再訪廣島 【德】麥考·帕默 著 郎倫友 譯 第十二章 第二節(B) 12.2.2 低輻射劑量下的癌症發病率 前麵我們看到,估計的輻射劑量不能很好地預測急性輻射病症狀。(圖11.1)但另一方麵,癌症風險確實與輻射劑量相關。(圖12.5B)我們能把這兩個觀察結果調和起來嗎? 正如我們在2.11.4一節所提到的,急性輻射病是一種確定性的輻射效應,而癌症是一種隨機的輻射效應。因此,對於癌症,我們所能提出的問題隻是,大樣本中的發病率是否會隨著輻射劑量的增加而增加,事實確實如此。另一方麵,對於急性輻射病,這種平均值的相關性是不夠的;相反,在小樣本中,甚至在每一個幸存者中,急性輻射病的存在與否都應該與估計的劑量呈現出合理的關係;應該至多有非常少量的異常值,例如可能由劑量分配或臨床病史記錄中出現的錯誤造成。正如以前我們看到的,這一點顯然沒有注意到。 如果我們考慮任意一個劑量間隔,例如從2戈瑞到3 戈瑞,可以斷言,在計算這個範圍癌症發病率的時候,兩側相鄰的劑量範圍的溢出將至少部分被抵消:被劃歸到該間隔但實際上接受的劑量超過3戈瑞的研究對象將產生一些多餘的癌症病例,這就通過該間隔內實際接受劑量低於2戈瑞的研究對象的較低的癌症病例數加以平衡。然而,這樣的相互補償在整個劑量範圍的邊緣是行不通的。因為上邊緣的人數稀少,而下邊緣附近的樣本體量非常大。因此,劑量範圍下端的癌症發病率告訴我們的應該是一些劑量分配準確性的情況。如果估計的劑量是準確的,那麽估計值很低的幸存者中癌症發病率應該與未暴露的對照組研究對象的發病率基本相同;另一方麵,如果估計值較低的大量幸存者實際上接受的是較高的劑量,那麽這一群組中的癌症發病率應該是過多的。 讀者們將會熟悉關於對照組的一般概念,他們將意識到對照組應該盡可能地避免暴露於研究中的藥劑或刺激物。他們因此可能吃驚地獲悉,原子彈傷亡委員會/輻射效應研究基金會的長期研究項目已經並將繼續使用這兩個城市的對照組,這些對照組由被認為在轟炸輻射範圍之外的幸存者組成。這一做法一再受到激烈的批評,【156,257,258】但輻射效應研究基金會並沒有理會這些理由充分的反對意見。 當人們把暴露的人與暴露的人進行比較時,當然沒有機會——也沒有風險——發現任何錯誤。然而有一項研究對估計劑量比較低的廣島幸存者與該市外麵適當的對照組的癌症風險進行了比較。在這項研究中,【259】廣島的研究對象的癌症發病率與兩個不同的對照組的癌症發病率進行了比較,對照組就是廣島縣和鄰近的岡山縣的全部人口。前者包括廣島市,該市在其縣的總人口中占比相當小;而在岡山縣的人口中,轟炸幸存者的數量應該可以忽略不計。 圖12.6 廣島轟炸幸存者的癌症風險與市外對照組的癌症風險的比較 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yMrHtDY/i6cVlaB/wAFGPFuv/GTTdFHh261zTbnXj4VuGtLKW1ihdZDHNeeawKsqshwg5w3WgD7ilmlQFY2/etj6Z//AFVfU8fhVGzZvIXLLI0LYLBcbuKsrcBQOOwNAE1FNjfeuadQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFRzFtwAzgg1JQaAKd2/mRmMrIPl++K8A/aQ+AHhj40/FPRZP8AhMLzwt4y02382NbS9eG5ltfmXDqrAsm455yMgV9A6gVWLLfMnoK/OP8A4LG/Gy0+GnxJ0W80u41bTfGnhu3g1AahD5a2sVpLL9nKkt998yZ28+vagD7a/Z++Edz8FvBbabea5feI5pZmuPtl1kyJuAGOSfSuy1Zo18jdG03zgYjHQ9mb2r53/wCCbvx1tPjF8O/FcNnrXiTXv+ET8RTaFc3WsLCHeSJUyIfKABi+bgn5vWvpCKQTKVjVvvHJbGPf8qAPGfCX7bXgvxV+2Pqfwb0+9nv/ABZpehf25czRYNtBF5gj2Hn7+SD06Vz37X3/AAUI0P8AZU8d6b4fXwx4v8Y6lcWrX93beHbFbprOHna83zArvIYL6lTWFqX7P/iLT/8AgqpefEiPSoG8Mf8ACuTpLywhVae8F35gTsclccnivDf2+/2P/FHxl+KupfECx+GfijXPEGveELSw8Mx2moxQP4W1SBpXWW7HmKrqGdDgbx8p4oA++PhH49T4l+AdJ1yPT7zTV1W1jvEtLxNlxbLIu4LIOzDPI7GvGP23CP8AhcHwC3srH/hNJflH/XhcV6P+zDpnijQf2fvB+n+Np1m8XWujWtvq7oBzdCICU8cfez04rw79q/4cN4f+P3wLvJNd1m/WTxtMywER4Q/2fP7UAfXdu6pbr/Dx0NO3sy/Ky1kQaROAm7Ur47xkBlTj26U86PM6D/iZXnyn+6v+FAGj+8/vrR+8/vrWcdHkY/8AIRuv++V/wpx8PyuP+QhdHHqF/wAKAL/7z++tPBI+8y1kyaHMnTUrwfRV/wAKQaFMD/yELz8l/wAKANczR5/hppfd91l9qy/7GmA/5CF5/wB8r/hQNHm2/wDIRvP++V/woA0su38a0fvD/wAtFrOk0WV4VH9pXnX+6v8AhUv9gzOP+QjddPRf8KALwcKPmwfpSmWMf3qoDw7MD/yELr8l/wAKG0GZV/5CV1/3yv8AhQBe82P/APXS+Zn7pWso6TNsx/aV5z/sr/hQ+jSyY/4ml5x6Kv8AhQBqKWZtpZeKRmZhnctZn9kzD/mJXn/fK/4Uf2RKB/yErz/vlf8ACgDUUyAfeWjdJ6rWX/ZU3/QRvP8Avlf8KP7Km/6CN5/3yv8AhQBqN5jfxKKA4VfmwfpWX/Ysz8/2jecf7K/4U5NImB/5CF5/3yv+FAGkJlWjzkJ+b8Kym0aQN/yE7zr/AHV/wp7aVNtX/iZXf/fK/wCFAGi8gI+UUmcEfSs3+xpmP/IRvP8Avlf8Kd/YUzNzfXXy84+Xr+VRUTa0FrsXpT8iL9M15f8AskKG+GWotxxr+qAf+BT1g/Gr9sLwB8BvFcOh+KPGV7puqNCLnyhaNM2wkgZKoR2NeM/sx/8ABQH4SaB8PPLuPHFx++1rU5U/0GUCUPdMQW+TjGRXo08FXlS5oxf3M8+pjKEa3LKSv6nvX7Zawj4OHzI96m8hwoGcneK8E/4KYJs8d/CtVTDNFfHj/rkmTXtf7Uls1/8AAZbiO7urqNpoJVkQKMgyKR1Hoa8R/wCCk1pJH4/+Fn75pNsV8Tv7fuV9K6MBGSrR9WfWcF653CS/rRnzZ4YmWP42a98rYW2tuvr5YxX0n+xzH4qPwQ1pbHWLGGOS6uG+ZBwvlHjpXzPo8LSfGTX22qy/ZYO//TMV9afsHzPN8AtU24/11z1H/TI19Bmn8NH67xgn9T5pa69TU+EXiXxt4R/Z58I3jarpl5am2so2VML95wD296+otCla40uCZlVZJEDMF6V8v6NGsn7IfhUbmRmj0/lf+uor6M8NaTMNCtiNQul/dLwAvp9K+XxkUoaH5DmVGCgmu50lI3K8VRtYWswPOupZj7gVeVt307VwnilPV1Vol3bdynKZ/vdq88+Jv7NHhP4z64moa9p8c2oWbBIL21c215bLjJUTJh9pycjODmvTXt1f7wzVZbGIHdtbdjacn8aAPFLr9hX4UT2ltZ/8Iha2y2l7NfJ9jT7OXkkCiVpCuN/mBQG3Z3Dg1tz/ALHnw21O7iuG8G+HzcLPBdDNqn34FKQsBjgopIB7V4r4u/4KT6s3jHUNK8OfD7WtUs9N1e78P3Fy8kAWW5iAC7P3gO0swzkZxWd8Rf8Agqxb/CqPwja3/hnUrCTxFef2TKx8uZbe5+633HJUBgeW69s0Aeu6L/wT2+EeiWN9Z2/gzTo4b+2Nod+TIITL5pjV+qL5nz7RxnmtrwL+yN8PfAGoaTdWGgpJqGizTzWt1NK1xPBJMoSVi7ZbLKACa+LvA3/Bbm3+EPgfwzp/jW21TxBr1xZy6xeXFpbBhLatevbRogGP3gbaSSNu0HvX6K+DdUtfFWhWmqWvmCG8iWZRIMN8wB5HrzQBLpxWWeSCNH8q1AGSMK3ptPtU9zYLqEUiOoaORSjLIvVT1HuDVu3GSxqRk3igDwrRf2CfhJo/imbVoPBemTXCiaKOK4/fW1qJgVmEcTfKgdTg7QMjg1b0P9h74U+E5/OtPCGl+d9ug1CN5V3+XPCCIWjz93YGIUDAA4FezCzj+bj71KlskQ4WgDybxf8AsgfDnxTfw/bvCOj3CswMhMQzcYO4I/HzKGw2DxkA1Lrf7KfgnxV40j8R32i28uqwtCARxHIIm3ReYn3XaNslSwJU8ivUlto9q4XheR9ayPFGstoOg3V/JG8q2aNI0adZFA6D39KAOab4KeH7vQm0mTS7N9PW9e/hhmhDLDcMxLSYPUsWJ/Guf8dfsqeAfE3gzTvDknhlLXSdIuzd2kWmsbM20rAhnhMeCpYMwYDGQzZ6180+K/if8XL74AeIvjJZ+PrrT5NHvL6eLwsIoDp0tpbSuiRglTJ5zKq7hv6k4qb9mT/gp7qvib4Z3ttqmj6v4k8R+GtM+2axcW728CRzyTAJAvmMu4rG6sWGRjIzu4oA+p7D9mPwHptjBb2vhXR4oYYbWNYxbL0tW8y3HT/lm/zD0NUPil+zXo/jv4D+IvBFpDFpWk+IkuGuI7aPC75iWlYqMbizEk+9fNPg/wD4Ld+CPERt2uvDfiRbqO/1TSMpEgS4urGFZJBHlv8AlpuCruxk1vWn/BXLQZ/GMOj33hjXLOSbTBqUQdEyhZVZY2YNt3DdgjPBoA928D/sreAvhvoVra2+kxzGG4W/e7unMsz3Ah8gyF2yd3l/J16cdKf4c/ZL8D+GLi4uLfRY5FuW3RpdStJHaDskSNkIv+yuBXgniH/gqvN4Eku5PFHwz8UabZ6fHHeXL77ZhDBI6xISBITuLsp9MGtr4M/8FRNH+KP7U3/CsrjSL+y1DUZZodNZ4vlbyVLtI7glSpGMbecg0Aeq/wDDH3gOPUL6SHRY47e5jeK6sZSX06VJOZAkB+RSx5LAZzSeF/2O/h34e8m1tdEeSW1u31A3E9y8swmaIxEmRjuP7s7QOgHFerWaCMfN1z1B4JPX8KuNbxuPu/XFAHj/AIQ/Y++HPge1nt9P8M25jY2rf6TmcItvIXhVC2dqxtllA4BPFaGn/s7eDdB8fya9ZabcR3VzI12ES4dbOOUHJcR52qzE5JAyTk16X9hjifcvHY1znxU8Z6f8MvBWqeItQWQ2uh2cl3J5Qy2xRk4HSnGMpOyJlKMVdm8JVjeERrhZG5/KrOFMf4V8Zv8A8Fj/AAm0PnQ+BfG08TLvEipCFYZx035qWP8A4K6+H7mNtvgLxsqMQcj7P1+m/NetHIsfJcypO3oeXLPMDF2dRXPsi3cEVJXnv7OHxx0/9oz4ZWfirS4Ly1s7ySWLybsKssbxuUYHHHUGvQq8upBwk4S3R6dOpGcVOOzCiiioLCiiigAooooAKKKKACiiigAooooAKKKKACmudozTqa5wtAFe7wfm7529K+Nf+Chdx4X8dfFrw54F+IXhfQ4vAc1t9vl8T6nZ+dAtwN4W1R/uwv0bcxII+XGSK+yrssy/KyrkZr4H/wCCq839nfELwyfHXhrx54++FSwgyeH/AAxZebLLf/PiWRwynYF7ZIzjigD0D/gkfJMPg74ytZvDWneHrHT/ABVdWelPY6U+nprFqgTZebWJ8xnH8Y4OK+sLeNZMlWkZWPQn0r5u/wCCZfibw743+BFxceF/DvxD8Kafa6nLFb2HjAv9sgG1fuBnciPHAGcZB4r6VtFCg7SzYPUcDPegANkxnUneV24xmnG1dCW+9ySFUbevrVzOaQHDfyoAz5bBkYKm5PNPzFe1fPH7cIS3+NH7P6tceSG8ay/OWx/zD7ivpZmA4J/+tXzX+3JYW9/8Zv2ffMh85P8AhNZWwT3/ALPuBQB9ALq1iRD/AKZDlV5/eDmiDV7MJzeR85OfMFJB4dsx5f8Aoduo28dzTl8P2Sp/x62/Rv4aAFj120lDFbiFgORtcHNcP4d/ah8K+KPiHP4XsbnUJNYtV3yxvYSoiLzzvIxg4OPXFdgfD9pFbL/o0e2M/wAC4Y15j4c0ezh/ao8WKlqvmR6Fpzh1G0Mxkm7j9a0p2aMakrPQ9VbxBZtEHa8iVW77wv1pG1yyIOLyI84/1oqOPw/aGMbrS3ZifmX7wGetSnw1Y87bW3+9/drPqaxelxBrVkFb/TIsZx/rRQdbss4+2RkAjnzRRJ4asWgdfstv8zelNHh6xidl+yW/Vf4aBkn9tWcandeRDb/01FJFrlmBzeQ8jj96KS48N2Lo26zt/wAqB4cscL/oVucD0oAf/bdn2uoj/wBtRTTq9mw/4/I/+/opf+Ecse9nAv4Up0DT9v8Ax62/5UANj1iyVf8Aj8iP/bUUqa5ZR/evIQGGcmUU3/hHbBI2/wBHt+noKZLoWnoi/wChwSfL6UAPXXdNmPy6hC30lFEfiCxx/wAf0Oc4/wBaKr2eiaazL5dtZq3oqqasL4Ysfm/0O365+4FzUz0YEi65Yt/y/Q/9/BR/bFh/z/w/9/BUa+HLEf8ALnbflTv+EcsP+fO3/Kq6AObWbEDi+iPP/PUUh1myH/L5H1x/rBSf8I7YgcWlv1GeKSTw/Ygf8elv970oAWXXbEK3+mQ/Kcf6wUf23ZD/AJfIh/21FMm8N2WyT/Rbf7w7U8eHLIj/AI87c+vHSgBH1qyb7t7E3/bUUsmp2bQ8XMLdz84yaF8N6eh/49bcfhQdBsyn/HvGeOy1PM1JWJlJpaH55/tmHzf2rdaP2lpVk0yzDC3lAaNfNk4xzmvnzw7aR/8ACjtZWTzVS2vNQlSVx8xInbA9vevof9sq1t7L9rLXvKt1jZdIszvH3h+9k6Cvn/w7dFvgNrZlG5Y5dRkZmHysPPP3q/bMnoweXJtdD8jzKTjj7yfU/QX4ueKrXUf2XtH/ANMt2uJBa5j+0KehWvN/+ClUkc3jv4WtvWYGG+wFOf8AlitO+LXx48Cv+zRpEcc2nLfRvaq21FHOVzXP/t5/E7w/4z+IPwtt9LvLf7QovUUqc4PlJX53LDzhiFp1Z+2eH+JUs2h8vyZ87aJqd/Y/GHVppNLuorO8ihhglaJtjkJg84r7B/YaljX4Cat8yfLcXOSvIx5R5rwiS5uPssEc7O1vbngFBukPfBr2j9ibXbXRv2cdZur68tbO1a5uI1WQBcZQ9a7sbzOkuY/aOMJ8+Dsu51mhS+R+yJ4WO6ORUi05i2OMeaK+hPDvirTzpFqq3dqSIV3fvQNvHpXzf4O8S6X4h/ZO8Mw2OpWOoPYvp1rOto3mL/rV4Ir6O8P+GLI6ejfYLbMiYO6IKeOlfM4rVWPyPMvg+f8AkbVteQ3XMMyze27NW1qnYWVvY8JHDH/u1cVt1cJ4op6VA7fL8wXc361PVNnZ71kzhQvHHQ/57UAeL6f+xr4H0LW5tUt4WhkuNWm1iflWQ3E2PMcgDqdo5rz/AOJf/BLT4bePfHTeIvt3iLQprh3luotMnWO3v5CQVllG07mUZAPYMaxfij/wVz8HfDn4i6h4UtPBnj/xXdabdS2M91oukpcW09zF9+ANuH7wcfL/ALQq/wCK/wDgql4P8M2XhIXHhXxxYx+L7hbKKSbT18mynP8Aywn+b5GByCP9k0AL4+/4JM/DXx/caDdWl94i8MXfh+2Wzju9HlWCS+thKZTFI205UyHJHtmvq7TbCPS7O1t4PlhhjCIuOWAGOa+EtK/4LV+FfAvw60Obxd4Z8UyeINRtn1Gaz0i3W5+zW32xrVJGGV2jcATx3r7l8Oa5B4h0i3vrSTzobmJXUn+HIz/WgDUiclMldpJ6ZqSq9m3yfMctmrFABtooooAj8sn8Ogqi0bx7d7L5bN86kZLelXm3Iny/M1ea/tVfFyb4F/s5ePPF9osd1feGNDu9UhhZtu94omcDofSgDyP4hf8ABMPwZ46+KCa7L4j8aWOkf2l/aP8AwjdnehdFmnJJdmg29GYktzySaueIP+CYPwr8Q/DhtDuNPuvLaA2sl9Ft+1SQeb5qxFgvKrJhgOxArz3QP+Cn9r4p+HPhG8t5raHUNa+HU/i/VGgkEsmnyxrAdgQgA5809cdK6vxf/wAFQ/Dvw81PUbH/AIRTxxr11pt5Fp8K2Gnhkv52tVuSsPzfPhGJP0PpQBxWn/8ABIjSvBGo6Dpeg6zeXHh/+3o/EestrKi6vXuIZEkRoJBt2F2QBzg7gAOK7LxH/wAEpfh/4k+K9/4ouvEHjKzg1a9+2roiXirpdtJnLiOPb8vmMdzDPJotv+CqnhnXvEeg6TpnhfxpqF9r9hZ6g7x2C7dEW7cpGtyd3yMhU7h2FYvw+/4KZ2fxEtvEWkanoviDw/ruhR6tex31xaq1hfW9hP5TPExPOcqenegD1DxV+wf4J8caXd2+qWd5Mt9YJYXLtIrPPEkwkUNxzyo/AVzPwm/4Jf8Ag/4MfHSz8dWPijxhd3Wn3d1d6bpt7erLY2CzptaKKMKCsYXoM8Vx+r/8FjfDmjajZx2/wz+LeqQ3jhVubPRVmt7vCZYo2/7owScehrqtK/4Kd+C7n4m+D/D0mieLo4/HEcd1pmqy2SrYJ5vCxNJu4bOBj3FAH09pkH7+WRmYeZg7cYAx/jV/OapWaS+ZNliyk8Kf4PX61c24oAZLIAAM/e/WuW+MPw9i+LHw31zw5JcfY11qzkszMBuZA4xnFdTOnCtj7vtXPfELxTa+BvDd9rN4zG00uB7uZYx87BRniqp86leJnV9nye+fJbf8EyfEdowit/G2krbwkbFl0dmYcY676jt/+CZ/ifdHMvjTw750TbTMNGbOO2P3lenSft92pUMvw6+Jkked2V0ncrgjjHzdKo/8PAIpNWt4E+GnxSSGaQR7hog8tD6k7q+kp51msY8qk7fI+dnlGVVHz219Wenfsr/AyX9nn4RWnhya+XVJobqe4kuBH5auZZC5wuTjk16hXG/B34oWvxj8FR65YwXVpDJPJbtDdJtljaNyjAjtyK7Kvna05SqOU9z6DD04QpqMNgooorM2CiiigAooooAKKKKACiiigAooooAKKKKACg88UUjDK0AVryZlYIo+9xk1+dv/AAV+/Y08VftZ+ONJ0ddS0+bRr3Tki0nTxey2z22oRyNLJcMYyGKNbq8YGT8zDjvX6JXx2BW+8w6L6189ftE/speIPGvxh0r4ieB/E2l+H/Fmk239nRprmntqOnRREsxkjiV0KzHdjfu6EjFAHm3/AARQ+AE/7Pn7OviS1hs20/S9Y8S3Op6bYTXzXdxZQOiBYnZmbDDHQnivsYXDNuA/duynIPUN29q8R/Yd/ZOvP2U/Bnii11TXovEWseLvEVx4hv54LZra3jnnC7ljjZmKoCvAzXuUm75DGizLu2MB0HqfwoA+Ofhb+0P8YLL/AIK0+IPhz401DQ28Ep4KGtaRYaXGeT9oWPzJmcZ8z7wwDjGK2/8AgoR+2zqXwY+z+FfCly1r4ka7sLzUL9niWHSrKScDa4c5ZpVV0XYDg9cDmvVdV/Y+0XWP2nZ/ik99qya9N4Zbwu0KzAWwtzKZfMVcZEoY8Nnt0rm/ib/wTb+HPxz+HOm6J400dfE2pabbwWia9fBZdUljibcoklI+bJzn6mgD17wb4nXVPA2l6xJMGjvbSOaR2+ZmyoJPy8flXzb+1p8WfDPiz43/AAHtbW8uJGh8aTA4hdcEWFx6ivpzwN4Hsvhz4R03QdNhjg03SrVLO3jA+6iAKB+Qrwn9si1jsPjP8Awqwnf40lw0qbv+XC46UAe3W/xH0cJEDdNlV2/6pv8AChfiVo6p/wAfDdG/5ZP/AIVuQW6/uxtj6dl60RwIU5WP+IfdoA54/EfSLiFWjuziQ7U/dP2/CvNvCXxB0x/2rPFUf2g+W2g6e/8Aq26mSb2r1TWvEGk+FbeP7bd2VmobCecRHuPtmvIvCfxQ8Nt+1T4skXWtJaNvD+nqhE6YY+ZN3zXRh6MnTdos4cRVp8yTex2fxR/aU8HfB3whNruvajNa6bauVlkS1kkKkZP3VUk8A9BWN8Iv2y/Afxt+H8firw7rM13o1xcm1iuJLKaNnYdRtZQfxxXY+JptP8WeBLq6t5ba8hjjd1aFlZZGUHjPTiuX/ZO0qI/ATR1Vi2XmO98FyfNbqcfhRpbY19opO6OsHxP0dY7iQXDFYZRG+Ym4Oee1LJ8VdFjuWRrhvldFH7p+447Vv+RHv27Iyu75htFILW3aVt8cWVYHO0de1YS3OnoZVx8StJihkf7Qf3LD/lk3H6Uq/EnSYxxct83zf6pv8K2Z7WMxzfLH8zD+GnmBc8LH0x92kBhN8StKZW/0k8L/AM8m/wAKJfiNpKuf9Ib7v/PJv8K3WgUqw2x8jH3aRrZGbP7scY+7QBhx/ErSAI1+1N8w5/dNz+lVdW8d6HfabLbS3Mm2RWBIifp+VdI9vGNmPL+XA6dabPbKIWZtmACMbaIydyJq6PAv2dY/D+jfEzx5It9cTLo+tLaWqt5jfZ42to3Kc9fmYnPvXsCfE3SWf5rnLLxkRP8A4VxvwPKz/Er4nhY0XyfEMYOABu/0SLrXa+LviNoXw901rrWr6y022yf3kuApx3zWla9R3ZEZJKxF/wALM0gScXR5cf8ALJ/8Kli+JukzFP8ASv48f6l/T6VY0HxFpfjHRrfUtNubW8sbjDpNHgoy+oNaUEaSEFVjZVfqF4IxUNW0Nehiv8TdKUN/pPQ/88m4/SoLj4p6Usn/AB8Hh1TPkt3/AAro/KVicrHtJ4O3rUctpG8o+WP7w7d6RSMS++KOj2cUrSXPEOC/7puM49qkT4k6VG/z3R/vDETdPyrZudPgkhkWQR7XYE/LUi2q+YG/c4x029qBGC3xU0dgw+1dP+mL/wCFOj+I2lTPtW4Y4HQRN/hW2toqbvlh+b/ZpDErFsLH8vH3aiW6Jl8LPzp/bD1S21T9rTXpoZZPl0i03Blxn97LivBdBEjfAvVpHXH7zUdvv+/Ne9ft2a3a6J+054nvLya2s7Gz0S0eaRztwPMl5Hr+FfNfww+IGk+MPgjr0On6hb332Vr6RvKlDlBJMWTIHTIr9yyWdsDD0Px/OI3xjPuj42Rxj9lXQf8AR7UM0lrlvJXJ5X2rnf2/SbP4hfCzyI7dFZ74NtjUH/VJ7V1XxpU/8MraFlR9+1PT3WuT/wCCgw834hfC1Tlf3t9/6KSvhKmmJjbvI/XvDuD/ALUh8vyZ5ncfu3V1LbmfvXv/AOwTbeb8C7pWSJs6hJxIoYflXgF8uyOP2evoT/gnnif4IXR5/wCQhJ0rTHfwkfunFmmDi/M7/wCLLW+mfDGT5bW2jTULN8W8GzpMp7CvR9G+JOkx6dBuuJdzKq/6tu/4Vwvxti8v4esN0y7r+075z+9WvVPDljG2iWvCsQinke1fK4g/KMd/Dv5/oh2m+JLTVpnWCQt5Ld0IzxWpAmzd/tHNVotP+dj8y7jnrVtAB0rhPGI5pfJP1qKTdJ/FtJPy46g1NKyofmP3vavFv20v2oJv2VPhrYaxZaLda9fajfJZ28MUTSNzkuzbQcBUDHJ44oAxdJ/YG8LaHrl7qq3OrR3Fxr1z4iwjphri42706dPlH51xfij/AIJR+Gda8UXmr2fjLxlosmq3y6lcRwvBLGsq5+XDq237x6V11j/wUv8AhLNZ3DNrlzbyR+SIVl06Zf7QaQ7UNqCP9IBbjMeRWh4I/b7+GfjW6a3tb7VoW8q4Yi50ee2jleJtskYLqAZN3AT7x54oA8qg/wCCPfgu117TdW0XxN4s0PU7XR/7DeZTBIZbX7UbkqwdSMmTuO1fYejaLHpdha26ZWO1jEaD6DHPvXzzp/8AwUP8H+NfEXh7T/Da3102pa5LpGrQ6hZy2FxpYjtXuPMaKQBtuFHOMHNd98CP2xvAf7Quuahp/hjVbi7uNNgjupPPtZLdZYZCwSWMsAJI22thlyOKAPVo9uTinVXju43+aMq249uwqxQAUUUUANZsA1x3xp+Htr8YPhP4i8L381xa2fiHTp9PnuLcKZIUkQqWG4EZAPHBrsXOcjv9Kx9auhp1p9omuYbeG3BeRn4VVHJJPYDvQB4bqn7APgzxB8NtB8OzXuox2uj+FZPCkN5GsSS3EMgjBkbC/wCsHlj25PFJ49/YI0nxXDYGx8SeItE1TS9WXW7XVbXyS8c4tPsm3DKVIMee3U15jf8A/BQP4hHTtU8aWPwjj1D4Y+H9VntbnV49VjVvs0Lss18sWNzBSvCgZbdxXX/s2f8ABULwR8YPBdxcapBJoetWFq2oXel2ga+a3t/N8tCxQcO2VOw/NhqAJrr/AIJw2LTaLZQ+MPEi6JaXVnfahaYgVtUuraUSrMzhN3zsBuUELgcAVvXv7A3hm5uZgb7XFVrTVrEMrR48vUZhNMen8DKAPb1qv4W/4Ka/BXxrpVzdR+KvskljLexeTeWUlrcK1pGJLlBG4DEohBIArY0n/goR8NdZ1mGzt77VIlm01dWguZ9Lnhtbq3ZVYGKVl2yMQw+VSTQBX8B/sV+GfCtrorWd5rV1FobSvaMzL8xeNomyMDsxPpXEeGv+CUfh3whqulXWmeLvF1ta6bdW149jI0DxXMkMnmAklSVyeoUgV0Om/wDBUv4M3GrW9jN4jvrG6mk5+1aXPbpCpO0O5ZQEjLYUMeCxA612XgH9sbwL4/8AipdeDbe+1O21+GR4IrbUtPmtVvGjBLtA7gCVQOcpkYoA9X0+FEmmkCGN5D82TnNW3OKq2cfldcdM/L3/AAqyvNADZBvA9OhFcR8ePBM3xD+F+ueH7aSOO61qxltYjNny1JGOSOa7Z0ywPPHbsfrWP4x8WWfg3w9ealfTfZ7SxhaaeUjPlIvVsVVPmQvZ+1XIfNN/4O+PWn6rb/Zv+FXtp9vGkMDym783aqgc446irGn/AA++PFjri3Ui/DHyY5VmZw93vAzzgdK6z/h4B8NUC41HVHQnK7NKnwx/75/GpIf2+fhvGJC13qiqpDvv0qfgt0x8tepGpiHHWLNY8L4nl5o0Xb0Z2H7Nnga++Gvw5bTdUltbjUJtQub6ZrXd5ameVpON3PG6vTFORXI/Cr4iaP8AFjw5Hrmi3Ul1p90WRCylcFTgjaeRgiusLbVFeXUvzO6I9l7P921qh1FFFSIKKKKACiiigAooooAKKKKACiiigAooooAKbIeQPm/CnUjNtFAFS6Ac9JNy/dr85P8AguBrHxD0VbWbQtU1y80ZbO3az8P+Gr6S31hr0XALzgR7TJEYQy7S2M844r9Hb+dUKq38XWvzf/4LN/FbT/il4Ls9BX/hD20PT9VjttQuddt9RWa3uAhfbC1oN5IUhgT8vrQB9Af8ExtB8c2fwd1jVvGTavbR+Jdbm1bSrPVLmSa8srCREMUU2/mN1IbKgkA96+mdOGNyxsTG2SMcqD35r5u/4Jj3mly/s5W0eheOPEPj3TbN9qXup24hltyEX9yoKITGOxYbueTX0pBOSi/6yFcZGcfOTQBczg96Mccbq4uD43+Hbv4qS+DYdShk8RQ2f257JTucQ527yRwOex5rm/jf+114J/Z61vQdN8Va7HpN94muFt7FGieTzCWAy20HYORy2BQB6tcYEedu6vl39ujWW0v4+/s8W39m3V3bt4zmO5CWx/xL7ivo/T9Yh1HT1mt5lkjcBkbIZXU9GBHUHrxXz1+2hJG/xg/Z/wDlMir42lwEz8v+gXHrQB71D4v3SpjTdQXav8UVPTxUz7f9BvuVY/6utWMbpY2+Zht65pwXdxyOGoA/Pv8A4KgeKL7Vvjn8P7PztYtbGXc09rGzIJMJLycH2FeAeDfCcdr8ZdXk+1Xsdq+l6fcsfNYuoaSTCHntivo//gqGWH7Rvw6aMqOW6/8AXOWvnvweWHxj8UM27c2n6d909cSyetfsXDWHhLL4yaWx+UZ9iaix0rS2PtD9g3xNJF+xnL5kd/qONR1VFcjcwQXEgUfgOK9E/Zc8U/ZvgbowSx1E/NNwIOn71q8F/Y0/aGtPB/7J9zZNo2s30g1DVQfs6oP+Xh/Uiuy/Z3/bC8P+BPgdpE2o6XrljaeY6h5VQgbpiozg+pr87zLCzhWqK32mfY5djE6dODd3b/I+jR4tLBj/AGfqQ5/54UyTxewf/kG6kcsP+WFUfEfxo8O+F9XsbG+1QQ3Gpf6iNkJ3/TA966KC5jvUWSFlaNypBOea8OS1PqJR90oyeLGMT/8AEv1H73/PCg+LXH/LhqX/AH4raO5PMbI6jFSiVv8AZqZaEmB/wlsn/PhqX/fj/wCvSt4sYj/jw1L/AL8VutcEf3aQTsVH3c0nsC3MA+L2Vtv9m6llv4vI6frVXXfiDHpKKtxDdfvo2IDIq5/M10s7M29cruYcD1r4K/4KkeEbHxt8a/B1rqUMs0Nppd48QiuZIcNuiznawzXo5Xg3ia6op2ucGY4tYei6rV7HuvwA+JdvB8TfilNJDdRx3PiON03hQCv2SIevqK6H9oa6svFXwR1uS60db63NtJs86EHaCOCOtflr4B+AfhG+uPG8Emk3bKNY+Uf2ncDbi1Vs53+tfoh8GpWg/wCCcWlrK0i+X4fj2B2LMqBOOTya93PsheCjGcXe/keJl+cLFVHBKx6l8FDHoXwm8NW9rYzRWY02FhDFbDaPkGfzrRn+OXhvSdcXT7jVLe11LbhbGRwkjZ9qv/BaVLr4SeHNv3v7MgOf+ACuC8TLbXH7WGnxqLZpF0nzVDxfxbyN2cenFfLSTelj67D0/aRsj0l/Fsjn/kH6gAuANsW5T7g0h8VSH/lx1L73/PCtKSf+zbK4aSZV8sbsn7qiqug+JbLxKJDbXSTeURuaNwQCKnlZHs5OPNYrTeMJIw3/ABLdSk/7YVIPFkjYP2HUh7eRW4szEdH/ABxTUnYFuVqRGK3jFl/5h+pf9+KP+EtYM3/Ev1L5uf8AU1uPLvXkim+dvJx61L3QS+Bn5vftpLBrf7U/iKO80+ea1n0Wx8yO7tgUIMsvQH9a8g1TwLo/hTwR4gbR9P0nTPNtJDMtnAse4Z43YAr3T9tWLy/2tPEUjfMv9i2XAP8A01lrxvxa7QfDvxFJu/dtYy/KBz1r9syjXAQfkfkOZ/76fW3xpl3/ALK2h/71r/6Etcj/AMFBB/xcT4W/9db7/wBFJW18bfCnj7xr+z94Y0vwHpNnrDFbeaZ7l9uAuCe49q5n9umTVbrxF8IpNUtobLVGF75lvGchm8pM9zXwtSS+tRXmz9e8Pb/2rT8/8mef6j/q4/8Afr6C/wCCdzH/AIUjc9v+JhJXz7durrGGUq4Yb4/wr6E/4J47f+FI3X/YQkrbHaUkj9y4pl/wncz/AJj0v45y+T8Piz7n231ocD/rqtej+HfEbHR4dlncPtjXoPavN/ji4XwKOpzf2n/o5a9a8PyiPRbX5iv7teg9q+XxD0PyfH6Ydev6Ifp+rNqB+e1uYT/tCtFGyO/FQNJIwX5l61Og+mfauE8Uhu2xKuWVR7155+0N8FF+Nvh+xsf7Qk09raaSbfGCxw0TRnjI4w1ejzDI/A15H+1h+1bov7JHgS18QeIFupkv72PTYYbaLfmRz19cAc0AfOvw2/4JM3Hhrw3b6bqHiaO6/sC70qXQrma386W0SzuPOdULHMayrhSFOAPWuy8af8E+NS8VeE9S02Dxdc6fqEt5fXkF1HZBlhe5lMqlfm+8mcButeoeFf20fAHibT/Et9B4gt2tfCREN+7ROpgf05Hz56ApnNWvA/7X3w8+JU8EWkeI7S6mntZbyNWVo1CRkBzyBjBI4PNAHz38Pv8Aglx4g0r4jSa1rHjt5LO4u5L6azWDzrhna0Nrg3JO9hzvweO1egfsRfsPyfsqXMkmqawmsRWui2mi2biP/ljAZCJS3Ubt/wBzouPeu08OftoeAfFF74ftdGvLjUo9e1iTQ4ykRjWC4SF52Lh8MF2qefpXTfDX9ofwb8cr7W9P8N6pHqlx4buhb30aoyeUwOOMgbl4PIyDigDttMUGJdvzbySrBcDb2rSFUbOJY5JJcgecQAFPT0q9QAUUUUANI2qe5rG8Qaemo6ZJbyxxzW9x+7uFcbtyngrj0PStkjdkdq4v42/FDTfgt8I/EnijVkuJNN8PadPqN0kAHmPHEhdgueMkDvQB8z3X/BPz4kyeG9W8F2PxTis/hvrGrTXlzpsekx+Z9hmd2lslbOVDbsbwcjbxXlepf8EM9S0XwtqUfhv4p6poeqatZJY6re2lh5cl/suVmRxh/lOxUjJHYE19NaL+3L4e13w34a1HQLS41CPxP4XfxPbW8U8XmpAgjJjfLYWQ+YMZ44OTXTeLf2xPAvw9s70azrkVpLoqRyahF5bySQeYFIUbQQzYYZAzxk9KAPh7UP8AglhN8N/iB4V0i8h1TxVq3iTxfeeJbbXEt2a18P20oi+2WVwc4kE8SGMM/UseK9H8Wf8ABKfxZ4g1/wAy38eSxaTDdyfY7ZwwWytXfckccedqeUoCKB1HpX1Pr37V/gPRbjwxZyeII45vGMPn6QBGzieMDO7IB25HTdjJrmPhp+3T4J+LWk+IofDdxdXWreHZLpLuxkQRzSCCQo7qzYQ8j14zzigDyj42f8EobH4wxeIFPiWC0k1rRrfSgBZDMAiuI5xJuzk5ZOnqay/g9/wTW8a+Bf2oPDPjzVPiFNrFn4futQeayvFMjXazwiNPKZifJAPOF4r2/Xf2+/hd4KkvbXV/E8Fte6bBHPdQC3kk8pXZVXBVTuO5hkDPc9K6m+/aM8FWfxO0Xwq+tRnXvE1qZ7JEQmKSMAkfPjaO+BnJoA7zTE2ReSz7nUAMBzs9s9/rWgOR9Kp2EnLLllaMbWBHOex/Gry9OaAGScjnp3Fcb8cPAsnxF+F+vaFbyLHcavYyWiSN92PcMAmuylbsfwrK8Xa7ZeG/D95f6lItvp9rC0ty5BO1QOTxVRk0zSjJxlzI+K7b9iv4jQqrNZeGZljACh9UkhwAMZwEqa1/Yv8AiTbzQ7rfw8p80Ts39oySqQOQuCntXs19+3Z8NLTUlt5Ncf7QqjhrC4Py/ULip5P2/PhZNfizXXrhpmYbUGnXHLdudnrXrrMMSlZ/kfZS4qzVLkb930Og/ZG+E2pfB34Sw6PqzwvfG8ubqRoSfLXzZWcKPpnFesS/dX61z/w78eaX8SPDsOraPcLdWdxuXftK/MpwRg+hyK6IHNeVVnKUm5HyGJqupUc5bsKKKKzMAooooAKKKKACiiigAooooAKKKKACiiigAoPNFFAFO/kCTqrJ8u0tvz0I7V+Tf/BbmG3+GPx1TxBoXi34s6p4jubGG6uvCmi+JE0eztrV5PIFyrPGys3mFV2D5uc9K/WDVlWR442bbtzIfcCvz9/4Kb/Ev/hXXj5tY8T+E/h7qdntitrH7XqX/EzaF2CiR4zGcJ5hIC5IBw3WgDpP+CEPiq81H9nPxhZ6jH4uj1LQ/Ft1p13Dr+ux6zdRzIke4edGqqF54XHBz619rNEyLtXG1HMhLjcSDyVHpXzn/wAE3dB8M+CfhHrNl4d0rRdNk/tq4k1aLRtXk1X/AEzYu83ErgMJ+mVOe3NfSFjPvtPOYHaR0P3vx96APinQ/hnH4L/4LY6t4i0rS5dJsdT+F5nvpUt2+zT3C3gyzdjJsUD1wK579v8A+MHhXx/49Twvp+lW1v8A8LF8MrDrHjC/smb+wLCTesYjjIDNJJl1G05Q4JFfd9xpNnJqEuoSWkX2p4fI8/YPM8o/wZ64z2rB1v4S+F/EVurah4c0u+aONYY1ntEYiNeQo46DsKAM/wDZn+H9h8OPgL4P0PSNSl1LT9J0O2srO6lGPORIlVXx1yQM145+2jb61b/GT4CteXltLt8ay7RDCY+PsFx15NfSXhzTl0u2WGExx2caqlvbrGE+zKBgKAK8E/bm+b4w/ATj/mdJO/8A04T0Ae/WljqQhUme0zjtCf8AGpGtdQ+VhcWvAI/1J5/Wr9vxbr9BS5xHQB8Bf8FPfOj/AGiPh21w8bFSxZVToNkvNfNPw/8AF2m6h8c9eWOSYSPb2kNqzWj4laORyw9uor6b/wCCpw2/tC/D0q21huG7/gEteJaXp8dhrdtsW3W6kcF5ljGcZ4xX7LwvzrLY+n6n5PxBGH16bPpb9jWWSb9jeaSaBWke/wBXDEDbs/0h65D4rQtH/wAE1JI4/JaVZYXSUp8w/wBPXIzXbfsYxmP9je4XcZAt7qxYHq3+kPXJ/E3an/BN7O3/AJbw8e325a+MxzvUnf8Amf5s9rLZe9TS/rY92+JOl3H/AAsf4dr9n0uY3EkhLTW+5lAjQjBzXrl5cXGkW9xNJeWsMEKhiZE2RoAPUnFec/Ewqfil8MF7lZTnPA/dLXqeq2MOqWbRTKk0UgKvEyhlcfQ18rLXU/R5R9xM5jw98XdK8fvLb6F4m0DVbqJv3kVrMsrJjrnDV1Kpqhx++tug58s/415J8Avh3o/hn4i/EKTS9G0vTJLfWEggMNssWEMEbHoPXNe1Qrhfb1B6ms5EVIpLQpmHUl5823P/AGz/APr0GLUSoIlt/p5f/wBerhfn+KpI/lj79azqL3TIzNmp5bdJCMjgeWf55r4m/wCCjUlwfjx4XW4KyLFpF4VKLjb80Wc+tfdFzu8r+Lr1r4T/AOCmb/Zfjh4ZmaKebGjXx8q35lfDRfw19NwrFSx8LnznEy/2KR81+BrFjqvj5VhZyNa2YXoD9jQ8enFe0fDr4/fEzRP2LY9PtvhjNrOgx2AiW/fXIkbygvGEIz07V8+/Bnx3fa54g8XWlx4e8TaKuoXj3yXF/Z+Sp224T174r7D+Fsez/gnbCyEhv7GQ7sfKvy1+gcTOEqEFJdUfDZM5xm1Dqavwi/bF8aeG9D+H2m+JPhv/AMI1pOuTWum2l6dZjmaQuMJ+7UZ6c+1evan/AGlb/tKabDHc2LodNJd3gLOBvPGc18x/trajq2lfs/8AwXuNG1COx1C31/SGimeBZM5iYnGffFeczftGfFZ/j5Yq3jaGO8bSmDsdNi/56HFfm9TAuXvQ2P3vhbhbH4rCyrQ2sfpK+nXeq2k9vcPaXEUkm10lj3KV+ma88/ZX8MtaeB9SuIbfSbSdtZvog0VsV3Klw4XPPpXG/sEfGfxR8VdP8QR+JtW/tS5027WEOLVYQAD/ALNekfsvyY+H+oKynd/beo453f8ALy9eXUpyg7M48Zg62EnOlU3VjvksdSxkz2o/7Yn/ABpwh1KQcTW//fv/AOvV+Qll+9T4uI161ynlmfFbakvWW3P/AGz/APr0ixaiAxaS3PsI/wD69aZOOx/OoXHO7nGKmW6Jl8LPzr/bJnkf9qzxF50YVv7GtNuP4sSSmvIfFU//ABQWuFUVpHspOCPXFexftqJn9rLXyeo0W2x/33LXjPib5PBmtE9fsT/0r9syl/7BC3Y/Jcy/3xn6I/CG1e3+FWiLDJLK0drGSUO3HArwL/gouFk+J/wpbneh1Da+ehEa5r6G+C0hPwo0tlGzNqmc/QV87f8ABRQY+IPwt2/39Rwf+2S18Dvivmz9i4Cjy4uhU7nlksu/5mIZi4y2PY19C/8ABPJgPgfc8f8AMQkr53kG21jz/Ew/rX0N/wAE8/8Akh1x/wBhGT+ldWYRtTR+3cXK2W/M9N+OhY+AflYI32+06jP/AC1WvTvD9tqA0q3ZbiEr5a4BjPp9a8x+OI3eBP8At/tP/Rq17B4Y40S1/wCua/yr5XEn5LmH8CPr+iJLGK4kUfaPLb6LirQAT2pWyelI67sZrjPFElBYV5L+0/8AAKT46eHNJsYZFDabdSTkyqHVt8Lx5IPpvz+Feu1TlDG44LLkcEdPxoA/On9nj/gmD4w061ns/EjatbSeF7/S7awuNR1BL2z1q2s7nzGnEK4Me5eisSRx1r1/Xv8AgnzeW3hq8j0SPw5HqT3eo3SSyWO4SG5mMse4BhkIDjHevrto9secbuOmOtEceAuMKxGT8vb0oA/PH9mr/gnj8RNL8SL/AMJB/ael2rapc6xJe6hqCX12sj2j2oiDrjEeCHAxwOK7j/glt+wl4s/Zc1jX7jxPJqm+zgh0izlub1bhtThhZyJht+5Gd/yxnJXnk5r7UnQlmw+31OMjNTQsDn5WoAr2ls0UbAoqsxJJFXKaWx/ep1ABRRRQA2TOw4615l+1V8Gbr49/s7+NPBtrcfY5vEuiXemJKy7lRpomQMR3wTnrXp9Rz8x/0HegD4c0b/gkpb+Dvg3oOi+H10PRdXtPh5ceEdQvLex2zXlzKIQJyQ3TMbHHv1rY+LH7FXijw3b2PiLw1pum+JNY0XxHHrJ0t1WH+01/s37EVd2OOCd/PULj3r7JcYhG0N0555xUaF5RuVduR91uDQB+cvjb/gnJ8Tm+L3wpvtLaaG1sGtLrWJrS6SGz04xSB2tpIScywDkRKpGwknJzivWtU/4J9a4ryS2d5pMM9xpfiHTpPs9r5Y3aldJMkp+bnaF59Se1fYjRFj/Kmj5l+XAbOGHegD5D+F//AATfn8I2PhNtSn0vULjQ1uPtM8tnunuGeKRAS27tvH5V5Dp//BN/4qaL8YfB99caq19Z+ERp6xPZyi206e3imLNHJblixmReTJuw2RxxX6NPGytiNmXIwAe1JsUI23qp575oAq2Bn8yUzKu12DAg/Lj/AOtWmKqwoSzH+FhwpX7tWEPy0AJLkkf4Vyvxe8HzeOvh3rOj27bX1S0e23D+Akda6s800DJPylaCoys7nzr/AMIz8SBbeV/wi+lsERYlYsm4hQBnr3xUtjp/xEgukkbwrbxrCwIXz4yH9a+hc5NDLz/ga6vrUmrM9SOcVEuVxVvQ89/Z18Bah8PPA7WOpKqyzXtzfbR/AZpWk2/hnFejDpUJGenAHeph0rnlJtnm1KnPJytYKKKKkzCiiigAooooAKKKKACiiigAooooAKKKKACo7iURr61JSMocc0AZWqXiR3EQaJ5N3zZ7Y9fwr8w/+Co3iX4Z/F74qa0txafEXR9a0WW38Jza9oqW8lrfzZW8SxCzbiG5V9+0DjG7tX6iajpX23ALsq5z8o6V8Z/E3/gnl8UdW8cX9x4Z+IXgi00G61wa7Faa14akvrgzCERfvJBKoYYHHAxxQB3H/BMb4RzfCP4T+IGu9I8ZaTe+Iddm1S5HiR7Vrq4ldUzIPsxKBDjgHnrX05bNlW3EfTFef/s8eCPHHgrwrcW/jnW/DuuapJOXSfR9MewtxHgYBjZ3O7rk554r0KGHyix/ve1ADViVZGbb15qv5gh2/wB+U7gP51cK7u/FeA/tmftS6p+zanhUWPhS51+DxJrlpo9xcpJsTTknnSLeeD/fJA74oA9whRHjCrHImHL8EcnPWvmH9tjw3cXv7SPwB1L+2tRhhk8VzQDSwqeS8n2G4PmZxndj3xxX05DEFg2hdq4KE55AHGa+cf2yZI7j44/s/NHMrC38cTHO7AX/AIl1xQB77b6HeBYFOsahujTaflT5j6njrT38P3UkUY/tnUMruBbamX578U0eMdJt9u3UoG81TID5o/h5NWE8U6bLG0v2612SRebnzRgKOpH+NAHwt/wUz0ySy/aE+Hq3F5eXiZbG4J18uX0FeOaAPI1mz2/elugCp7gEV7D/AMFPdbsb39or4dx280Nw21pdscoBCbJRu+me9ePaMmdd0/5mbNzkc54yK/ZOGnbLo+n6n5TxB/v7Ppb9jrwzf+MP2QTpun6g2mXVzrGqqtwgB2ZupB3Brmf2x/AOrfA7/gnb4m0abVJL6awntWgvJQpwTdxttIUDjk9q9G/4J3qR+zTa/wAIGuapkDv/AKW9Uf8AgpkC37H3igRsqqr2u1SN2R9pj5PrXw+Kqc2KnF/zP8z9E4PwtOtVpxn5foeC/Ej9sL4mH4g+E38nwwv9nyOqMFk3INqj1xmvoj9kr9p7xX8a/HHiDQ/EFxY2C2cMcltLp6HzASPm3bs/pXxt8S5hcePPDyAMq/bpUK4+8Qq16z+zZo/im++NOtN4U1zSdCuTZj7Q+oWD3W8DAG3ay7fxzV4rL6bp3R/QGecL4WllntI7pH118MreW68afERE1C4t5o9djKyqAWb/AEaLrxivQLjSdQeORl1a6G4fIEVOB+VfL/wz0z4nReJPHnk+M/C8U9trA85m0aT5wLVDz+8r3X4K/Ev/AISD4c2N5quraTeXjxKs9xbL5cYc8fdJJ5PvXz2Iw/JsfkuPy/lheLOri0C7KzN/bGobigyNqcHH0qf+w7wP/wAhbUMbf7sf+FJH4t0uA4bULHczCJv3o+8eg+p9KIfFelxwiT+0bfYz+VkzAjd1x9fauGUvdPLjtZgvh69b5f7a1HkA52x8fpXxP/wUesmh+OHheGS8mvW/si9/1oC/xRd1Ar7ai8Z6VNJtXULM/MIRiZc7x1X6jI4r4o/4KO3sF/8AHvwu0MyzbNJvlwHDDIaLIr6jhOP+3wPneJv9xkeHafN9nvLrMn3bdxyScfIa+kvgzafbP+CedvArrI11pK7VMqRA/L6uQK+cbd1Fzeybj+8icbT2/dmvqr9k/wCFug/Ev9k3wrp/iTSdM8Qae1jCptbyHzEPAzwa+04qlakrdz4nIYyc1c88/bj0nyf2aPhDukj3Lr+lKAkgfaViYHkZH5V4Rd2jWfxwsvs+1S2nsFYtlk/eE4/GvpL/AIKIeDNJ8FfB/wCHmlaNptjpenWvi60WC0t4tscKgPgKO1fLOu3msxfHK01C38OpeWMdsYWlWQDDbycY69Oa+eyvWlqf2D4dScMtafU+iP2NPDXiDUfE/is6P4l1PQbP7RBJPbxJE2+RnO85ZT1GK674R6X4z0b4VeJry18fa5/oOo6ncxZgg52XDfL9ys7/AIJ7QmDxF4uaRpfOur+KXY7/AHF3E/5Fdn4KVpf2e/GCxu5DX+sFWVuAftL8ZrycfFe1aPnOILfXKsWlrbp5Hu+jx33iDwxHdf2xqFqbuKPBCJuhbAyRx35/Otf/AIR+6cbf7avo2xn5VT5vc8Vg/DrxXpcvhjTz/atqzSW6sQLhTtUDGR+IxXSDxbpUQZzqVn5ccYdmMo4X1/8Ar189U3Pz+skp2I08PXuxv+JxqDemVTj9KLfQrwOzf2vePGR8qlV4P5Uo8YabJF8moWreWvmvidflj/vH2pJPF2l2bt5mpWiFV3tumHCE4DfTPFc7+NGL2Z8A/tlQtZ/tPeII57l7i4bRbbBOOB5knpXjviY+Z4H1bd94WTf0r1z9s6/t7/8Aaq8QTWpiuNuj2yko4PPmSda8j8VIsPgvVm3bt1i2f9npX7Zk7/2Beh+S47/eJ+p+jXwWOPhVpn/XpH/IV87/APBRU/8AFefC/wD3tQ/9FrX0N8Fm/wCLVaX72ifyFfPX/BRIb/iF8L0/29Q5/wC2a18HD/fvm/yZ+xcBv/aKD7Hk3/Lun4V9Df8ABPBsfBK6/wCv+SvnlzthX2YL/Ovoj/gncob4J3P906hIK7Md8CP23jDTLreaPSPje/n/AA7ZN8kbNfWoDLjj96tehaLpF42l2u3WLwLtTACrwMfSuB+NSf8AFEKmAu6+tgrN0OJVr0jw74v01NEs1k1CyXcvlcyAZccYFfK4jY/JMw/3ePr+hpaZaXEDTbrqS4y3G4D/AArURt39ay7DX7HWZVW1vIbhmBdRFIG3AcZ+meK04MlPmG0+lcJ4o+jFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUYoooAKKKKACiiigBNopaKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKQjNLRQAjPsppRWf7o4p9FACDrS0UUAA4ryf9qv4HXnx88Eafo1jepp7Weu6dq0sjD76W1ykxX8QpH416xTZkWRMNQBV+XJ+X5JSV5PSvmv9s3Q7Sw+MXwEiSNm87xrNkZPU6fcD+VfTEkSqVXbXzV+3PqlrB8Yv2fZLh5ERfGsozjv/AGfcUAe0t8HdBFvGq2rboYWjBDnowwatW3wu0WPT44Vst0a2zWvLn/VnG4fXirVt470uUKq3DfMuP9W3+FKPG2lwSIPtD9D/AMs2/wAKAPgf/gpX4G0fSP2mvh5qFtFJFdNbNYtEWOBABK3TPXcK8x0aEQa7p+GVl+1ZG3+EZHH4V65/wU58QWt9+0l8O/Jkhbdu++jZ+5L7V5JpE27WLH5icXXpx1HSv2Thf/kXRXkflOfRf11s+tv+CdZ3/s22rdv7c1T/ANK3qp/wUpSMfsi+KG5jAa1BUc/8vEdWf+CdP/Jtln/2HNU/9Knqv/wUw4/ZE8WA/wB61/8ASiOvha3L9dmn/M/zP0rglpVqd/L9D4u+K2tiw+IPh/Gm6lN9mvHmkdEOPnCj+lfQ/wCxDL/aHx58QTLHNHG+nbgsg6fdrhbuNYrrd8u1igJIya9C/YriaP44+I2RZZJlsv3cYIw/SvUx0UqWh/SWfVG8qZ7d8NLYN4o+Ju7aR/bHOf4v9Djre/Z0+Gei3HwmsH+w+X5wjdxuOGKnI/WuT+EUHii28R+NJ9c0gafDrNw97EUdWO1YRGM8n+72rtv2a/GOl2/wp02NrlSyQjftjf72Oeo/lXy2KvbU/HcdKSp29Dqp/hF4flnWdrGRmN2lwFDn5ZFzg/Tk1MfhTotvAsUOnr5MM/2lVaQ5EpGCfpg1pR+OdNJP+kNjj/lm3+FNHj3TQzf6R2/55t/hXkTemh84tzNtPg94ftSzx2G1o7s3q7pD/rTg7vpwK+Of+Chuj22h/HHwnHbW3kq2l6jLJ82d5Z4iSPxNfarePtLlwn2jqv8Azzb/AAr4s/4KLazb6z8ffCfkyeb5ejX3GCv8UVfU8JtfX4HznEl3gpHiFphvtX+4+P8Avg19n/sKvt/Zn8K7e1gh/wDHRXxfbfcuf9x//QDX2f8AsK8fsz+Ff+vCP/0EV9jxTJezPkMg5lK5xX/BTdtvgTwEzdf+Ersz+avXilvFcQlpogo2MRgIN7c9a9j/AOCnrf8AFCeAOv8AyN9l/J68clnMazdflk9fevn8uf7o/rXgeX+wxTPV/wBgwXGnzeOZIY4r68imS5h+0uYfvE/JkA9MfrXoXhbwt4m8IfBfxZaa9Z6PbR3CXt/bCyujN/rZC/z5UYI3VwP7AC+bqni9Tz/paH9TXvXxXtxF8N/ERz/y4yfyry8cvfbufN8QSvjp2e9vyRqfC34L+GbfwZpbRWTMsdn5QPmHO0ncR+ZNdBL8LNBvLe4jlsMxzWwtnQOcmMZwPryar+A/EVpZ+B9NaaSXHkL0XP8AKtiTx5pcJ/1/B6fum/wr56o9T4XFRtUMq2+E2g21rN5enMv2i2WzkDSH5oQAAo98AU/UvhB4f1DznmsZG8y3W3b5z9wMGA/MCtL/AIWBpLD/AF5/79N/hRD4/wBLmRh57E/9c2/wrF/HE55StFtn58/th6FZ+Hv2nPEi6dbtAraNamQk53t5kma8n8X4bwPqpXvYNu/SvYP20JINQ/al8QTLIzIujW2RjGP3kteP+L5N3w91Zh/z5Nt/Sv2zJ3FYBXfQ/J8d/vMkurP0a+DH/JKtL/69Y/5Cvnv/AIKHfN8SPhb/AL9//wCi1r6E+DD4+Gmlf9esf/oIr55/4KINu+I3wv8ArqH/AKKWvg4/75zebP2LgWNsRBdmjyaU/uv+2o/rX0T/AME78H4J3HZf7Rk/lXzq/wBxf94fyr6K/wCCeBK/BG4PH/IQkrqzCygkft3GEk8uv5o9M+NjKfAu7HmxR6jagr3OZV6V3Gi/CzQb3SbRms1Z4G+0rlz8rHmuF+O0qReAt8jYVb60PA/6arXpnh/xLZLotmuWX5F5x7V8tiJKx+R5h/Ail3/Qj8HeAdJ8KXkMmn2r27RxNEpZiRsLFiPruOa6iI53fNu5/KqlpqEd/uEbH5farijFcJ4otFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFACEkMOOO5pGlCinH+VY/jO/fT9BupoWKzRwSPH/vBSR+tAF6DV4Z5Av7xSw3DchWnNfxmVI+d0gyuR1r8xv2Hvin4g8caL8B/iRrXirXJPGXxA8X6lpniWxm1GR7aS2hjuvLRbUnZFgRRtuVR0960/8AgqP488U3nxs8Yf8ACL6lqkln4P8AA0et+ZDrcumx6KW88/aYFjOLyVtn+qfCjYOfmNAH6SrdiZcrxtO3kYzXzh+23JHN8Zf2ezIq8+NZsgc4/wCJfcV237F3i+78c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Relative cancer risk:相對癌症風險;Estimated doses(Sv):估計劑量(希沃特)。 Gender:性別;male:男;female:女;Control from prefecture:對照組來自縣份;Okayama:岡山;Hiroshima:廣島。 數據源自渡邊等人的【259】中的表1和表2。轟炸幸存者是根據估計輻射劑量進行分組的。對照組包括廣島市在內的廣島縣和鄰近岡山縣的全部人口。誤差條是95%的置信區間。 這項研究的結果歸納為圖12.6。在這個廣島幸存者與兩個對照組的比較中,已采取預防措施糾正性別和年齡的差異,這兩個因素都會對癌症發病率產生重大影響。幸存者被分為三個劑量組;最低劑量組,估計的劑量為0-5毫希沃特,這與輻射效應研究基金會經常被誤用為“陰性對照”的情況非常相似。根據兩個對照組的比較,男性癌症風險顯著增加,女性的癌症風險略有增加,但不顯著。 第二個劑量範圍的上限(0.1希沃特)仍然相當低,因此與最低劑量群組相比,癌症風險變化不大並不令人意外,但在女性中風險趨勢略高。在最高劑量群組中看到,癌症風險明顯大幅增加,此時女性的癌症風險高於男性。在每種情況中,岡山縣的風險都高於廣島縣。對於這種差異最直接的解釋是,廣島縣的對照組隻“稀釋”了轟炸幸存者,但沒有完全排除他們。而岡山縣的人口可以說不受這個問題的影響,因此它構成了最合適的對照組。 男性和女性之間癌症風險的差異,尤其是在最低劑量群組,是很有意思的現象。渡邊等人【259】的評論如下: 一些混雜的因素,如吸煙和喝酒,也可能影響分布,但轟炸後參與救援的男性多於女性,因此這些男性可能在有殘餘輻射的區域活動。 幸存者癌症風險的增加真的是因為幸存者比對照組研究對象喝酒或吸煙要多嗎?吸煙使肺髒比任何其他器官更容易患癌症;然而,在每個劑量類別的男性幸存者中,肺癌的相對風險低於所有癌症風險的平均值(但高於中、高劑量群組女性的癌症風險平均值)。同樣,酒精本應該首先增加胃癌的相對風險,但這一數字確實低於兩個性別和所有劑量組的總體相對癌症風險。因此,至少在男性中,低劑量和中劑量組的過高總體癌症風險最需要解釋,沒有任何跡象表明吸煙和飲酒是原因。 這就給我們留下了第二項建議的解釋——即在爆炸發生後,男人們最多地參與了救援和恢複工作,在此期間他們暴露於殘餘的輻射中。渡邊等人采納了這個觀點: 不可否認的是,即使是極低(劑量)類別的幸存者也可能額外受到放射性塵埃的影響,可能吸入或攝入了轟炸中心附近產生放射性的物質。 男性發病率過高是由於長時間暴露在轟炸中心附近所致的假設與傳聞的證據是一致的:長田【14】援引多名兒童幸存者的話說,他們的父親留住廣島,有的就患急性輻射病,而母親和孩子們則在城外避難。如果延遲暴露確實是主要因素,則男性幸存者中的風險應該取決於年齡,因為12歲左右的男孩可能不會被召集去參加救援工作,因此他們患癌症的風險應該比16歲及以上的人低。然而,渡邊的研究卻沒有按年齡劃分癌症風險。(腳注9) 針對渡邊的發現,輻射效應研究基金會的科學家們發表了一篇題為《輻射不太可能導致廣島原子彈轟炸幸存者的高癌症發病率》的教皇論文,【227】斥責他們“難以置信”,堅持認為:(1)女性風險高於男性風險應該是真實的,(2)渡邊觀察到的風險太大了。他們的第一個斷言是以輻射效應研究基金會自己的研究為基礎的,正如已經討論過的,他們的研究依賴於虛假的劑量估計值和不適當的對照組。第二個斷言得到了傳統說法的支持,即原子彈輻射的壽命很短,放射性塵埃量很小——因此沒有可能是輻射源,渡邊的發現肯定是虛假的。那輻射效應研究基金會有什麽更好的解釋嗎?你猜對了——吸煙。 雖然我們同意輻射效應研究基金會的觀點,即確實沒有合理的殘餘輻射源可以解釋低劑量群組男性幸存者癌症風險顯著增加的原因,但我們理所當然地不能接受他們關於渡邊的發現因此就一定是虛假的結論。相反,下一步我們將研究渡邊關於參加城裏清理工作的人員患癌症風險增加的提法。 【腳注】 9:渡邊等人【259】1945年納入的研究對象的年齡從0歲到34歲之間。在這個群組裏,年紀太小不能參加清理工作的男性比例相當可觀,因此那些年齡足夠大、能夠參加清理工作的男性患癌症的風險將比公布的統計數字還要高。 |