What tasks must the client perform before it can use the TGT?客户端在使用TGT之前必须执行哪些任务? - 快搜搜题库"/>
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Use your knowledge of the Kerberos logon process and the following diagram使用您对Kerberos登录过程的了解和下图 <img 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oIl3S02LgfJ0JM5qDYusTmoRIDK2uoSWprbNi5lBE++OTQMU5OLbyyXZWyuDAPjo9i7bxvCQoNx48b1NRl4u+EvLMUR4KDauMThoBJoP7syvbEpEV5eRtDSUIODncWGOj1dLdjb64CmvxWulHxebR+MzY5B8chOWFqqQ1vrFHZ8/AFbH3HjstLWfzIH1calMQfVAqCqqIxic2JfueqP3DyfDXX5V/xQWRUFihOBSlfnJM6r7cUhue1wdr4Md3dD7N33Ps6ek8fd0Xsbl5Nk4MkcVBuXyBxUs0AVEmKOzq500AT7ZFU1NSdJhaO4UJx6erOhd1kFX+x6D5aWF2Fqch57927DZQN5aGmfxMjI3Y3LSTLwZA6qjUtkDiqB9ilJydDVPY7ICDsEBJgjIMBC6lxEuB2OKOyGhsYxaKgfg5z8dlYENDBWhLrGcQ4qCX9HHFQSFniR4DmoBOLcuX0b586cxaEDn7KVcG2sNWAtZY5W6DUxPg9FxS9w/OTnMDE/DkMTJegZKXBQLZLJ1+oSB9VaKbn8cDioBJrRfEVHFffC1PQCHBy0YWenJVXO3p4q1bWgpPQlTp/dDVOL4zAwVmKOg2r5GX8ld3BQrUS1tbmHg0qgIy3d5etriPqGeJSUhq+rKy0NR2nZ4q68IhKFRaHQ0DwCXX0FGJocmwMqDc0TvOi3Nt+EyFA4qERKI/ELHFQCial7gp+fMatEF7WKraTOV1VHo6klSeQkbC2tKawyvbQsAlraStDSlZsDKgMTRZw6fQjDw2s3SZzEc94mfAAH1cYlGgfVLFD5+hqhoTGBdQWg7gDr4aprYlBQGIx9e3bgk+1/xmefbHvDbfvzu6wrQn1DwhxQkVVF/akOy/8Fjg42mJiY3LicJANP5qDauETmoNpwUMXiakEQPvrgj3j3nd/gj+++84b7zS9+Dqrcp24KQouKhs8YmhzFYbltcHF2xMTE2i7quXFZUnqfzEG1cWnDQSXQPiczGwEBJqB11Wrr4tbV1dXHiyz2sTm5W5PR1JyMquoYaOscg46ePEwslHFEaSf8/Xw2LvfI2JNpznQbay10dVNfuwSJuI7OdCQluc6ZM/3Mmc+RmZkuY2rPfV0OKgDNTS1wsLeDgcEphIZZC/pRUV+q9XOBgRYQ6YIsEBRkCT8/MxxT3o1Tp3fj08/+AFcX57mpyY8kqsDQ0C1oa51FTIwzwsIdJOKiY1xgb38Z8vLb2So0xiaKOHJkG1JSkiX6btIeuMyDKjcnB8ZG5xAT64jIKHtERNpJr4uwQ3y8M0JCrPHrX/4rQoKCpT1/ban43bt3D3Jyh3DkyGEoKclLxB07poCDB/fj6NHPYGJ2BKfP7MDZM0dx69atLaXlcl9GpkHV1tYGc/NLqKyKZGY8dU2gYpi0usbm6ZZBdXUlfLLzHYSFcFAtN8Ovxn//tetsSfe29hSJVQ1QCy/9M1KQ/whnz+3EmdNHcefOyGqivSXulVlQDd24CRMTTRQUBqKmNm5dWvhW04pIXRhovJ+21nEcUfoECke2ITwsdEtkws3yElRHZWerg56+zMXrFFex3l9XdybS0jzx4Qe/wrlzSrhzm0OK8odMgurx4yewtDBAapobs55WA5D1uJdmT6BKdTMzVRw4+CEuXNwFNbWTGB7mmXg9IXd9cAgnjx+Ar48h3N31JOJ8fIyho3MMB/bv5v3iZiWuzIFqauo1PD1dEBpmwSyU9QDNap9BkGLTuezdhnOqu6CqeoJDalYmXq/dyclJFBcVIzcnD/l5VyTjcvORk52D+/fvr9drbYrnyByoIiPC2X/ChqYENufUaiEi6fsJUmFhtti390OcOf85lI8dxM0h2a5Y3RRfFo/kmiogU6AqKiqEnb0m6hviUF0Ty/olUd8kaXVUJ5Wa6okDBz6GyplPoXLyEHq6e9c0A/DAJKPA69evWcCiFkd99eqVZB68RUOVGVANDPTj0MHPYWx8BlaWl2BurgYLaXYWF2FmegEHD+yAkvJ2HFfej57uvi2aDTf/a2VlZODB2BhevHiB4MAgtLa0ICU5GVbmFvD19kZFeQV7SbqelZkJR3t75OXkQAi0za+AZN9AZkBVXV0ONzcdFJeEIf9KAPKvBEq1KywKQUKCC3bvfg9HjuxCY0OTZHMCD31VCni6u+PJ48coLSlBanIKXk9NwdPDA8N37uDRo0ewtbbG7Vu3UVFeDl8vb7x8+RLZWVkMVqt6sIzcLDOgqq2thJbmEXh7G8HTw0DqnY+3Eayt1PDxR39CfV2DjGTHzfuakeHhyM/LA3UgFhbr/P38MDoy3TLb0d6BpIRERISF4fmzZ+xFnz17htsy3pFT3BSXGVA9ffoYJcUluHqlAIVXC6XeFVwtxJW8K+i/1i9uWnJ/G6iAr7cPzp85ixs3bszEYjaoGhsakZaSiujISNy/xxfhmBFJzB2ZAZWYenBvXIEVKUBFv7SUFERFRuLVy+mZLGaDqrWldcaievzoEXsGFQmHh4dX9DxZu4mDStZSnL+vRBQI9PfH+PPnqKyoQG52DnsGgWp8fJztU9+ospJSpCQlob1temHbmupqUJGRb0srwEG1tEbcB1dgSQV8vLxAC4RMTEzAxsoKvT098PLwQGR4BCvy2VnbsDBuDg3B3NQMGWlpiI6KwtCsouKSD5FhDxxUMpz4/NXXTgGCFHU9oK27uwsEJHLUslcp6JogfBrBjCrdqUWQb+IpIHOgog54C/VdEbbUiCfbV75EdegT+ljoWcJra/VLcV+P56xVfHk4XIHlKiBToCovK4O3pxeCAgLw8MEDvJx8CVp4lPq00HJZ4mx37tyBsDKU/FeWlyPAz4/dSh3+yKSnjfzYWlnj4cOH7HihP1SRSp3/FtuGhoZm6jlm+3v65MlM03ZTYyOePn06+zLf5wpsKQVkBlS3b9+GjaUVHj96zD5wgguZ4K7OS8+SSSATbmEhoazTntCCIZPf3dWVXS4qKICBnj7oWQQtNxcX4W3sWTMHgp3u7m74+05DbvY1YQUsnfNwcwP5o43iK9yam5pAlbXzLcEJQfFD6I9+hUWS2ef4PldgMykgM6Ci5bCqK6tm0ubWzZvMCvHx8mYASE5KAo3OotaZwIAAPH78GJMTE/B0c4ePtzeiIiKYf/3Ll6GnoztjKZHFRBYawYXqIzQuqYPCpsrUpMREBhIaSuFo74Cuzk72fLKiHOzsERcbi9TkZHavlYUFXoyPIzUlBdbW1kiMj2eAOX1ShVXKNjY0wMXJCempqSy+FObBAwfQ0dGBvNxcPH/+HJ0dHXCwt0d6WjrrGX3j+nU2VMPL0xM52dmg0f984wpsRgVkBlTZmVkoLS6Zk0ZUXCJQEWSoebmkuJjBZmBgAH4+PgwUBCa6HhcTi+6ubmRmZLxRTIyPi0dxcTGDTHZWNtrb25EYnwAqtuXl5KKirIwVL+kZNJ2tn48vSkpK2FQe9HyCSG9vLwYHB+Hu6sbiWHD1Kht6QRbc6Ogo6/X85MkTeHt64u7du2xwcmREBPPr7+vLrLyw0FAGxqKiIhQVFqKnu4cN3SBP1M+HdzSck/z8YBMpIDOgSk9JnWl9oeISwYiGMAhBRT2GqeewtoYmgwVZOwQoYf1TQlw8ent6kZGe/gaoYqNjUFhQgNCQEAY3AhGN9yIoEUx6BEU36jNz8+ZNxMfG4eatW3j08BGOKh6Bh5s7qwynIlp6WhqL00D/dI90stYIeBRnuu/s6dPMsiMICUEVHhrKYJcQH8+yHk2xTCs/X+u7huTk6UUBCLxjfI6jTfRp8qjOVkBmQFVTXcM+dHp5+ugd7OwYVKj/CwGJIELFLuqER9v169dZhTgVm2gjSBCoqIjY0d7Ozgn/3Lh+A1oaGswaI9iYmZiwoh5dDwkORldXF/MaEhTEJumPiYpmoKRBqkkJCSgsLER1dTUrmlEF+8jIMKytrPDgwQME+gewYh1ZdAQ5CoOKm50dnYiOjmbhhgYHs+Zu6hVNWwuN3E9KZqCKjYlh52gEPwcVk4L/2YQKyAyoKG2o4pw+XAIFtfJNTkzC092DgYqAdXd0lNUbkaVSV1vLBo96uLuzZCVQ0MDS2tpaVidFwx+EG1Wsyx04yOql6BwV3xxs7dhlsozIWiOri+qmqJ6ILK/+/n42mj40OIRZSFQvRgNYKT5ZGZlwcnBg8aKiJBU3yUKLjopmEKT6L4Kcq4sLKzIyAN68yUBJ70cdCUeGh9Ha3IIYAcyoyMiLfsIU47+bTQGZAhUlTl1tHdpaW1k6Tb2awsjICKgvlHDMFR0LhzhQax8d00bWiLALwELdAaj+iIqSzO/YGLPa2AHAWhmLi4qEh6yOiSwvgtbd0bvsPEGSLD1qRaSpQoQbQZAq0qnFr6mpicGLIEQbwY56No+NjbFj8kt1UyOCudQpvsIpbQmCs1svheHzX67AZlBA5kC1GRKFx5ErwBWYqwAH1Vw9+BFXgCsghQpwUElhovAocQW4AnMV4KCaqwc/4gpwBaRQAQ4qKUwUHiWuAFdgrgIcVHP14EdcAa6AFCrAQSWFicKjxBXgCsxVgINqrh78iCvAFZBCBTiopDBReJS4AlyBuQpwUM3Vgx9xBbgCUqgAB5UUJgqPEleAKzBXAQ6quXrwI64AV0AKFeCgWiRR7t9/gNGRu7g7ek/q3OjoPdy7dx8PHjzEo0XmZV/k9fglrsCmUYCDSkRSpaYmwcZaFz4+lvD2ljZnAX9/GwQH2+Pg/i9gqHdZxFvw01yBraEAB9W8dHz1cgqBAX5wcNREZVUkqmuiUVUdJVWuviEOtbUxMDU5h8+/eBfW1obz3oIfrpcCN24Mobe3j01SSDOqrqXr67vGpqceHBxgkyiu1ztJ43M4qGalCs0R5eXpCl9fY7S2paC+IQG1dXGoq4+XCkdxaWpORmFRKM6fk8cRpZ24pLUPTk4Ws96C766XAvFxsXBw0ENEhCNCQ+3X3EVHuyAoyBYfvP+HmQkQ1+vdpO05HFSCFKHJ5zTU1aCvr4KkJFdERdkjUspcVLQDIiLscOL4Xhw7/inMLE/govpeODqaS1u+2vLxiYwIg5XVRVTXRqO2LhY1tTFr5qprYtDUnAj6PX16Pz788NfIzJxeL3LLCyviBTmoBMLk5ubg8OEdsLK6BCOjc1LpzM3VcOjgp1A5vQumlsdhaHIMahxUIrK25E4nJ8cjOMQC3T0ZaG1LRXNrClrW0LV3pKG8IgonT+yF0tGPcEF1FzIz0yX3QpsgZA4qQSLRnOTBIeagTEJFPml0XT2Z0NVRwXm1fTAyPcZBtc4fGFUNGBsa4sC+HXBy1IGtjSZsrDXW2GnCwV4bRxW/wNGjH8HUTBGnT3/GQbXOaS21j6MFSn19jdDQmICKyihUVkUz07uqOgYb6cj8p7hQnJpbkqGtdQLnVPdyUG1AThoYuI7zZxWQkuKGyEh7sV14uB3CwmzFcjExTrC2UseuXf8DE9MjMDCU56ACwC0qQYafDyoCQ1a2F9Iz3DfUZWR6oqw8koNqA8A0/5H91wZha6ON9o5UFBWHorAohDVsUOPGwi4ExSVhqK2PRV19HBoaE5d07R3pSExyxeHDH8DQSIGDSpAIHFQLgKqxOQnu7ga4rKMFN1fHDXXGhgawsdZklavcopqPjvU9Hui/DicnfdjZauLCeUUYGZyDgf4Zkc7I8BxOnTyAwAAX9F0rQnlFBLOOyUIW5QhmMTGOOHRoGwfVrOTloFoAVE3NScz8bm+bXjh0ll7rvjt85y7MTC+isSmBF/3WXf25DyRQOTrowcJcDTk5/ugfzENvXzZ6FnB0fuB6PhISnHFgz0Fc669FeUWYSEAJwcVBNVdz4REHlUCJ2UU/AhX912yobxTqtGG/9HFYmKtzUG1YCnz1YCGobG00EB/vwirRTYzOw9TkwhvO2PAcXJz1mHX00V8+RGdXGSoqwzmovpJzWXscVAK5OKiWlW9k0rMQVA72WggNtcE//fgn+M7X38L33nr7DffNv/8m3qc4P1IAACAASURBVPntrxEdbY+dH3+Cru5yDqpV5BoOKg6qVWQf8W7Ny82Fi5MT7G3tkJuTI95NUuhLCCprq0vIzfVnFer5+QHIvxL4pssPQHl5BFJS3UAWFQfV6hKUg0qgH7eoVpeRFrv74w8/ws6Pd+DsqdP45b/9OxobNr5IvVh8RV0jUDk76cPcVBV6uufh4W4KN1cTuLkaL+BM4OFuBm2t09j16Zfo7atGRSWvoxKl7VLnOagECnFQLZVVVn5916efobenlwXw+c6dIAtrM24EKitLDVRURuPKlVQUFqQv6goK0lFUmIGmphK0teWjvILXUa003TmoBMpxUK00Cy19374v9zBrysbKCnIHD+L64ODSN0mhDwKVpYUGWtuS2fi+2roYiONoPKA4XROo5Y+3+i2c8BxUAl04qBbOIGtxdv+evdizazdOnTgJRTl5jIyMrEWw6x6GEFQ0YFjYnWCtfzmoFk5WDiqBLhxUC2eQtThLRb8+QdFv12efIT8vby2CXfcwOKjWXfKZB3JQCaTgoAKeP3+OoaGhmcyxVjvbt30A5aNKsLOxwS///d9RXVW1VkGvazgcVOsq95yHcVAJ5JBlUI2OjiIkOBif7/wUpSUlczLIWhyEhYZC7cIFnDtzBoH+AXj58uVaBLvuYXBQrbvkMw/koBJIIYugqq+rg/5lPfz+d+/gf/1f/zdOn1SZyRh8500FOKje1GS9znBQCZSWFVA9fPgQyUlJOHzwEP7pRz/GN//+a/j217+JP777Liv6rVfG24zPIVBZWWqyVr+aWprVc+0dDTyPi3Pig5LnZRAOKhkA1ZMnT0DWk5WFJd77wx/w9lvfxne++S386B+/z2D1/be/hy+/+AK+3j7w8vDYss7DzQ2+Pj54+vTpvM9AvEMClYW5Buoa4lFWHiURV1sXj6goBw6qeUnCQSUDoKqrq8OnO3bgb/+/v8bf/e+/wQ++9w8MUGRRCd2//exfQMD6x+++vWXdd7/1Fnvf4Tt35n0G4h2SNfrJjp145z9/hz/8/l2JuHf/+128+/v/wbFju2BoJM/noxIkDQeVDICKXvHx48fIzMyEstIxEJTe+to3GJB++sMfMQvrkqoaW5Lp7t272LJudBT37t7F1NSUeGSa52tkeBQnjivi8uWz0NU9JxGnr38BZ88qQVFxJwfVLP05qARiyEodFb1uR0cHqJf4H/779yArg+qpaCaAtra2WVmD785XoL9vEHa22rjWn82WU6Ml1dba9fRmIzXVAwcP/oVPnDcrATioBGLIEqiE6U9FmYT4eMgdOoRvfe3r+HTHJ7xCXSjOAr+81W8BUdbpFAeVQGhZBNXsPFZTUwMdLW0UFRXNPs33ZynAQTVLjHXe5aASCC7roBLmu2fPngl3+e88BTio5gmyjoccVAKxOajWMddt0kdxUG1cwnFQcVBtXO7bZE/moNq4BOOg2uSguqS5D/b2phuXg2ToyRxUG5fYHFQiQEVLdXd3Tc9KuXHJA9wdHYO52aUFV6ExMT8OeYWP4OXlgYmJCbx+vbL+QRv5fpvp2RxUG5daHFQC7efUUbUkwdlJF0YGBgjw89lQZ2VuAQvzS6AlvGYvQGpmeQInVD6H6gVFWFjoQlFeDvfu3du4nCQDT+ag2rhE5qBaAFQ0a2NJaTjiExwRG2u/oS4uzp6tdkJxEoJKTX0/g5SR0WlERjrg8KGPIC//Be7e5aCS5KfEQSVJdRcPm4NqFqgCA01ZT2MaFV9XH4/GpkSpcDQIluLU0ZkOvcsq2Lv/fZiYnIOXlzH27vkQaup7oaOrgpGRu4unNr+6KgU4qFYl36pu5qASyJcYnwAzszPIy/NHQoKrVLqsbF8cUdgNlZMH2JLz+/Z/AB09BRiZHoG6xnEOqlV9CkvfzEG1tEaS8sFBJVB2YGAAl3W0oSi/my3nbm+nDTs7Lalyjg46MDW+gPNnFSAn9zEMjI/CyEwZekYKHFSS+kJmhctBNUuMdd7loBII3tPdA0W5A7iodpSBilr9pM0RPM+eOYQjRz+BsbkyDE2OwcBYiYNqnT4aDqp1EnqBx3BQCURJSkiEjbUq8vIDkJzsjuQU6XKpaZ6IT3DB2XMHcdlAcQZSHFQL5GoJneKgkpCwYgTLQSUQibonBASYoqU1WSJTzIqatra6Nha1dXHo6EpHV3cmOrsz3nBdPZloaU1BRWUUtHWPQUtXbg6oDEyP4IKqIu7c2Zzr5YmRT6XCCwfVxiUDB9UsUPn6GqGhMYEBgaCwHq6qOoZ1P6Ai5ymVQzh7Wu4Np6y0D4GBFgxoWtpKc0BlYnEcJ0/thKbGeTx9ygcUS/JT4qCSpLqLh81BtcGgIksr/0ogfvUf/44ff/8H+Ocf/+QN991vfgeGBmdYP6rZoDIxV4bS8e3Q1FTF8PDo4inNr65aAQ6qVUu44gA4qATS5WRlg/Wjak9hlgsVx9bTlZVHoLQsAmULuNKycFYcra6Jhe5lZejqK8DM6gSUj++Anp4WxsYerjgD8BvFV4CDSnyt1tonBxUAmgvby90bJiZnkZLigdhYp3V3CYmuSFzE0XVaneSo0i4cP/kpFI5sh7GRHiZeTK51nuDhiVCAg0qEMOtwWuZB1dXVBV2dszAzVWXOwvwiLMzVpNKZm6nNxPEXP/8ZwkLD1iGL8EcIFei/NghrK020d0jO6qY52OPjnflyWULRBb8yDao7t4dhYaGDK1f90daeyuqAaPCvtDoa69d3LQfOzpexbdtvEBocNC85+aEkFbg+OAQTk0tsHGj+lSBIwhWXRCAo2BqHD3/IFncwMlbAiRMfIzk5UZKvJvVhyyyonj59DktzQyQmObNxfevRwrfaZzS3JsPBQRv7D3yAI0ofICggQOoz2FaK4IMHD/Dx9k/wzu9+jz+8+55E3Lvv/hHv/v49KCl9ARNTRWhofgl5uU/R0tyylaRc9rvILKi8vdwQGGSGhqbEdemGsFpIkZUXEGCB3bvfx0WNvTimvBfd3d3LTnB+w8oVuHXrNo4q7oOJ8XkYGpyTiDM1UWVDpBTkt0Nbdy/k5XeisqJq5ZHeInfKJKgSEuLg7n553ftMrRRWNItDfLwL9u79AGrqeyAnvxPV1bVbJAtunte41jcIZyd93Lx9FT29WRJx14euIifXD7u++D2OKH6GKg4plkFkDlQlxSWgCvOa2hjQHE8rhcd63FdeEYWGxkTk5Pjj0IEdOHv+Cxw9+gUqyio2z9e9hWJKrX5nTx9GbKwtwsIsJeJiYuxgaXkOf37vHVRXVW8h9Vb3KjIFqr6+PlhaaqKmNpoV+WjOKWl2VNyjCfyOHt2F4yo7cejQxygqKl5divO7V6zA+Pg4YqKiEBEWisiIcMm48HCEBAehtUW266TmJ5LMgOru6CgunDsBe3t1BIdYws/fTKqdv78ZgoIsoHJyP44obceRo58iKyt7fvrxY66ATCggM6Cqra2Evv4JREbZIzjYEsHBVpJ1IVYICrJkY/RonN5yXUiIFVxcLmPPnvchr7AD2dkcUjLxRfKXXFABmQFVdXUZTIxVEB/vgOhoW4m7qChbJKe4ICvbC5lZnst2uXk+iIq2wR/e/SViYqIXTDx+UnoUKC8rw6NHj/Dq1SukJCejva0NRYWFcHJwRFhICK719bHI0vX6+np4uLmhsoLXNYqbgjIDqnv3RhETHYmoiEhER0VJ3EVFRiI5KQ7JyTFITo5dtktJjkVMTBgyMtLFTUvubwMVcHd1xeNHj9BQX4/Q4BA8f/4cbq6u6Ghvx0B/P0yNjfHw4UM0NjTCztoGw8PDSEpIQElR0QbGevM8WmZAtXmShMd0MyoQFhqKmupqpKak4Nmz6el2/P38cF+whBl12ExLSWX/KAlotI3dv4+uzs7N+LrrHmcOqnWXnD9wKyoQFBCIS6pquHXr1szrEahGR6YnM2xqbEJqcgqiIiIYoGY88R2xFOCgEksm7okrsLgCVMwLDgxEQnz8jMfZoGpuakZyYhIiw8Px8MED5ufFixd48uTJjH++I1oBDirR2vArXAGxFSBIPXv2FFevXEFZSSm7j0D15PFjtk8V5/m5eYiPjcWtmzfZuabGRtYvS+yHyLBHDioZTnz+6munALXiDd+5g6dPnsDW2ho3b96Eu6sb8nJyUV5aBjNjE0xOTqK3p4ftU31WXEwMq2xfu1hs3ZA4qLZu2vI3W0cFuru68OzpU/bEiooKBiTqohAaEoL0tLSZCnbyQC1+VATs4YPKxU4hDiqxpeIeuQJcgY1SQOZARf1aaMwfbVNTU6A5huj3zp07K0oD+u8obOl5PTXFOv1RQK9fv0Zvby+owlTURkUB6luz2o3iQGHxjSuwVRWQKVB5e3oiIiwcEaFhoIpM+ri9Pb1Yb2Jhz+GlErqxoYHVRQj9UV0D1UnQNjgwAC8PDxbuvXv3oK+ru2irzq3btxEcuPgsnVQJ++Tpmy1DI8PDrHMhPbf/2jXQgFm+cQW2qgIyAyoCTGRYOEvHqVevEBEWxj5uAgtZP08F9QtjY2NfWVyvXjELqaWlBTeHhti99rZ2CA0OnrGUqNOen48Pu5aVmQkdLW0GrEcPH8Lf15edv3f3Lmpqatg+/aEOgYODgygpLmbgpHOdHR3sOoVXVlbGLD06QbDLzspi1+rr6nD//n22X1RQAF0dHdy9excTExPsHP2hqUHoHWgja47819XW4rGg9WnGI9/hCmwiBWQGVNQruLJ87tgqgpOPlzcDFsGGPvC01FTEx8WBFn2gD11dTQ0x0dHw8/HF8J1h2NrYwNHefgZsZMkQ9Kj4l5uTA2NDQ1ZZWlFWDhr/RcUy6uQXHhqGvNxcvHz5EgF+frAwM2fN1ZkZGbhz+zZsrKzZ8wMDAhEdHQ0vT08GSW0NLSTExU/3ao6MZM8i6OTl5uH06dMYGBgA9Yqm5+Tn5SE8LIwND6Ie0VRZq3r+PGi5+pCgoJk4b6L8yaPKFWAKyAyosjOzUFpcMifZZ4OKioQZ6ekICgxEVVUVrCws8GJiAq7Ozuwe6qzX1dmF/Pw8UAvP7C0uJpZBIi42lk0PXFxUzOBy+/ZtxMfGzVhL1NeGzkWGRzCLiiCnraGJsJBQVk82NDQEVydnPHv6DDdu3GAApXGJVI91re8aRkdHYW5iyqytgYFBJCclsWiQhUeQioyIYMdNTU0MbHRPRPi0Fenj5TUznGN23Pk+V2AzKCAzoCKLSjhjIlk1+bm5bOCor/e0RUWDlcmPrZU1EhMS0NzczJqbfby9WTqSVdPb08tgRgNPZ29U5CNHTdFkhTna2SMxPoEV8cjCETZDU5M0WV4ENir6jd0fg66WNvx9/WYq1Ts7OuHh5o7CggIGL1rAgeB2+9ZtBj9DfQNWjOvp7pkBU3hoKHKys2d6Rbe1tbFe0Nf6+pl1SHFlFqOg2Dg77nyfK7AZFJAZUF2/fp0BhEByd/Qum2aD6naoox5ZNgSEgoKrqKmpZnVWVB9EvYppaARtMVHR6OnqYVYM1XfN3sgy2/3Z56iqrGQV82YmxtDT0WVeCHo1VdOT8wf6+zOriOB17do13Lp5i42gb29vR1paGqhei6w52qj+iYqigf4BrAhIMBsZGYGLkxOzqAhoVOSjjYqSZaWlM8elpaW4mn8F3V3doFkcaPN0d+cWFVOC/9mMCsgMqChxruTnw9PDAwG+fqAKbmr1o+IawYt6CdNcQRlp6fD18WFWzPjz54iNjWXpSsMf+nr72PAHqoCnVj3hRpXxzg6OIBjSRnVCWRkZbJ+m+0iMj4eDvf3M9LIEJbKsCJhUJ0bPTUpMxIOxMVZUI3iShUbdJmhKWrKY6urqWH0aFeXaW9uYVUXgI+suMz2dtS62NDfDwc4eKUnJrC6MiqhUb0ZbQlwcAyE74H9kRoFH90bRVFeLnKJyhKZkwyc+A37x6UjKLURVZQVuDlxbQosp3Lo+iObaatYoU1tXh4bKCgz29eD1pOiuN0sEuuzLMgUqUofAIWwlI8AstAn7JC18FcwCI7gsZ1tOq9t8v8JpQwiotAnjRyCbePFVix9do8nb+MYV6GhphntIFC54xkDOOwXHk5ugkncNpwpu4NSVQZzI6IBCUB5OeifAzDsU+fn5mHg6PS6R1BsZGkRcUioMvMJwyi8Fh9zjcTKqFCpxlTjkkYgTfqnQdg+Ff1g0rvf1SlxwmQOVxBXlD+AKrJECtwb7UVVejpT8IgQmZcE3PgPBydnILihBQ001xkaH33jSyK0h2HgFQM45Cseze6He9AL6PYBe5xQut03ictsE+9XreMXO67S/wumSO5ALzIO2ewgqKsqRkpWLY3YBUIiuxPmqMWi3vYRBL6DXBVzufA2DPkC3YwoXqh/iWGorFBxD4R4YisdjX5Uy3ojYKk9wUK1SQH47V2AtFZh8/hSFhYWw9A3HCc84yAfk4Hh6G05dvY7TBUNQyR+AcnIj5H3ScdY9Ek7+oWhtbqKxECgpLMBRCw8oZ3bhchdAMNJtHodu8/NF3eXWCZgMAUpJDfivTw/gT8c1od7wDMYDgG6L6Psvt4xDv3MKOp2vcSSpESoWbmiur1tLOWbC4qCakYLvcAU2VoGaygpcsvPEYb8snCkZhnb7tNVDwJljDXVOMWtIo/kFTub1Q8knBRc0L0PeIRQX659Cv+v1omCaDy4K/1RKAz48rYvzV/qhFF6ETzSscbF4CHrtk2KFpd8NnK8cwyFzL1RXlK+5kBxUay4pD5ArsDwFpiZeIDgyGoedInCmbJRBiIpo84HyxnHLc2b1HPZOxUeXXXC5awp6beKB5auwxkEWlYJfJs7ndsOwBzDsBY6FFzKn3/Fy6XgILDb9jle4WP8Mh8080NXetjwRlvDNQbWEQPwyV2C5Crwcf4bejnZUlpWirLIaZVU1KK+sQn1VBYaHbrBimjDMVy/GYefpj/0B+dCl4pqYFgyBhopdx2MrsOOiOXSani3r3q9A9Ry6Tc8E9VYv2b4w7MstL8SGlDA8gtXZ8lGcs3bHk7Hp4V7Cd13NLwfVatTj93IFZinQ0dIEr9BoaHqE46h3MuT9s3EstgpKsVU4Fl2OQ57JOOufAn0XP6Rn5WDoWi+cfYNxOKIM+r2L1wcJQTDz2zIOnebn2GcbAtXCQeh3Lq+4NxPOEvVXK/Fn0APIR1UiPDZhljqr2+WgWp1+/G6uAK5f64W5izcO2ofiWEYnLtY/gS61jlFrW9drVmek3wXWcqbVOolz5XdxNLqctawpR5exot5KgKDT9BS6Tc8Fxb1ny7Z+VvJM8e4Zh1b7KxxzCMa9m9N9C1ebTTioVqsgv1+GFXiNjIwsKFh6Qzm7F5e7wYpji7WU0Yd+ufUFCFwELaokF+/jX7jljlreVnO/pO7V75rCifQ2XLZzx9CSnUqXzkIcVEtrxH1wBd5U4OUkvANDsM8tEZqtk9OAWm4xSkohs1bwojq0U4U3IW/igorS4jc1XMYZDqpFxKKO6y9eTGJi4qXUOhGd6xd5K35p9Qq8hk9QGPYH5EKvG8xCWquPe6uFQ7BSa3gKOWt/VJWXrVh6DioR0tFUKU5OlggKcpM+F+iG4CB3xET7QUtTlY0jFPEa/LQEFMjKycMBrzTWqVJai17SBDy99pdQbxrHAWNXUIPDSjYOqgVUKywsgLn5JeTmeaO0LBTFJcFS5ShOtXXR8PDQxwfbfgMjI+0F3oKfkoQCAz3dkLfwhmbbS9b/SJqAIM1xoW4LZ8pGcMnBB88fL3+dAA6qebk5JTkJNjbqqKyKRF19PKqqY1BVIyWuOga19XGob0iAleUlHDy0HedUd8HFxXLeW/BDiSgw9QpWnkE4ntcP+vCkGQzSGDcacygfVY74lLRlJw8HlUCyFxMvEBgYADOzCyguJSsqDAWFwVLliopDUVgYAg11ZcjJ74Ch6TFc0twPR0fzZSc8v2H5CrQ0NuKwaxyrl5JGEEh9nFrGodHyAmecQ/D4/t1lJQAHlUCukpJifLl7Gywt1GBmqgoTk/NS5ywsLuLE8f1QOLIDJubKMDJVhpr6Xg6qZWX5lXt2DYlmY+uozkXqobDcFsh18k9jAhUjSpB/tXBZCcFBJZArNSkZfn5GqG+IR1l5hFS6xqZEaKgfw4VL+2FkegyGJsc4qJaV3Vfu+eHIbZx2i4RW28tFZxTgAFu4v5dQFxrDeKrwFhxDpiekFDdFOKgESqWnpjFQEQwqq6Kl0rW0pkBb6wTOqe7loBI3h6+Rv7r6eiiFXoVet/QMVRF+/Jvqt2Uc6o3PoR6YjGcPp5d1EyeJOKhmgcrX1wgNjQkor4hCdU0syivCUVIasqGurDwM1bUUlyg0tyRzUImTqyXgJywuEcfS28GLfYtbTOJAU68HUHSKwI3euas5LZZsHFQLgKqhKREB/ubQVD8HSwv9DXU6WmpwddUHWXocVItlZclecw+OxMn8wVUPeRHnQ97qfi53vcbJ4Fx0d4g/FQwH1QKgIiBQ839NdT2o5/dGur7eQRgbqaKpOWFTg6qttRWZ6Rkz89VLFitrHfpruMSks8nsaO6mrQ4SSb8fTWesElU8s96lOKnFQbUAqJqak2Bnq4nGhpX1ohVHeHH9DA7cgIW5OhqbNi+o0tPS8fN//T/Y9uc/Q+38+Tkr+Iirw0b7c47Pxpmyu3y4zBq0DpJFpRLCLaoV5WmqTBfWUQlB1VDfuKKw1vKmgf7rmx5UH/1lG8JCQpgsmpcuYf66iGup15qH9WoSbU0NuGBsg/NlI2xxBElbHFs9fKqjOuIciRu93WInF7eoBFJxUImdZ5btkRZnLS9b+YDUZT9wDW6YmhjHlStXoOvij6N+KfhEzxXn83oFCyasvkJ5q8NI1PvR2MhLDc+gyVr9HoidUhxUAqk4qMTOM8v2SKAquHp12fdt1A3Xujpx2ckbB70zcK7iPgz7AZWkehx2T2ST4Yn6CPn5pQFO82/R1C+W7n7LSl4OKoFcHFTLyjfL8rzjw49QVVHJ7rmso8NWd15WAOvouejqVcibe0Kl6Pb0IgutE2zwsXr5ME7EVq58XvI1qNvZEiBsGYd28zgUbfzQ2tQgdspyUAmk4qASO88s2+MZFRXs2bUbqcnJ2PanP0ttHRWti7fb0BWXGqcXTpgNBpqVk/WhapKmKX+XtmBmv4O07JOOZ8vvQtXGE+OPxVvZm4OKg2rZ4FnuDbQk/dlTp/HhX7ahpHh1Mz0u99ni+qfpchUtPHGx8fn6duqkWT63+EyfCwHSoBs4HFaM+ORUsZKIg0ogE7eoxMovW9PT6yk4+AVDKaNr2Yt3LvQRinWOlreiJdZbXkCr9iErUq5kEj6dxqebsl8Xvfelxmc4Y+eLJ2IsBc9BxUG16eHz8uXLVb3DyNB1HHUIYUuTiwWZNahvoo6j2vVj2G8ViE81zKDomw69DsE6evMtLKHVNfu84NzJ2AroND4Bg9zs6xTH2cct49N+1iDua6URzaSgEHIFpaWlS6YfBxUH1ZKZRNo9UK93Bzs79PT0rCiqJeVVOBZTCeoxvVYf4VLh0LLrey18cT67E0bXAAWvZAYro36wOLCVkgkutGJN52to1z+CbvOzmVlF6Twtl8VWsWkZn1khmZboomdPr24zvbCocKUbrdoH61usXQKKem0vcTz3Glz8Q5dMNw4qgUS86LdkXpFaD5OTk1A4LId/+O53WV1YYUEB6Jy4W+qVIiintkKvff1m7SRQ7bPyx+nkBraEOoHnUvEQdBofYo+pFxR90mB47RXOprdg5yVzKPqkYp9VAJRC8mE8OIXPde1xOqUBit4pDF7K4QX4Qs8RxyOKYNDzGsdCr2C3gQu0au5Ds+ou9ph54zMtaxwNypWalksq/qnWPoZhWBomx58tmlwcVAJ5OKgWzSdSf7Gvrw8/++lP8bW/+Vv84Hv/gM8/2QlvLy8MDQ0tGfe0K4VQTm1ZX1B1voLq1X5sP6uLD45fYmAx7gf2mvngfE4X5D0SoRxeCJW4SnyuYwfTm8DRoBzIucXBZBD4TNsWmjVjDGrKEUWQc42FZtUI9tsE4URMGQ45ReFi8Q1mtSl4p0DOIwHGA4C8e8L0su2zi4VLWD5LWYcrvk6rPXe8wgn3GIzepKXuRW8cVAJtOKhEZ5LNcsXLwxNvf/s7+PH3f4C33/o23vr6N/DbX/4KmuoaqKiowKtXrxZ8FTbXVNhV6HVNF5tW/OEt54OnyvSOVzDofo2zGa3M4jkRXYrPNK2Z5UNW1OmUeqjEVUHBJxXGg4BG5Sj2WwfiVFItDjpGQL/7FfZZB0Keio1+GTC+DpjdBo4GZuN9hbP40tiNgUqn8QG776BDGLTrH0CvTXoGVuv1AYdtAnGjp3PBtBGe5KASKLFVQXXr1i1s/+BDbPvz+6Axd1vWbfsA27d9gH/+8U/w0x/+CP/0ox8z9/23v4dv/N3f45t/9zXs2L4dRUVFwrw/80vzd5+094dGy8TcCujlgGeZfmlxiIMO4aB6I+sHgEpCNQ45Rk6DpeExNKvvQaNqFMcjiyHnHgfDPsCgawqHHCIYzE7GV7EiHhUHyWKioqHJjWmLScF7ur6Lji/k9eJi4XVWx0VFRbLO9FpfrNt7LgV9vV4OqpmMKM7OVgXV8PAwFA4fxqH9ByB38NCWdVRHRTD+4T/841eQ+u7bzKr6yQ9+yN4/KDAQg9evL5gdohKSIRdRJhgiI/lOnQQqlfgK7LcJhoJXLA7YhUKj4g7OpDbggG3I9HHVLQaqw66xDFSGvYByWAH+uPcIO6ZWPaqHulR6G4ddYlixTzm8CNp1YzjsEs3CUYmvxOnkOuw2cmPFvt1GrtN1VCst+lHFPc0Zv9L75wGdBigrOITi5rXFG0K4RSXItlsVVAt+lVv05KmTJ/Htr38D3/3WW/jON7+Fd377W+hf1kNdXd2Sb/z88SNctPXEias3QJ0Rl7IE1uI6K/alaMAkmwAAEzhJREFUtzBr6FLJTWYx0blTSXXMCjLoeQWNihGol91mrX9U4a5ROcKsrctt010Z1AoGGTjI38nYStZCqN/5Curld3Ay7qtjstiYFbaad6PhL/WPcC63m/X/WvWSYbQqTfMLXAxKW3JVGg4qDqolP+LN4CE2JgZ//f/8v/jRP34fX36xC8GBQSBrcjnbQG83lE1dcCJ/AAa9WDOrQSTUmqaH6lCxTq99crqSm851vWbw0Wmi7gUT010PaOjO/OPm59DrmF4Rh/wZCOvYmL/Jr46bnzP4zlyfZ9WIjN98f8yKGoecdyp2m/tCrWh1UCfwni0bhUVADDC1eF84DipBTuYW1XI+aenye/PmTez8eAdOn1RBeXk5pqamVhzBof4+aNh54HB4MbTaqbJ7HYA1HwhSfEwdS/W7pnAmvQWf6TvjZGItDAV9t8QGnuD9qDFBOb0dYXFJS6YXB5VAIg6qJfOK1Hq4ceMGurrEXyhgqRd58fQxwqLjcM47jn2I1IvcoGv9OoMu94PfCP8EcGoI+NzAFYp+mTBcQZHycheg6JmIvu6l046DioNqqe9WZq+HBvjhPfmz2GXmj9NpLdPTEK9RJfJGwGWtn0l1VDTW8FNdBxyPLl+WZUXjHE+X3IGJdyhev1y6cy4HFQeVzIJI1Iu/HH8G98AwKPpnQbdtgs3sucvEByfiqqHfyVdJ/gp4z0Cwogr2zwzdoFowwI6/ui56Ghqypg65xaOpoV5UMsw5z0ElkGOzFv0uae6Dvb3JnETlBytX4NXEOOy8/HEwtBjUdE7FPvoYqbJas/r+urQGivOhS5MfqqQ/nd6CvbYhYoGKxiMqxNbA1SdA7ITioBJINR9UtjYa6OnuFVtISXm8d3dM5OIOphbHoXziE3h7u0vq8TIXblR8IvYF5E23+s2u1BYMEJYmQEhTXKjO6qBLDE6nNUO/c0ok0MnfifxBXLL1wLNHfM70ZX9gs0FF6/rZ2WjC0d4JaalpG+p8vPxgbHQBzS1Jc9b1M7M6gXMX9mD37g/g7eUEBztbPHoo3myJyxZHRm4Y6OnGYQsf6HS8lropUaQJSgvFxaBzikHqgEPEgv3QqLWQLCnl7F6cs/HE7RsLd7wVldW4RSVQZjaoqmpikH8lED4+RvDxMdxQ5+1tiOxsX1TXxMyASk19P8idPLEXUVGOUJD/BJ/s+DNGRkZFpTM/L4YCQVHxOJLatqhFsNBHys89Zw0NWjVj2GcfBu0GwfxYNN1M6wsGLs3WSRwKugJDZ2+M3r4lRmrM9cJBJdCDQOXnZ4ym5kRUVkWjti4OtL5f4wY7ikNtfRyLU2tbCvQuq0Dx6Mc4e/YQgoOtoay8BydUPoOOrgpGRu7OTV1+JLYCr16Mwyg0Bao1D6db92YX+/i+yKLcbEjTtC3y/pm4VDHCVu7R7ZjCucoxKMbWQNkuAHFJqaCGipVsHFQC1RLjE+DocAm1dbG4ejUIV64E4Qr9SpGrrIqByskDkDu8E66uBpCT28mKf8bmSlDXOM5BtZIvQHDPw9E7UHGLhPY6zkk1+yPfCvtUN3XANQ4H3BJwJCgXJ/xSoO3sj6j4JIwsMY3LUknHQSVQiGaJ1NPVxOGDX8BQ/wxMTS7AxFi6nJmJKnS1VaCvdwaHDn8Mda2DMLE4Dj0jBQ6qpXL6EtcfjNzBSdcI6HSIrgjeCjCR2Du0PId220uc9IhFTmYmmmprcP1aL/Bq6T5SSyQNu8xBJVBpeHgEmuqXoKF+DMEhlggJsUJwsDQ5S4SH28LMXBUHD36EywaKMDZXhoGxEgeVODl9CT+vJl/AKDgJF6of8KLfCoq6VFlOs3UahaUCrxee92uJJFj0MgeVQJ6kxESoqcohNs4JQcGWCAqSLhccYgU/f3McVdoFHT0FGJtNQ4qDatH8vayLQdHxUOKV6WLVR823zKi/mUrBEOz9lp7/fFmJIvDMQSUQgirTg4PN0daeirr6+HV3DY0JEO0S0diUhOqaWOheVoaWrhwMTY4xa4pApW+iiIvqx3DnzshK8gC/R6DA0GA/jjpHQJt3T1g2rPS7gCPR5cgreHNiwrXIYBxUAhVnd0+oqIzCeruy8kgs5qglsrQsAlraSnNARZbVJa19UDkljwcPeD+q1X4UUXGJ2O+XA/31mOZlBUWs+ZaMVBy3jEOrdRInnENx7/bN1SbBgvdzUG0wqMhKuloQhO0f/BHv/tdv8cd333nD/eYX/wEbaw00NiXOAZWJ+XGoqu+BktJeNNQ3LJjA/OTyFHg9OQFbrwAcDi+dGUIjFTCQYqjRzBJHU1vhGRyxPLGX4ZuDSiBWRlo660dFMCDrZb1cVXUMyisiERvrhKgoe0RFObzhIiLskJcfwOIktKhMLU7g7IVdUDkpj86OpafJWEaekHmvL1+Mw803EPvck3Cx4RnrsMgW+JwHC+o3tOpZLueFuRFQpHUDV/pc0kCjeQJKNn4YXmUXhMUyHgeVQJ2EuES4uemiqjoaRcWh6+4qq6JEwpHiVF4Rxfp0qarJ4aLGAahd2ofz55Qx0D+4WPryaytWYArZWdk4YekB+chyqNU9Bq3sS5O9UW9rWsmFpjhRji6HTsNjyc8GKiGg0SrLZ1KbVgYqmkSvFzjglYaMjMwVKy3OjTIPqvv3x+Dr6wIb68swN7sAJyddODrqSKVzcNCGnp4KTEzP4U9//A1ioqLFSWPuZxUKPLw7gpj4RFxyCWSrvRxPb8fp4jtQb36Bw56pOOgSB33BdMArtUo26j6yEmnYy+c6tsse20j30goye32y4OrtD7xe+ayq4iSPTINqfHwC9nYWiIq2QVV1FLNaSsvCWaU1VVxLl6N4haOlLQWBARb4w7s/R3BQoDhpzP2sgQKTz56grbkJMamZsPYJgbZbCHZo2kKvc2rT9rtioKp9wFaoYUtoiWm10So0Op3Aft9sWNk5Y+rF8zVQePEgZBZUr18D3p4e8PU1YpXU61UntZrnNLcmIyraAfv2fgA5hfcRFOi/eOryqxJTYOLxGMy9gnE8b2BNBzHTzJcL1YdJwuqi52jXPcR2DWto0KIS3dPzb72xFBZNcUMWVMdL1sBwqvAW5BzCER6TAEytfefOhRJNZkGVnp4GJ2dt1DfGr3tXhJV0fWhoTERGhjf27f0IF9X3Qk5uO0pLSxdKU35unRSghSAUTF2h3vh8eqUYMS0SkdBpGYda8RCr+3oDFqsNe4H7yTJSLb6Jk9pGOOccDMXIMjY98KXGZ9DtfA0DWh2nB9BqmcCF6oc4ntXN1gY0cvNHS6N4M3OuVVLIJKgqKiphZamO6ppoVnm+EnCs2z0VUazzaWFhKBQVvsCZ87sgr/AxkpOWXrljrTIJD0e0AqUlxdhnGwLt9qlVw4qWyVIMzIVSWKFgIVTRU/mKhN0CQBLlV78HkPPLQl11FWisY0Z2HszcA6AZlIpjnvE4aB8GeeconA1IhYFfDHwj49Ha2LBm4/dEq/rmFZkDVU9PH/T1LqC4NIT19F434KywE2lNbSxo1oSTJ/fj+MlPoXDkYwQHBb2ZkvzMhimQnpmNvdZBrCvDYrNbigKG8DwV+2gh0S8MPdg85NS6KLy21r8UNo3NU3MKwIunT+do9/TBGG5c60V3cwOudbTh7p1bwOSLOX7W+0CmQPXw4SNYW+sjN9cHVJSiPkw0IZ00Opq8j6acqWtIgLq6EuQVP4LSsZ0ICeaQWu+PRJznlRQV4ai5B47n9bPiEkFnuXChPkkmN4AvneOxxzkeRn20YrNklpcna+pQYB6yc3LFeb0N9yMzoHr+/DksLU3h7WOAqwXByMryRVa29Dqa1ZN6rJsYn8ehwx9CXvFD+Pv5bniG4REQrQDVWZl7BOCgRyJOFd0CrbRCnSlpYQhWQT5nqa1x1veK9cnqeAUCx4Wah5ALLYSmvRdUdE1xtvi2RNYTpAVET1wZhIGzN6Y22FISrebcKzIDqubmeijKf84+fAP9szCUcmdseA6aGiewZ89fcPTYx3BxdpibcvxIOhWYeomy4mKYegbjiEsUjsbXslkFqMOoZssEq6QmgNHYuEsNz3C6ZJitFizvmQRN1yAkJqWAukLcHrrBKupp2hl9NkfW2lhW1JP+Qs0jKJq64ub1AenUcIFYyQyoKitL4e6uhYrKcBQVB0m9K6sIRWqaK/703q/g7Gy/QNLxU9KuwEBPF5LSs2DtHQzDsHSoBmdC2SsBR91icDYwHdoh6bD0DUdwTAJamxrx8vncuqL6ijLs0bLE+cr7oCWplluUnO+fwjhXdR/yFl5oEXM9PWnRWGZANTjYDy8vB4SH+SBsE7iIcF/4+jrBydEer15JttevtGTGrRyPyedPcX9kGLcG+3Gjr4dVUD97OLbkK7c21OOklQeUM7ugR0N4VlD3xfpmdQNHU9ugYuONtubGJZ8rbR5kBlTSJjyPD1dAXAVGb9+EpZsPDnkm4UzZKC7PGnO4YH8rwRqENC6R4EZLp8t5JsPC2RP37twW97FS5Y+DSqqSg0eGKyBCgdevUFleDiPPECi4x0MpuZlBS6NpnIFLvw8gR2Cic2dKR3AspQVHvZJg7BGE8pISAK9FBC79pzmopD+NeAy5Al8p8OolutpaERIdDwv/SGiEZUHBMRyHbIOYo32NkAxYBkQhNCYBfV1dwNTLr+7fpHscVJs04Xi0uQJkIT2+fxc3+rox0NGKgY423OjtxuOxe1tOHA6qLZek/IW4AltPAZkC1aNHj5AQH4/MjAyWki9fvkRzUxNevXoFWtdPnI38Tk191QrX2tKCwqsF7NaJFy/Q3tbG9l+8eIHEhAQ8fvxYZLAUn7bWaf+iPFEcX9NUD/M2igPFhbaO9nY8e7ayFWjnBcsPuQJSqYDMgGpiYgKmRsaoqqxCUUEhkhMTMTk5CScHBwaCp/PGO4lKrbycXPRfuzZzuauzE7bW1uy4saEBFmbmePTwIe6OjsLMxIQ9Y8bzvJ1bt27B28Nr3tm5hxTPsbE3m7EH+vuRk53NPFPchdCaezc/4gpsDQVkBlRX86/MWD6UdMVFRcwK8fb0Yh95S3MzS1H6zUhPZ/svJydRUV6OuNhY5p+sGAM9fZiZmM5YSmP37yPAz4/5p/s0LqljcGAA90ZHERoczM7X1dYiKCAQZEHRRnBLS0lFYkIi4mNj2bnoyEi8nppCY0MjPD090dTYyAB69tRp+Pv64f69ewgNCZk5n56aiiOKiujt7UVvTw+z8h4+fIhAf3/mhwK9f/8+Cq9eRXhYGDo7Oha0zNjD+R+ugJQrIDOgykzPQFnJ3PmbyBLx8fIGjQP0cndHV1cXyGJqqK9Hfm4uqPh27vQZNDQ0ICgwEP3X+hESHAxarJQsNNoIXjHR0SDAZWdlwcvDE0NDQ6DnEZCoaJmSnAyytqIiIkDP9HBzg7+fHysmpiQlobm5mcGQLCy6v6+vDwH+/njw4AEc7R1QX1+PuJhY5i8kKIgBqLamFjbW1nj44AF8vb0ZiGJjYhikEhMT0dnega7OLlxUVWXx8HT3YH6lPD/y6HEFFlRAZkCVlZE5Ayqq86FinxBU4+PjIIsmJSkZpsbGCAsNhb2tLQOV0FpKjE9AT3cPK27Nr8+KjozC1StXEBkRweBCfpMTk3Dnzh1ERUSir7eXiR8eGoqbN28y6AwPD7PnH1VQZHAiD2QB+Xp5o7ioGGSpUTzDQkJAfimOZN2pnj+PJ0+e4FrfNQY3uo/Czc7MnDlub28HxYH8ECRpI5iRVcY3rsBmVEBmQJWbnYPSYur0Nm0FEYDIkqIPmCBAQKHJ6BLi4lgdFFk3jx89grfXdB1SQlw8ent6kZaayqyk2YldW13Dilxk0VBYVhYWCA0OYUVKmjtKCKqIsLD/v72raUkgiqI/raC/VEiI0R9QI7QkkBZqFkjYRmxpfjSKgc6QNJMokh81M+20RZsb56jRoh8w4n2LpzP63lzPfXM4996nLokqfyPD4VDcD1cQeiK0HAwGnNL3faoxhHlIkF+m0ySwRr0htWpVzhIJQYhnv9hylctxDIiq9A9RQQFibrSLVIrkxwPtFIENQ2BriAo3/XHkSEzTlJbRlNtCgeHbSSy2DP0SCbEsizc88kMPlYos5nOJR6N0aS6Tld5zj4qqXCrJ9yr0w4sI//Z2dgUVQKggEFVo/4DjQC7IXdm2TeWDKiDyVQjvxm9jnoPyAjEhAQ9V9j6byWEoxJwWr9vrcUy73ZZIOCyz6VT6r305Tyb5HpAtbIeycxxH7opFMTtdVjKRn0I7jcfl0/P4XDtFYNMQ2BqigmMQQmUzGW4bAKGg9N80DD4+Nhr0HXI/2MKAKhpyVIZh8LxlWgzlsAXhJn9NlfPX2fh6g+u6PIV/LUZVbt3qtRqV0zr0Qs4JlTyQ1lN7+dvTSLh/LRZUTUiej0YjDvc9n/ZOJxNeFyTq2Dbtuy+Xpdvp/m6x8DyPigufCQ2qEMSM1mo2OT8PtFMENgyBrSKqDfONmqsIKAIrBJSodCkoAopA4BFQogq8i9RARUARUKLSNaAIKAKBR0CJKvAuUgMVAUVAiUrXgCKgCAQegR9iBPvnVHMR6wAAAABJRU5ErkJggg==" alt="">What tasks must the client perform before it can use the TGT?客户端在使用TGT之前必须执行哪些任务?


A、It must generate a hash of the TGT and decrypt the symmetric key. 它必须生成TGT的哈希并解密对称密钥。
B、It must accept the TGT and decrypt the symmetric key. 它必须接受TGT并解密对称密钥。
C、It must decrypt the TGT and the symmetric key. 它必须解密TGT和对称密钥。
D、It must send a valid response using the symmetric key to the KDC and must install the TGT. 它必须使用对称密钥向KDC发送有效响应,并且必须安装TGT。

发布时间:2025-02-23 07:25:24
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答案:B
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