bKsRNV+cZVYMjbL\/dzQmZ3Q7WvTl6OvQ0Xnj7Nh6xcy9vJLylcbmUtH3s3qP2ZFm73vW1MmIvOT5mJK4eGVdE3mtnDmPLDn32edr842IffKq2vnh7nkz5e2j9XzGcaUcK5u1Zzc7jzlTsud79djWStdzvWPOanuCrfp8q7mtVfvd2Y\/OvgYukXGd3FrLsXylv43MjzLFxZZrrteyvZZl9rzbIy\/YYV1WW4bSGDYiVs9eF80YK6X5213Z169Z5+UZfarXXvboeFJS5pbxM1OZWot47zWfKT0mYW1wO+KaY7SssfRV9L3C1vPkrH3MKPunu+XvNWr2nqLEutn5\/pHWeVvkuLKK2lwp8vhocc6W+0UR9mRbHXMlJmFtcDvX3nPJ\/lWUnKq2n7SMP6PWNw8zcpmjMZUtfrfeW6hVUycR31ExR91Tul86st6iv8\/wfP3H\/+6919wyrs1af46qr55Gz68cq+1TvWLLKmuDHueMst91VY\/yz877VjXz\/ZCV9pGi5foz6nZEvjIynxgdhzO9C\/Z8nrtrydeyvZZl1vifMedEXF9etco6bLaR77+8u96V\/aTZ\/bDmfGfli77+nxlXW18747sh9vomZ3Q7i\/wOSuR8pFVuNTsO9zrnmdLYGXUKmjEPjLqnNysmZ3Q7l8oYn2pd3RuImsdlaZuW5Ry5DonwHmSpWe90lJwrUj9tOZZbuhqbdhJxnEbKfe6ate5tlf8etUWLvLpVHIuao141uu9GXJdk2hOZPddc6f9X3cmLJmd0O5WxZx4Xzaj1Smu7tHvGveq7dlxDl7gT1yPucWRpm9bltMfx\/nhrg7pr77g2OCpD1nXtCBHjQ8Qy1Xym9JjR89zPlYN6KAlMNTdZ+7LcjIF3NuF8Oubxv1vcV4SAU+tOQI4wCWVU2k8yjLtao+7p0+R0JQnsUb5ZWs8KrbRqL5itZ\/5VK8IcvcImbHQ7tsI9tDZzjdHLiGsfXSNSP4uaKxxdv3STIUsbXClDhJi\/opEbj7X5cLQmZ3Q7O0vveWT3es6ci2Zvu9F1v\/Ka7WGV59Etzd6TbTl2ap51166TorfjrqLF4doyRMq\/R8cC7039zRx1zcx8fQct41q0mAqjZIotq8xF2eNN7\/LbN2prtWdFZ17vJcv7es\/XyfoeQCZhbXA72ePwO1HHevR+HbHOjkQp7yrrsBH1VfLsptaVY1uOxdH9UCZndDv+p5lxNcP33Eew19dO5CZsdDu7x7qilVX2RqgTJQ+8akT5M747FX29dFfmJmx0Oy5L29z53aur16pVM7\/M2tvIuiZndDsY1U+j3C\/9RBynmXKfFde9Dy3335k931pb1bMnks+ovhnpGVWUff+ZeeWO7V5i5Tn7E2vodrKuRbO0TZbnTxHXTqNYG6y9NthxjmwtYnyYWabsOcjP1QNXNmKwj3rY\/nrNCOdYRaTJ7Ypo5b\/bt6Il\/V9f9ffUYuPizvG9RWyjO1a6lyOrtdvD6PtatR75zwo50ox76D0udhl3JV9cKd3I6t0PsoyVlftOljbIbuUmZ3Q79DDqHs\/67A51PYJ6zmvXuL5in1zxnloaWT\/RxlXUvhG1XPzHQ3GiE0f68OWqc\/brY9h5ntL\/2ivtE63rJmd0O1pfjFAe\/ftf5pq2jvoX+sO\/IElEQVT2az1HGAeM12u87TCOI42ZXZ55R6rzK3YYF7Wyt+nX1xr3sAtjcA9R3sU403PdE+H9hdpriKXtiHVtjeibK+yD7DSGM629rug5N2Xv55HU9J1Z9R45tmXJFzOI2saRRK6jyGWLYuVno5HKsqpZdSZsdDs67xr9G1eJef\/KkEfelaVPthJ5j5JjPeaJnd4KyV7+Uj3H54yxL+ZcF2EOz95+mcvOWCP7evZx9Wqle+kpQkyPapfnGVevlb0\/WL\/206Nesq+5IvaViGUaJfO9m7cZJfImbHQ7OfN514zrvtolDsz6bvEIkfLIyM9wX0WqtyzU198y1knN2Hn32SjzV2arxB99wXtTn8x6Rjv6miP4Lf7rVr63KyJ8B5O97Nindrznd7LniJ\/Kn\/2+uG+VddyrCLl+ad2uWP89+K2AetHupVcbWl+O17ot\/e7DmHP0Nvv3DiP+BtMq145g9\/uvFekdlFXabpX7eJX9e2nywGOrz42vssenmeWZnce9itY2n0QuZ+SytVLzXfweItZxj7Ec8SZndDtXEbFuI5ZpBVH3nP1uVDvWJfesfn87y7LvH\/GZAnvLvoaeXZ5Iexyz66JU9HJGL18Ka4MY16WevlsuYplKRchBflqfMJqIHaTFF\/hmvpgQpU5rytGyzJECdMmPJJcGmpZf+l7xx7yitHlks9uIa1Ztt9H3tWo9XjVrjm4lYplqRb+HSPnUFdnK3vOH9nucd6ZefbMkby\/529l5oyt9QJlZ9vjW26pr81qZXnbJWM+Zc9Fo5amVue752yrtGblsUCP6ywWPnMGYi6vXupTxRrVPtDFds6fQqo5WyYdGWGWe0uZlMu1rjNIjZ8pYDzuRL61FXOsn69waLRe+I9O7Jm5ic3A7Z1Z75i2X\/VPEMtWKso824n0H\/hZ9DEYvH\/dFfm9\/t\/cXoswHPYgl882q1532QVYew6Ui5KnR6nX0P+JYa3bdRq6bIzvFtq+vvO3Uy6ox\/JMZ7+\/Pjk13ZS9\/bzP3Nktlbpdo37kZmSPfzbsyt\/uOdmivHe7xWeQ9So7t1ldba11\/0dqj5P3zkb9n1HM9t1rM2e077TPbb4c15A73mMXIvr5aXMzIu61tZI9h2cdixP347OvX7H16JO\/pshJ9qi3j+bPI82T07330FqUcve1ynw\/Z8\/0SkeMKRDbiXZp3Y6n2uuJ2fNnayHtT3ptaXcT90hozy5617mri2m7fwSSXbL+LwLHsdSZndDvzuwcrf6d0VTOf43pf79jOY8lvBeyt1Zyz8xg6M2sd1svs711mqKMRWv6Oo\/X\/OPr6saz3nP0dlDO91hX8J\/v30sT+9e3UviP6c9RKjIrr9jji2HFMn7E24KrZ40mfWU\/WuPszuz1EHmCPsl0pY6\/7ytR5W9RB5P7RS5RFQ4trrPojmJnG4ZHRbTTLKu31sGq7zYgZK9Zjqexz9Aptt8I9RBatfnvORUfnjlYPq9IGRFcTg\/TZf\/Wuh93rOXMumr3tZtT9amvySKKOpdo2zyZndDuu4MHcxEzm29h234sucbWOouZDEa0yT2nzMvY1\/tajzBnrYWfm47Fa56fiWj\/m1vkyred2e+Ytl41z7Vai3IPcdI7RY3DGsxL9YLxo72LM3GObybPJ\/4gl80Wpv5X3QVa9r2eZ116z\/xGVO98B7Wl2fI5WH1dljG3R8kXWtts6NHv5e4u4tzninLuaUZdX8y6\/AZDLDuN0tyZndDsZeY+SY1HrNEK\/LpEhNxotS9ud2TnmRHjH4m4\/Gtl+O6whd7jHrEb39R3aMdImbHQ75t3WNlaLYVHGYqSxUiv7+nW1Jmd0O\/2Q4Qe+V617ctB32jKeP4sV2WtdJmd0O8etmh\/44V\/6JmFtcDt36UPjqOsx1DOMEW0vOuJaIFodAbAec80cJXnHa9t4BkZPEXPhq7Lci2feME7mdU+W3AayyBwPuMba62\/mlvWIbZQw9gHGE3uBZ\/L2PXk3ZF0jf8\/oSk4h5uSm\/djFyL5uXEEMu4zF7HtCu7QTXGGehM+Mj2vUG7TxbixlX5\/3JmFtcDv+0JsxyIO+cJ26q6O+aE2fAqKxjutnVN2aW9oxHvZkDK3B7yZndDvkEXXMRS0XXCGnYZTs30sT+1nJiP5szLCL1fv6yPtbvS6hRKT8l5jEynvU39rs+8N+RsV18wczWBuQlb5LRP\/MLkBvUZKVx8Kr1Y\/Ztr6v0kWiIPW3dwvuT3\/r4ejHdmf1\/5bXPfsx4cffevfNKLEkoihtRJ1V2230fa1aj7tbIeZnu4fZ+dQKJmd0O+XwNfGntq53aJuWfbNkPVi7RtyhCrIbGd9K1\/UzNyJ79llzyX\/Uc17qENozrvLIkMvMpC\/nFK1f91iXRhKtvlubvRedYS0wu452FqUPsAb96V\/qISZhbXA7cwrsKUMu\/CrruyZuYnNwO555w336NKtYfa+vtcjv7Xt\/AdoZ3a\/tg6xrxtorm9bfAV1Ztr6wa2zL1k6jySthLuNsby3zLn2pXIS9tx3aK+I99mz7yHuUHIvYV1vqHfNWr7+vr5i\/Z\/Tp+lfWcyvHnB2+075y+8GzkX3duNpHtJjOn1YdixH2461fgYzM24wSeZ6cNQ6ijL8o5ehtl\/vcKY+MHFfoJ8Lz6Ox6xsN3Y0n9H8scf3aZW7Py3tR40eaoCPulWa1Yd76DSSZhbXA7+tR1Eeai7G2UvfyMMWsd532963W709wy+n4y72tQbqcx1FKUuvk0N2SeL1bR43ccd1j\/13yPo3dZWMcq7yZuYnNwO5Tosa6IJMLeyKfrvF4rw\/fSosR+2tm53Vr252x5HPvq1a9WmR96jOVaq9QltGTPOYZIayux8p7V6i9S35xp9L7\/7L6i3Xk1u0\/O1Dqu2+MgMmuDGMzD9fTddWWd4\/6ZXYDeIgymHg\/YI9zX7qJObq\/9rTZZf3z+TlDr1d\/PJmFtcDvQnu0QqY0jitBG1Fu13Ubf16r1uLMV2irLPUTNp7I422C4es4en80mYW1wO0vfjFy23WXpQ6P1fpFdXf9LPeelbqE944pV6MvA19ecvehsawH79XOoT1rSn\/6lHuIy18yR9cVMcsuWC2flmTe0pU\/DniK\/t+\/9BWhnRn+3D7KO2WuvTPTpOhnrasfYttK9tCSvhBiMv321nm\/1pVx2aK8d7vFZ5D1KjkWqw4zvhkSqv1Ei\/J5R6\/WcmFMuYh1oP3Yxsq8bV3vQfvGtNBYj7cdbvwIZiSGMEnmenDUOooy\/KOXobZf7\/PraJ4+MHFcgstF92Lg5lzX+RCsP\/\/He1N4i7Zdms3Ld+Q4mYW1wOxnoU2vI3nbZy884WddxryKWr2Xd7ji3+K1a2nEMtTSzzvzuw76s\/+G6Fd5BIY7s30sT+9e1Y3tm6c+Ry0ZerftVlvGUgbqEY\/ac+foSK+9Sf+uZue+vDxHNjn0yU1yPXiZndDtysTYgK313TVnb62d2AXZw9KOpUX\/89rVcUcs5w\/f392+mBPyOaPf2+\/v7fVQmYW1wO\/10Jmd0O22U06rtNvq+Vq1H6GGnfGqWT5sKz\/9NXPqbvslds\/vQ2RhfqX\/PrutdqGdG2imXYR\/69Vi71PeIvejsawH79fRmrunvUYePuiZndDv7v3fHwhXZc+F3sr4L6pk3wN522euLLNq6Z8UmbHQ7CrKIFg9oy9rrTxm\/A8o1Ytu+5JUxyLvmsve2r2xtL29f34h3Q7L1+53U1nfv9ZyYk5v2Yxcj+7pxBTFkHos77cdnbifozSZsdDsJnxkf16i3+CZsdDubicv4uEf8oRXvTc0zc47aab+0NXVXR33RmiZndDvVlvUSjGUd18+dujW3zGEmbHQ7rMMYWpvffYgr2u84Ro0FV74bBDXkNPmtvE\/fu39Gjf1wxcj+HC2Pg9Z2mR9GjOVd6hJasSZndDuba9baSqy8Z4f6807E33bY99fu7Gp0XLfHQVTWBnOZh6\/Td4ngn9kF2NHv7+93xAF+Vi5B\/G8r1EnU\/njkKPn4tAnCWNoop1XbbfR9rVqP0Isx0c6dGJMtHxyhR998zb2f28wcsZ6Z7fnoa+\/G9or9bMV7ikg9AzDKbrkMe4jSr3dZl0ap795G7UVnrjP79fRmroG1ZR7DWd8F9cwbgFe77PVFFnHdo+1hjojxgGusvcpl\/M4ddcS2vWlfgDjkXXPYe9tXtraXt9NCtn6\/il5zfM82Wynm7PLdgWcrtR8cGdnXjSuIIftYjF6+VrK3E\/RknoTPjI9r1Ft8ns3E9Pyc4PHfjJk64g+teW9qvNlzlDhxnbqro75oTZ9qZ\/ZcBLsZ+Zut3tf7T8k9r1gn0dnXWIv2WoPffYgry+84RikHjLRyTrPLumL23kj276Wt0g\/g62vMvxMmbHQ74poQwWp9e+ZYXq0uoaeV12cZzFxbadt7Vq+\/2ev+2Xbd99+93dlbryZndDtuj4NMrArmMg9fp+8y08\/sAvRwNKgiKi1jtvvqYfaD7ud6jxSc35Xlah\/5NJnXlGFk\/5z14gXlIo0Vyq3abqPva9V6fGf2HN3y2lljfpZ7iJpPZdXrR79LJmd0OxO5n12RpW+u3AbZRehDzxuJv7+\/3+\/+b3SZevTZCHUdze71nDkXzR7XM9c9f1ulPbOPq51FzGVm0pfXJm5ic3A7X4+1c323vLdMa4EatXtfPa+zglXmKW0ewyr96S71kJ940J46zSf73LpqLhydZ97XZB9vtLNKn84mYW1wO\/oYjF6+Ejvv9ZWI\/N7+7u8vrGSFWJJd5Hle2+Yzc+3V8zqjRRiLs+s2cmy6K2Kfu2rldrpDXtnP7NgU4dr6VDkxihIlfUNfum7G3tsO7ZXhHlu2feQ9So5F66u927R1zItWfyO8q6PRv2c0az0n5uTu873ab4c15A73uBJxkVKZY3qNHWJY9PJ9fcXaj8++ft2hT0el7plpl3l7FOP5s8jzZISyzRx\/UcrR2y73WSN7vIkwdpnPd0HqjRg7Z\/\/YkTh8TbT+bG5dg\/em+pk1R0XaL81m5brzHUwy0Kfa8\/5uvezlJ57o8Sxzny+p2x3nlshtuksbrGTHMdRSpPE48ncfPCEtLZ\/L+n8cfX1fkd9B4W+77dO3upbYv64d41OW\/rxj27QkN3uvdb\/KMp4yUJdkkCG2Gj\/jzFhbiZX37FJ\/O79DLS0+a98\/wnpl53Z\/J8Oc3Vq0Jmd0OzlCpri+Y\/u0tOOYbmHHe54l0yZsdDucYZnuZUVR14IjZHqoAa2JvePIRedR92vRnrAvecv6dl6XZmUv+nxPoUcdyYdi6jlPafPP5Ad\/Uyf7MR+PdWVc1eS5vcewGPEvc+t8md4FfbXiM2+57J8ytuGrFe7hk5XvrYfoYzB6+YjDuueaXWKmWLKXneLBLmP4k1Frr+wxJPLz1ex1O9JOsQqezXh\/P3tsyl7+HjLkTBnKWCLCd25m1mXkvAsYQ96+l97vhmSRMY\/xe0a5rDhuvr7itN8Oa8gd7jGykX09yrjaWca8ILqMMcxYzGFWO2Xs0yN5TxcoYSZsdDv3J5+Bz4yPa9Qb3PduDF0ZM7vtX4k\/Y3lvas1neuS2W9xvLUJcg4jEFiLQD9cVYR23am4foW6po81iMOeMlX0dNuJ3HzwhLS2vl\/l3HHemr\/8t65y0a06z6rpiNbv2T8hCHheH3Iw7jGV4b0ZsjZL\/Zt8DZLyseyKsYcV\/a4c61kO0YF0UhzH9L2sDWth5XQvPfmYXYIRVJ8WR9yUwre1d+95t8xXH3Yr3BMB7K8T8Fe6BelfafdQ\/BspnZw\/zzo5tXR5yytIXspQzO\/Wcl7aD9oyrHLTTuVl1pG2uy1R3d9alUWSqb1iReYqWMrZrjzJnrAf283ghVn+FXKKv\/3Z55i12ridKm0YpB9yhH9eLXGeRy9bDbvfLWPpXfzvV8ei1F+vSL3LQTkBLrWOKGBVbpvbJVNaZotRTlHL0FO0ee5cn2v0tLT54r+HcynUz4t5Wrr9WevyeEff4TjtfX2I6+9L396GtWYn+zCiR+9ru3\/uIUo7edrnPnWjT\/WjzNnrUY8nzGu23Hm16T6b6y1TWWdQR0emjsL4o4+Z2yC3jWPRviMAejJP+5HFEol9dlz0vArjD\/EFU+uafRu77z6x77c47+sUY9jjjGf4UcUycvRf8M7pAo9xJVEY15JUv1o6+r4id+s7m\/MiN\/dF1F+GhRYRx17oeItzTaiL0Veqt2m6j72vVenwYOUefxdgrcXiFmN\/rHmZ92TBKvSZndDsmbHQ712+ksrWILTXnWGGs3DX7Jmd0OzK2wfN1a8rfI95H0LPMEetjZp+NVB+955Hd6znLflHL60eJgZnrnr+t0p7Zx9XO1P+fZvXlES8DRcz1e+1\/6NdjRanv2X181LwmbHQ7+h9lbXlfn84VPR+a3beerTJPRW\/zKFbe17iqR86UsR74bPUY8drnWvfB3vU3Mq7tNiZndDt3mVsztuudMvd+Z2CXZ95y2c9lGL2+\/PT3ke8aXTmuRzlK+lfGmDdC9DGY\/V2+kvPuLsIasvUeW9b3F6LMBz1Ej3U7iDDWS2Ru75XH8Kssa6+7x\/YQ7R9XnV23WWLTXaX3Gen53bNd2qmXFeombmJzcDvXs\/ZPZsemu0aVP2rMOBNlb3Pl\/axI37mZmSPX5l3mu+vkJ31kuMeW14lwv0dl6P1eQ2YR2u5OOWpFfzaXIY+JkLOXWuH97GiixIy7RryHJmd0O7ocPe1wj6saWf\/auj3v7LexWwzLWOZnI\/pWhL4\/q19GeQ9slCh72XePha+vGLFrJcbzZxH6WrR3USPUSaRy9LbLfV51Vj+9v+91RYQ2zf7e1wrUW72evyVde74en70i4xiNkDtGiMNXrv34396bKj9nxraOIPq9RytfhvcZHiKVrzSuZf0OZsY5ugf18Keae80UW3rw\/m693t89qD3nleNqzxuh3ncRYR33KvuYfbhbt5Hu5a4sbRpxJmx0O6xg1pyz0hgqkWEd1qosV87heXk7V\/pB1vV\/Rt6zOzZqPSZndDv7GXa0d1D4W\/T6zP69tOj1y9\/Ep89a3l+2zl7Crwl+PZOBd9es+ZHqHiL041b9s\/QctWW7cp5VY8ldPdpodVf7YO8y1Px9pJr6Gn1fmepxhJ5zdO3iqMWXiVrG\/Dtzz5XjHp+7ew89v2wYPZ86c1SGiC8w136m1Ir5Ue+++Xp8tHjV+vq1Y2FGvC\/5b3fP+fjvI+Lb4zpn\/3f3OnfLd\/aZr6+yHyZndDsmbHQ7ukbrteaIefDxtxb9MEM9txRhv6iF2XH9imx1H2FNJmd0O1q2vdfWMo6rnc3OZSLHiFl9uSTnP8sJaso0I9fvuf\/xOF+kHL31ujSaWfXdu49fWcPc1Xst0HpPoVUdRcuHIsfP189knaeitXkGmfY1RmmVM9Wc8\/GZr6849ZDRnbyx9u\/RRVgP3ble7Q\/ql362VVzref4rerb3CnNrln3xMy3qtfea+Z1dnnnLZf\/UI1ZGe9eoNieMtCZndDuLMJdFyFVeRR+DK7zLF21vNbJWY7\/HuqdlXMqQp\/XYI5gpeqxrLeJ882xk7torHrQ4T89rrTaGj4xYe+0WQ+6q6beR6jbTXnar2DZ6vdnCzHaKOL\/2zCtH3G\/JfNXyeqUixaYrepU\/Y8w402MfbMX9rNLr1ZYl+75nT5nykghm773t0F5R77FX20feo+TY6L56pwqvvhvSM+a1rr9Iecwn0b4T9vjvV9ZzO8Sc1b7T\/u46V\/9+R\/Y1cIlV7jHi3lStkX19h7jYWs8mZ3Q71jsviBTTW8sew3qMxVnxMOJ+fMb16wrvgc3QYm8zeyZsdDvZ3Qq54EPWebt3G9ScP9J4jtw3I8+Ts8ZBlPEXpRy9ZbzP2jHdany8fi5KHHkVLa5kyH8jzxM1eiZndDub2UGLsVPSj2v7eM2zuittHHGMRtkznb0PclXJ2rzmfN6b+mx2W2cyc47quV86Quu43+Lao+uudVyrOffz+Ud\/B3NG\/C35b6NFzFVG6TkGZ8aWWWavl7LnCj3K3yPvixrLdjB7Hed9vXvnapXfRR6DI9t09njIqHffaTXnRFkjjZBlHXZX7999iPS8Jmx0O5se37mPuv5fgffsyvVYj78e06qf9chpIs0B77ReV0Sz0iZndDv96Jxb7F9f9PjUUu\/+HDmP24V1yLlW\/Wrl+WF0n2hdlyPXEbW5ymprnMxq2m52bO2V\/\/bcA1zZrLVV9nmnx55Ii+tnqb8SM9f9d11Z+3\/Se9\/\/WYT1inb\/0yp71VfrJmFtcDtCnxxlRFy3xzHf7CZsdDsmbHQ7ImuDWGbPwzuua+2rxJRtjvvn7AM1ATHCCj17N9jPGmf0Pfz+\/n6\/lu+sDKPvq2edvLv\/0ms\/jv00Jm5ic3A7ns\/V6h7Oyvt6vefP9yhPS6\/3ducmbHQ7X1\/t++ensVFTr1f7W4ZYEkGLNlrdnZjXS+R2u1Nfo+8rcj3OMGqOJmd0O5uHjyZndDs\/KubfmXvu5Egt76G17PlUbfk\/fTZ7TIjez67I1jcjtcFr3G9dhl7xvnVeNrsPXVnTjdwmbmJzcDtq2Wd71nXvnL33Jmx0O5KlnnuasV\/UQqS4flX0uo+4JmFtcDvvLdvea2srjKudzM5lIseIWX259ror5\/pXze7Xu4lY3z36+Ii96B5rgZq1z1G5Ssrfqo4i50OR4udK81TkNo8i077GKL36Ys05S8\/Ln+7kjSPm45Gi5NCv162pz6MxcnSeEXGt5\/mvGNneGefWrPviNSKXbTS5bAyjY2Wv9dRR2Uqv9fz3KOuzCHNZlFzlSPQxOKp8LcdXxL2+qHrNZy3WPS3LliFPG\/FcZabose6u6PPNzP2iVvFg9Fq09lqrj+HZVokh7\/pXq3Xi1TEys24z72X32OPtsd5sYWY7RZxfe+aVo+\/3dfyffbbltUuulznujyh\/1JhxpscmZ3Q7WM35Ss85ez\/rqFy9xmyGfc8atXlX5rxkhtl7bzu0V9R77NX2kfcoRzi61wg58JEZffX1\/DXtWVrXz+fpGfNa11\/UJmx0O6aVK21xdHzL9dzjMxlizkxR57dHOWa1X\/Y1cIms9xhxb+qukX1dXCZsdDvXs4\/1zgsix\/TWssawhxZjcVYmbHQ7jLgfv8L6dVSfzrqH\/VqGlnub2ePJblbKBbPO273b4M75Z47nyH0z8iZsdDs5axxEGX9RytFbxvu8O6ZXX3tHjitHx5aUp1cbRZ4nasx+Hp1dj7FTs+Z5vmav51q1oozRWXE72iZndDvIFa85eOsy9OgjPfYWSl0ZjzVlfSZndDtmNzPnqJ77pSP0fm7R8tot667F\/FY6D7+e7+o4HllfveJvtpw4Sq7Sy8znPa\/Htowts8xeL2XPG3qul1rmfZFj2dG9RSpnK9n33yKP2Tt12ztfiSZsdDsGZ7Zp9vEwQu++02rOyb6+Jmx0O5NxHZbN617d631l6CcRXN3j+PrKt\/7PalRfz7gvkHk93iKn2XkOiGDlffreObfYv76d4tPM\/iZsdDs7j9uVdcjfWvWrXeeHHuXN\/Jy15b5WxjVOZnfabnZs7ZH\/vt7T2Wdrzr2aWWur7PPO7D2R7PVXYua6\/67IzxiPRFivaPeya2Tbq75aNxH65Ciz47o9jjlm5+ERWRvMNXsetq79fOwz+yr9ZZ7jvn9\/j8dwzSC\/szl5dJ5WAfnoJmx0Oy0a5E45awdw6XVbJPkjOuu7e7gbBHuWu6a8s8p15To92rxV\/7wzRkrO1aIsJecpjalH55kZR4\/0imOfzlN7TK9rvDvuTIuYd3SumnO3HFs156+51pX66n1fLa8XpS\/3jBs95sLSfnG3L\/Scx672j1YLxZFluHvesyZndDs0q4+X9K+R8ag2l2uZ+0Vca11t45G5fqY2OLpezyZndDvfO973iHGz14u1m7VH1+6VD5+d+84mbHQ73aque81\/Z9d4vU6EXGb2nH1Xq1h9ZlT\/KLlWbZlb7\/9+KkeUup+9JmFtcDufkbtm2XvtPd5G7+lFXO9n6LMtc5kr7uafR8dledZVe91Vcv2e+V+rft0jl7qyLo0ae2qOrTnfVb36+Iy9pivlKm3Tks+1yiNbr\/d75Lct92tn7ZWsMk+9O+eINu8RY68ccycnibCvETFXa9kXW5235PyfrjP72WPLc0Z9Fj1jfN+ti179\/Ozcrfa2ese1lucf2fcjvTeQ9XlhtJjZ6plOr9xu5WfetdddPZetuW7PWNxyPdXq+KPzzFyfjVgD1F7\/zv5Qz9h7ZwyOeDY56j2FnnthZ6Lt618pS49zt+iLs9e3o\/O0mrKdXb\/0fJH66pGs+caVckWMKSNz15bxYORatFcutdoYnrH2eiZndDvfw4x8qcfzyFExqOYcPdezZ9euKUeUZ8ot5\/07+XCGfPHuNWfPry3zyjvnrvVpT77H3vWVc5Veo3Xc7z23to6tM2JGlmejK+9n9bxm9H3PGXN277yk1Xlmj+eWe293jMwjoz3\/uHtszXmunPPqNaLtUX6Kx620emeh5nyj5\/bS4++c\/+wad+t5RMxrWX+z85iSct3Jz1o\/a2ixnuu9roqwJ\/h83ZnvWIyc23q1X835sq2BS4x4RnTlvDXXm7U3dbcTBLoxDGVJREFUvUbG\/uhxsdc13h13pud+4Kfzv16j15q\/5BxR2u7qvUZ\/zh31WW1NGSLvx0dbv17R49lgpudepXq00eh4EnF+jVimV71ywaz7NzPKPSNXujseZ8TvT9fN2tdKztN6f6jFeXtet2dO27McGftgpljXYny0jLO987aocWVG\/ttqrRN9TI9+Hp3hGf0VV8ZOzTGj+uzVZ0yRxmjPPbiSc0XZB7lyvZ7POFv3kZrrlBw\/o8\/1zhdbnWenOers2lf3S2fNYyOeW5Ret9Vec801352v9f5Hi5jdu756x9\/ZeyclZ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key to a Western shirt is its silhouette, and Full Count have put a great deal of effort into refining the cut, giving absolute confidence in its fit. Additionally, they conducted thorough research on the stitch work to ensure that pronounced puckering emerges. The Aged Wash version of this shirt demonstrates our commitment to these elements, resulting in exquisite puckering and a beautiful fading effect. This versatile shirt can be worn year-round, serving as an inner layer from early autumn to spring and a lightweight outer layer from spring to summer.\u003c\/span\u003e\u003c\/p\u003e\n\u003ch3\u003e\u003cspan\u003eHIGHLIGHTS\u003c\/span\u003e\u003c\/h3\u003e\n\u003cul\u003e\n\u003cli\u003e8oz Selvedge Denim Work Shirt\u003c\/li\u003e\n\u003cli\u003eTwo chest pockets\u003c\/li\u003e\n\u003cli\u003eWestern-style yoke. \u003c\/li\u003e\n\u003cli\u003ePearl Snap buttons on chest and sleeve.\u003c\/li\u003e\n\u003cli\u003eContrast Stitching \u003c\/li\u003e\n\u003cli\u003eWestern Back Yoke\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003ch3\u003eSIZING\u003c\/h3\u003e\n\u003ctable class=\"ks-table\"\u003e\n\u003ctbody\u003e\n\u003ctr class=\"ks-table-row\"\u003e\n\u003ctd class=\"ks-table-cell ks-table-header-cell ks-table-col-hover\"\u003eSize\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell ks-table-header-cell\"\u003eBody\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell ks-table-header-cell\"\u003eShoulder\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell ks-table-header-cell\"\u003eLength\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell ks-table-header-cell\"\u003eSleeve\u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr class=\"ks-table-row\"\u003e\n\u003ctd class=\"ks-table-cell ks-table-header-cell ks-table-col-hover\"\u003e36\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell\"\u003e38.6\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell\"\u003e15\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell\"\u003e27.6\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell\"\u003e24.2\u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr class=\"ks-table-row\"\u003e\n\u003ctd class=\"ks-table-cell ks-table-header-cell ks-table-col-hover\"\u003e38\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell\"\u003e39.4\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell\"\u003e15.7\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell\"\u003e28.5\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell\"\u003e24.6\u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr class=\"ks-table-row\"\u003e\n\u003ctd class=\"ks-table-cell ks-table-header-cell ks-table-col-hover\"\u003e40\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell\"\u003e40.9\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell\"\u003e16.5\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell\"\u003e29.5\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell\"\u003e25\u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr class=\"ks-table-row\"\u003e\n\u003ctd class=\"ks-table-cell ks-table-header-cell ks-table-col-hover\"\u003e42\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell\"\u003e42.9\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell\"\u003e17.3\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell\"\u003e30.3\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell\"\u003e25.6\u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr class=\"ks-table-row\"\u003e\n\u003ctd class=\"ks-table-cell ks-table-header-cell ks-table-col-hover\"\u003e44\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell\"\u003e44.1\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell\"\u003e18.1\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell\"\u003e30.9\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell\"\u003e26.2\u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr class=\"ks-table-row\"\u003e\n\u003ctd class=\"ks-table-cell ks-table-header-cell ks-table-col-hover\"\u003e46\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell\"\u003e46.5\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell\"\u003e18.9\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell\"\u003e31.5\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell\"\u003e26.6\u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr class=\"ks-table-row\"\u003e\n\u003ctd class=\"ks-table-cell ks-table-header-cell ks-table-col-hover\"\u003e48\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell\"\u003e48\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell\"\u003e19.7\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell\"\u003e32.3\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell\"\u003e27\u003c\/td\u003e\n\u003c\/tr\u003e\n\u003c\/tbody\u003e\n\u003c\/table\u003e\n\u003cp\u003e \u003c\/p\u003e","brand":"Full Count","offers":[{"title":"40","offer_id":48792277844222,"sku":null,"price":310.0,"currency_code":"USD","in_stock":true},{"title":"42","offer_id":48792277876990,"sku":null,"price":310.0,"currency_code":"USD","in_stock":true},{"title":"44","offer_id":48792277909758,"sku":null,"price":310.0,"currency_code":"USD","in_stock":true},{"title":"46","offer_id":48792277942526,"sku":null,"price":310.0,"currency_code":"USD","in_stock":true},{"title":"48","offer_id":48792277975294,"sku":null,"price":310.0,"currency_code":"USD","in_stock":true}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/1952\/5621\/files\/4894-1web_3000x_9779282c-e8a4-477b-a456-9ffba064964a.webp?v=1787878681","url":"https:\/\/butterscotchlb.com\/products\/full-count-4894-denim-western-shirt","provider":"ButterScotch LB","version":"1.0","type":"link"}