经典放置无尽核电汉化版来了~~
因为游戏和U77最初转载版本相比有所更新,所以UI不太一样
算是当年最热门的游戏之一了
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bug有点多啊,热量入口加散热器加热量出口的组合,一定要是热量入口在散热器左边,出口在散热器右边才能散热,方向反一下就不散热了
2025-10-03 21:35:23 回复
1140120377 : 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 3K奇异点 1140120377:只要散热大于发热量 就可以不用那个板 电容器可以增加散热量 反射器能提升发电量 最后的玩法应该是电容器配散热器 后面两个电池玩法还没解锁不知道怎么玩
2025-09-25 10:36:25 回复
yNFE9tKy05uFS+IikUT52lvN9rr5gnlu1CV7++uHDdNu0BqWznD5w4I17sBgoi74sXp0T4c5eAc0MH7MoByBTZRx9+o9nUqBBGoSi2eFkBYZfeHVlWqJYt5emALFpEbi7pMRTH53PyMulMXqiRVM2LCUW2X5O9B+dpLKqEJsZ5qHROWryrO8arSP3giYczdRaIZ7ZKoIprHNOphH6qMHx4wxYk4gpNsBMh5JoTaEymaz7GA06/yl63Wit1Hxu8VYW59gyL7QUWDbNzqw3N6arBhNKbyLjCfgrsxy8XYXGcuhOIcqcbAwLN7rETJ9sjM6G6J9hccsPof47F+cgd9Zq3H9ZKmDXDS2z5hd5VIYbNz8GuXCKFgoK1DOnbvDkFy7U+jxr9MnASf7eijIAqBt5WGnAl8wCsFgbnZW2+Up1FxVt64ZXm7LQEmbHN3QwK9Slz0h7CBXC2lx83FcDWpQ04890cFAwy9DgBTdo094GsEnhoisLVjls4L+hYoBLOxxxAXi36Shf2oEnvrCWIi/OLKVYxrQPe2d3OjPy9/A7q4J1hcnel/BbwY8JorapV2kbmKgdZhA6xmaPCUBCHdFuHWaD1RxRzDT/9XqqgaQ4xfj/kDnCEv8aPpL2D148nYJ44cHxC5KH8oKklgn09lm7C4XzTd7tMV5KAXQugSOh1+zsnNNZC+7CCOQjxzb0z/6RLgsZrK4LEYB/2RZ0EPD0xOv9uGpExq1OyK14V8DtJ8AzaREt72M0mPbelwJd0iiEsWMlZA87+Xthvhy6/REcVdafdohPbefrOxfcM9O1+jN/T9cJfNF52X0Yt0LxWRn0k623bU66kcfhlnrSX8WGnfqRggShnt71r11YC9FLmCzG/Bfc/exzcVofTWgMW3mgxzI1G5JNBYV2yA0DI2Y/Xu1Ah+qiHjJ0ck3WagBeKClMFMNduQpZoteNFXrz1CSpCEo5KWg/iZqWfnZ/5XkHkM9XF/gEOjgmEvROeBZ4iW2OYwJ6vzN2QV50LoBSXYxTt08/9CAQ1yBm4soEQhYBiPALb2jNqb49wK/gPcVVFmp3tgsR6aSOf90/PzSuBCS/4BesCXoEsVvzNIUnTZH5DPfEtHIXQvfhUlPEg8z6QGxfiKoKqOj9IC76NLIHQZmRHJssVdPOwmtToaKcB1yOhNBTzMRmCwb12Kt3zzT9xowvDtdy2JIBLLak+Yo0JDnONWOSzDCzhmmYUWeVudq/HXKqWKBOBYgEbqdRSMzpaV42LSQIQWuq2Hej6lqa+eKPv/C4JYgr+lXhXvICrzSmu1OKg/gtuz4h1xCMYOT9ZysWyYUUsIO5NKMxTwkDu3oIekMqrOEg/B/Qi9DvVgc/OynTntwxBIpzGQwfCAJdbOm2qbDEuaqmAHRJOFmBwJBTmNhNKwtPpb9whLjQ+f3rOfPIZeIykVk5DzQJfWxEcoVE7kcVxejVvwNWP2KsJgsBullozP5h379YkYf95dhj9BqoySEWXqTbuq6HsoN28jEQSVI3sqL4pzxY6VgGFwVivUbn9FkI58LhUq9XySzehZ6uJSEQbrltkBb0dmBqSuhsTz0wIqgqpuMWNpjbQ18ZJEOLZoLI2nsIZ6BezRWVBFoCbXXV4F3GqithUmyLlOuoeZZbNcD4irA89aLfii0teSkM1k1h/Sewwc4GNdBkxcRlIUIjnMp07s+GA2dDuSiT3RjZQMakN5PEuTN6/k1z0ka4mc+uZVXLi46jNxzSnOQBnxQ2LcY9lQKgV8euG5UU+PY6aOr8ycRNQgKWy/xjLj3DLKnnGIvKYLt1mpLLRsQTVYS0ec+EaijoHfih31oHg4hFhtQ7M9T78rXetqga9uZL03r2NR3I0IAXHe2BxA6jsItIbk8wHpqdlroiA27FdEUu5u0nfDanNNpPR2fU8wKHb0TP7/uDjsvx0Ij5yn9lqVHwM3aWx4CI+p80tm6KTjuW2hJnXx104D+vaVxeci9weAeZlWx+4DX0Ehxsz2jqTXly2MM/bGcx29jXp8h0N6QA22B8ANv7n3QpM5Dk3DI+xEGcqLKtYcUwbI+657R/Xi88YLa3xYXTD2PDc0Nuh09grWR3Pg+9Yl39+2OyyTZZOdYwNzC6bOJm7fjYem/OWavmu0cW4zqaABVWqWZvIQamRUGWXeoBhtSetIraxEQ7JbcQS5JUFEN5BG8b3kQDndRdGdqcSTzYLZkjFlI5WhktZVvqzPEZ8dJNRZz13v/G/+MqRqPdgdsvtoacw2Hm/oZuLITvyFVRM2iWZUFD3r060cvIV5H6tkt5nl+ODIBmMBwg3k8+EsRHsCAIFbCINEEPlEmajQu4sf3cEERjZtSQIfSSK+cnClmLSB/XhUtgsrIBNY1q+qBCQk8JEY19HSZn1aBXUF1Q93E7Gupjjr3rxw6dQpiuG/l+FZsJs7h48WmSUnpx1d9EKg8+TippoHbA0H7CQXfWOkV4JTn85q8fLZnt4yQTCEGpDWItUY7keXmvnrTQ8PC3EoF8PR6204/R7IswhKiUGrgMURIbNGN2s1ZK4P+yba69MT8fYG2SW7Oir1q5eXmDlC65HnE+AGEQcKs779qrxhvaYCofKuGxiMabkivk/PNphUXWaGjwxnDa9Zf7bNw4FGKXlWhJH4YOQuYrOcGgytSv6z/WplsTFgk/myQXoEVinW9mOVRQqBKPDd8/+V4kjjgBFXkCzSXEHN8pLGq3JboppHiukmZL44YiohHofsvfivzUUxgEtZymKIQvCZ1yMsc7e7ywrfqkyu5rJNeheR0uputbVmjyUsLrS4dGC44qma8jKAEI++yeSymoTgpWMCJrl4UFU0wPWjDQFCRzdcw+YCqaC7O3NRJKc2EycEjZDnAPcC8AvitwtavfoREeBbOTJtrBlMxB66tk41iHuZBUg71Caj2lJQs2+iknm1jpeCmToeySfyoY3amsPtdUIjG+C7uXvMf7eNbhtg/rksfYzZ27qULIqKCqeUz/2PHQjeTp+9BFQmVs8/xHKBlBH1ZeFl1dPTeW20uOXK6HKt8//AyZbHz/o2NIu1rWQRohTJkW5srj7FL4jXrSJJGIChlJpYM2Sym5Muy0xn0YdGHBx5gK4xJnt7dKYW4E734sIjVSaPyDoIx3KyvwVRHYQ5YOgZygNdl+76WpjjqEGHEC1W3/CVpQ+YTGR1EoN1+7fTYIW64inTAH9ja1ZUz45tkNyJ1eM5SV4I6d/60I6JRv9ptnuhysykDanB3QKLfY/KDArcTqHgNIXkbH28fJEh/4wWMqXr9Z7jPWiw3NDrUNi42OtGDnxulzyVYMYxTvOtQDQMDQz1/+8P9Ar9YVMrFUkzUyxgevEOwObwd1/8aZaZQwZJBeevMkv5fcYGvn9qz8c1KGJzqhrGWW/gwEJUSSXmTQKdnnJZ6Hya6ddwWAh39jU+kc7XoPNBKU681+X3Flb5HI6GvsoEiRS3y7i8gZl+6UKOds/W2A1Bs7RJfPmc0ay9lbwX+QaQHNvquMDvm1dU2tAQSD5MmtmZr7XTWeSxr103sht0unqoxyM3OBjQkQyVgEW+yX/Uv/nv2lJcyfExLt/ab/zicNuJGrzJOlO/7bZFuWIp7GQRjfKiK8bDVgoP8Dt1CjuGKbx6Nel/SBCvs7rJuScJkcKJRH+YQHqykPiUg+vDuy0O7l/FrfCf15/uUhir+gOknwUbpnb7LCXNXaZNrJxYuxLW3S60qvw9wzRhVW9KTXJToFOwfAmTpA1mQsmiyv2srL3sXIzccSaf9DoY+Ty1laeuKh+O0BI3qWjgskI4EAQ0LCZ2NysYdQHfI6eWKYYAR57j5GsrYR7fGoxnhTfDouZUz96gPCHL6QB5tEPZh/bHam1NmU4525c7PcrWmn09lkCshB+HEwnTk0Vzq74e71U00IyRGfugiZY6SCKCp+l7LeSq0FHgA9Hdr3SE4XDceinyvcwppYankucwgX4Y7tZQmdAEq8CUhS+RRQ5br6RBS279NSFCuqJU5Cd5baIYpSs83k11mMHNAsbDREkBkCMz9ASVvGN02rEXKu4830zimligZ/8MKMPJ0Ocgwu9DsKR5RPe3duCSlKB9UQDxi1C58Y7h730INeutUirDsf/ldh/slcbQMYBtXegCLqv1K7SMGPn+nSF5Dy6NT5twr2ODiCTGRZ2iRd4wCKohvrM6Pkt06Iw0Ku/VavFKuHL766G3o3GmMnSWfVk3rFZUPPjcGKAMsfcE0aIwpi5UZmtaNCoshnkvjkFPUeQzMBuw+7GT3qWjRMEZYGY7DE624PNuLKr/alhZjvUx4Eddv29pM7X8SXqgFtCVS0pD1mdBXhdPr3CRr0e2xRybSA8cmz/WmYZXTQjmn6b7OgF1ULfobUC6MJnNxWU6wTWkjMjC8Fp/GLCWYmBYyEpykWEk/I9gQdLYnDmCDJvNH3l5YRoMQS4IK5q/iw1TXcPNCAcKXhcyqQAJdBcOjVIw6jgIEpfL86XlolXm4iKxk/aWXYsA3LQZHIqYp1UJ07tZRWVtrRdS07mBEYwOMdT5nRy9IC9oc05QuG4bECVJF07MY/XVcMMpLx8KWWYU1vsz/F2g/sw71lopyKehBNB3A614i+29ns5eyV98NNZw0XkmUrIFqmQQV0Mwbqokf+4FzpZtak588QjD0BjvZ6XAzumwGP45ITC3OKi7l9m3EjhZRBMvuywSytxmaM2JLr/u8mzmLzd5+lCY7xXayeEP1B47QaEQYErXC4887EACPPPVNZnPJ809rSADpkchqPh/CHsFd9y+gHu9Imchgpu1XOKuMVwDIX6lGGQV4Z13VClWdIVBy84nFt6IsXgsuNxi/nAfJmCF3ehZPlaqcyCgMnGjqSK7Ns6NZn2C2z0k/hzVGzoJW217gvcsvwhWGgvMuCMqtCwjrIVTxTU0/T2z0u2WLLNlqqLVXKODVQlZoKXN/FyflxKZEudm0TdhOMLVduJAMMv8Udb/C1NL/19jF0Vpi0Kx7sH1e+bEIU7ElHzJPCbZWx0ZbDzsWBV+rRtUoKMfX5Kd3tzUOAnKu1TuKyqaVpoNVzzC9PE6ZGmiOZ9cpta9CuKB7F/0A4UPuCvD5e/I+EIc8EnlxmX9ECNgzNQYH0SVL+cA1mir8d7bFj6La5TH9+8ZjYxUEUXZm5gUHChz0z03Y5viXaA4M/yJTPjFlyzb4blWoAlkFOPTHbRe7wJMCtCiE1AIDEjITU/Zo1e3JVtwuYnUj78iW5SmeZk/b9aOwva0K5ms+acA3YZRF5jfHzGNw78wyMIPI1ELNjK77VgS4LzCG0Pu8EFeglhQ6h/UqxeChFv0FsmxvQSk5r7tRIvfo+Rsf9AnqODpDU45OoU6Wq0tnZuGCoPxxN6IdfDw2Z5K6K/3c2iGOZwrDaf2rHU4OYMCvt4SQiKWX5mN5CYjR5P82/hVwkA1OtQXq38u5mj9VKQNOddEPhHB138VUnU1OcPkUeRf5ZunnrL3PD6sBDpuycNMza+p0nXIHMLN6b4pZLs09PF5q+eSNcscxKdcqyUJ5bSNog8RxKCbb6Q4ozCKP+RO2fy436R/IiIMZxQyfIBVbN06ABJOcI4dwjVO+LIaeg5i3g3/uNewPP5sH666fsEQBThx9WuLbZLbih2RvwFSI2wNYmEgQSQEjkynMDFynvjYw5QxgCX5HQeQv+1jiAEd0xQQbe5xMUDFaLvKf9cd/eW/11Qoj7kv8Fl4uXQ3zkYlnvAlJ/vfj+XrJH9/Hl2oMiWDvC/u6zxaTA8Cn02YuxW1739gLOcyyBApZIoN0uXQbOoz7OuDlqc68+jIvXhV/Sm4XAbk1bJJABXKMdT+72X/4bp6/QmN5cXrt9kaBMz3qmKrQX4rU6r+wmM4w7COEFZoD4Rg7vDqUWJIrC+Cfqv5gLitnUzZ47QwFAgLLcbhS6N1udug/ZGPEyMnuz3wTeDyb2s+YrBaJgGbNCGuWZKPL5xRcsheIHKfp+dOabuhBWbGIBLwxfXeCocyz2YGJkMr1dG1qi7I7CdllfmM7cjMX0wu1eyHgIBJItaTSzA3Awr0NGac/w1hX6y0FmODFgymZByrFIRhgeswSPdfhfi7/ApIh1ih6tAjsRGbiAmGpc9td0888aTdlOUlAJflktHNmWhrJyFnN/HBlMGMHVUBTGrJMeg7dhEgMhSdsmR9I4dFAfFzXOW6MaUtdTkcz7zJHyzTPA4Ui8Vv2F+H7Q64CKmtN0g+XM1iTo1khW9OV5bD9OiIJpwGEQCAyYP4bR/U8yfmEHZcS3TIBlQerYwnRtEW4H9h5gRD5aDCmzwxgL25gk1+uKoFiysGpBZf2XlftEuDUvQCIR+/c2lte2XNUFDhhsB0pyDjmtAs= 3K奇异点
2025-09-25 10:34:38 回复
⏩ 咾 呞 叽【 T55V.CC 】不 迷 路 ⏩
2025-08-30 14:55:19 回复
重生后,第三页玩法提示: 1.氘电池持续时间短,有个重生升级按钮是持续时间变一半,然后热量电量翻倍。切记少升级。。。 2.多升级电容容量 3.凯米电池的发电和热量是变化的,电量最大的时候发热量为0,这时候可以再放一个凯米电池,你会发现发热量和发电量都变最大 4.迪斯酷睿电池仔细看说明啊。。。。发热量要乘以4
2025-08-30 10:41:34 回复
q62490591 : 估计大概率是mc的工业mod里面的核电玩法获得的灵感 因为和他很像,就连ui几乎都一样 amcruvtij:这游戏15年就有了 不一定比工业mod晚 csaint1234:这应该是08-12年出的游戏,因为我08-12年在学院桥的那个部门工作时玩的,再早就不能确定了,但最晚应该是2012年出的.之后还玩过英文版的2代,但全英文看不懂就没继续,现在找不到了.
2025-04-17 15:27:02 回复
White_Hole : 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 结束了,最后的电池我看不懂,2联4倍电池是4倍产出16倍热量,最后的电池也没有描述中的特性。。 White_Hole:网上一点攻略都没有,历时一个星期也终于是玩到最后了,期间为了搞集成散热炸了好几次,搞明白之后就可以用高阶电池了,最后有点意犹未尽但感觉已经到这个游戏的尽头了,镀层和冷却剂都没怎么用上,极端电容更是一个笑话的感觉。。 csaint1234:第二页中间四项和两个极端还是没弄明白.可以解惑吗?谢谢! 另外:前些年看到过英文版2代,没玩多久就放下了.现在找不到2代了.
2025-04-17 15:21:54 回复
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
2025-04-17 15:18:31 回复
White_Hole : 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 结束了,最后的电池我看不懂,2联4倍电池是4倍产出16倍热量,最后的电池也没有描述中的特性。。 White_Hole:网上一点攻略都没有,历时一个星期也终于是玩到最后了,期间为了搞集成散热炸了好几次,搞明白之后就可以用高阶电池了,最后有点意犹未尽但感觉已经到这个游戏的尽头了,镀层和冷却剂都没怎么用上,极端电容更是一个笑话的感觉。。
2025-02-15 14:42:03 回复
yNFE9tKy05uFS+IikUT52kLBrBl1u/Q/Wi+GrtqVzLm9/cXa7Q2DGAgSvkt8sxsaVZkKdStolP62uJ4Z0PSv752Em9RAxmGtOLkaUj0wYfR4HvapUBTjdlxw6YaJjGQDNLD7gdMU+4o1k75nnXu23dHcqmdllSJc+75dvvBaH2/Nrb8+QrQap1rYy5AcIh+M8GcuPdMXjqOsl8K5ONkEKT0RgTLC7zTqtC7JUQTqummfC6bM/tKZJZ7Aj5o7ZvqQ5as5L0RxC92WSyazm5UUgKF9Tk1uNc6KpgbxS7Y51s7j7gWv7bt3io+/holrwcHbnY3pZuZTijDKlOHP+aq1iWsx+zTF9WMgryyUp/3dZijWqUMpN/0WxriSiFfkvZsRIGep8ouxA/v5ufT/tb2s1agG07dwiSA/jrFd0wBbsJiufXTWUQ/pQzl6uaOOaN1N3sdIOTlpaUS6w87IGwDUD5+i5x2yuLVQhNCKSDBshqR253cjJbupTgcGZ9DlcWTwEBsuIGx6PqDWz5ZAwmDe+SAKXPbMrDzkhGJOWGzi5iEYO1aFNYUcrFPizhejhnqXox1CCVZcZ8WoswfUz4utep7JpIR3Pn91zWxvPvEg/Az4FJwFEyz8mQBtk3JPG+r5+JPCCmOGZ2XahAaZIvm/YTLxoJ4TsfC9jKJLtCclDbVucQlJ6RpFtCttfqCJaym4dnvnUGLJ6vMCc0kP7ZAPkbM/lJG5aDoFkL2YVy4pHaF/8p4/wVWtuRKD8QKNxXMleifrLvwn2Pl69FmA65GCVh2riDkzaWKiDdw4kR+vR5zlQpJS0eElnWTYUEP+/xRES6tjl2PlUflNQaym+vdLxxeRL19RdO4oPFdu3dOBc0LxruznicxVddkwPCz1QYUMLEP4es4lPkmw+4Dn+hJ7FrjqNX5C7VoZvIuN7jOsx8kyoyfdYgdvJ+j/sH52gZot42WPrd8tWMc2u+1xaHZU5W/ZwOrx8rbL5BtRRK9F9RF6L0HU+LOC1khBc5/rDegmwzXRp+4kPlhMiyEFsvRhrthO4FYoDfhkOhFlcKxyvETZCpey75Wqf80sol95TJXbFtmdRt4exJ4E0vsUPI3H06PCeI0FXfQC2Za9tGd8w8B1oX8h9JG38oJv+gF5itZd/B6oT4qCAwsiM+wcN/OX7ublJTr3fYg1fLLkSTEodQfpPbANMthiAFTCYrrppjQlHlI1N2+OMqd8zKpxPowpmyGwwhybAlPTOOx2ofc6WGu0QbXgRgnJdlCCfFYAAfonnD9vB52zP6PiHSMXxvrwYQdVLAAsz+Grb4ZWfzfSQqHpgz8CzA9KIzqGN9jLEVjxmJJdwm0FgOsJ6U8Qe7PuVERQHr1oE7m87COCasg6YgXLYZs5RFavwElkBJFBqt5EraB2tOrsDqAh3Fz/a9ZOnE1JnpnBwNXbzaDIWHamvWFOj2WsDD8l1Q37x0s6oGP872Ydg2UGSDhJqyHJpB46uEQ8DHiuKY+FQTtg8nhK9NjzBCgi+DuYT2/k2zTIzkJIWQUfzpl3GPQE4Rbmnme8iGH13ahfRBvWWQygBqFDeliV2Bh42+hCGZXhsuVgzj6u2uiEauT7vnhTG2W1hyIcTZFg/VVsnwfXEzFaOmcKYsPW0MQt1T5Oi4L4L8vM2hNiKIVGofOEwkul5zkHR758U9AJ1/c+1OCSAQVra+bpbeK3/1sbmtUG0hsCzfWieShJU6lcGQgE3fa+auX80pPEvbKOqtCsmKCzg+ac6ZYH4bGcC6z7wVF6Po04T2qsETFgouQ2jia709XpaPTCgQS5b8+5I/eWvFmfBbjLhaSxR69w23umsfuTQ+oqTDMaPl45ZUq+tG5fD679PLLB56kCHyXVbYIyfw0JxuxE3KSOTl+94GeHk/jjP2tmPx3WoY7AxMUer7/F5enQ5+Q5t5WGiSZH3yENc5nBNc85awrGzUTegQfAiI8NTATW3EpJPqA53D2JoJKOLzJD/XY9AmyZHYV2e9CqUNtOx+4BN67pFc8bhDuQLR2VGevLgf3Hxv2y4DdQaorqxqAP/Ep9Jj/K8+S6efi9/6EE/SFdkKWK1411FnKm2QoZxEjOtrvHjgewxKivW9TBm8aHCWVRiaV4Jt9ZpBbZEtMPX/ZO8gAUVyuyhUpjGaEtiUXAJR6bF6bCnm/k2wM4i4ORaS2g4ClvhXfcOheQWw/Ejtx8MEBYArYQV8PWy9Z4t6I+3FGtGUWdpuXUCVzRpfGNPdKhpRtUgqXGST9p6yQ+EdBxCyCsp3LKR46aHUSLwtgCk4nAfbSUb/MFTjiFf5/IPF9j1K5McgH7Sxn9/DQHzDcWrZJdts94RkhPut4KPjh6QfB7JB+xZJtOgHMM0MUc+IoG/g1EaT24l1Ojffj/5o2BQRBaZ2KwskGrdnhoazYChWVqUGOnWGkxTXSOSCxKaUiwUJWk2n1coFX0Jliw9eXHV6SkbUqGrTFaMzPcX4NMiu/IskTxu2WzHVi2lUPxfSoh+V4NSKbzIjqx3wSMoOR8exA3sCtEAQCA/4vG1GfSrqGMX4U9BhaGIG1FIomP9Guk6ly3KbZ2OvDLTYN983GC1w3nJtBt3iH+SJyJXlx8WReHMzEHnid8LnLHu8PMsdwIlMfOWSgK0xUshUjKVG8lWCMvSz3jKII3uKSTP4knQAVtWtA2npse6l6YrvvqWPLMT57RmipNIDsM8OghadiRZSBUUUlB9ErbvuRoBbtpav2JOVLLRJFjcotRief1MXxevxF08LcfLD5COHbjf1R15kLr1TInSlt49cYcCE01uQMOXweko/dUH+vEzoXstps9Vhi9zQ8BQkQrxm2O86vJPRIJJkDj3Hkwpxe4kTj82TN9UoArvMCtV7cvmYMWYlCsHGsTpSHAH0wJWSz+hiazATAWhPR6nttbZwHPOXYMRfCqT1E1avSmqHO/3jSeT/tFq7KvRwzrY98I0Yw3YSftKuFB3UFzKEt4q4pJA70XpfLERnd4RZDe/ZGEsj6P7E8KDgc1i/nVyOr6guuAOd7U1Hy0p2C0S4oOMVNf2q3/gD8saAbgWU+rEsIybsi+y/LRSGF4RnJRJ/5tRsiAV4M4H8tjMx5wv8nJvNJOeyxu2rLZLSddW3K65JzdRa23O5gOK6gEeX9WyOMgUNCIxPY25RJA9Hb6rY516rA3QfOH4efP/nPO3JcUCdoGqUUeO6R8I1hsvMrm4DP/9mP0CWJJ7WP+SeFSXEmVNuBfUQwLJGSlPkKhCvBAu6cdqRXpezG+JcnCxmXLoiqQ4fe93z20LodLE68MBDZ5aZ2MwGeCu+EkjotsNcxjsqiweCUvjLOurFkVxtFCP+Rrk0bmOUWfJ6AMGKeBX0uF1eeVR250+1K1w+MoChP252t+yM6PUmHLh+nKALVMIp2t3WqrWsUCSWzkTcAk/t+Vf+pNJ/FqaLLJFYX4aqnxN1rxI3VjbNnlKA7Ogfwj/5tNtF3/iU0gKeDOc5mZJQMd6ScjTs0m7sBc4sEFwXJeS+BsWHg9vQrke0v5fiF91R865ozCLpyqePpcTQGhVyuuuilQSv7+w5pPZZAz5rrk1NB9C+Kqyr6LuVtaI7bsHfdE8onRuZMlQ3KN7+fHzd0sPEy1Xb+gZSGLoLciRN28C004372MfJYJ0icTDtKIUrz8sXqgGcPQUjBUepaAY1l3l7uWS52gwCXf++R7x/pcYdKFsUnP9Z3LZm/6QxWz3tQfS6Ilo3KM3EgpUJ+84VyFUnjK/uPm52tYHzPEizW2AqP1HOmbVQgcsfRHiBuWNe3/PIMqzu3Dfu6gdSTODDFeyGL6XHDP9ognctfyHfI9q7Yq4ZZ+BWoDfU+Ep1/H/DC2LE7xmByk+owzZaWWb/872o5X++QryuXc6BPeMAPiy1v2CF922jCiDh85cDGqqlQjyCCnWyKDnnYWX/ypZ4jR/QZO5tYJz/dtiwfRcfb/RO/I2IeJEQvRasq2pIx0HYjRdA770pn00Bozk3u60Xj8bGC/eaznH7B37ycYkR7R8GNLth2iQCKOrhvvH18DudM+gnmMXfNj1UDw/cacEMcT4/6G6gsPy+dpAQAa441/+xEWqRjsyYbXABxzZLxtzV/K03yCbk9SEMy+UwSA1J4+2IXwp81VBqicY95wYBGn4Ue48PgjeusxW0zLMY9ZmZ+pqYEZqGb+PenNFnM/cp04jN+e2hAT0n32IRAD8kOvEooT8xHOpqoLNLZs3Fd8r6LSJsJfy9SWRo+fLvQ1Fh1Y1YtGDFwBbaOLDhNNMdzO2qZi9NBAK8Dzk5ewXdOL2v6HpPeHg5WXUTEKyMm0NYyb8UCWdQe+HzwbeUOWEPFCyD26tb0JeoPb1OMx3nqzhOtbQZGJT10vuv9rryPZnwYVHa8qW+crZnqOvydSwcyGNmBOxXxg3I6Z/7I+U0LgpYkPhunCnsfKPnx60LVl7O+THdHcUlQEbn83nIrmnbjfycqVw0Myh+drI0Q/eYYUK/miovF34dCw8kgYs96dpt8iuezDqM9jAMwUSSpZbiV9P02Zu8ifK+0sKGTfyg5FMhd3Kczg2QN0u6CSSTf+ClQdedXEAca+PgqlRekCJlbGI88yZEb3+FDsg3o6M6+mBh63SUXtWq5BKAQ1oa+sqn31YkuH4/CgaXqeF3ibz0WfOLTaHB07DH1AFVNTcvwKeLoVcMGQ2oKQsjS4PTY9RtJOhyGmzGs13E4zuXqfqKpmzRPipUMWzAc132UfVawNhkFPSGzN4pG52XobP6+3hvOwUjooTr7e/bdhIbCDni3PsdzffvUhT8LSHM5AM6kPJtlOhYiqfO9Nb1GmJlF0eXjYETrXy9LS13vmNhSxBfQASh9X0qdSJ/RPCM0faHIlNwAOnSy1rqcYedQW0KKc+q52dRtdIOkQOzsmX+19G1cFmdbZSqESghNwiJrFI2tzvnMCHlxZxsdSA51ZZSrWdiY0UPaQcoXuMync39cJ6v7cR1NNHQ3bjWVe3xgfaf54+ORVIwV3PoCqhGuWRlr1+wFUMvRADmw197/QmAsFNWF3VvKopsGOCMhDBpy1a5OzpVqgJ+v5+VcmfQdoDimzgzbzHgVS610gLEzbjQJ45Vs9s+o6muH72aqLRnsTvAC1bWqCOPE8qWgSA96AH7e+Sl+1I29Cs6GTPyf6O9ewbv8imtrEmuKYRTP1Xzp+Yx/GgsN16LRYL71sCuFNHKpMeN1f6XnwNR9CqFCqmCEKPGXtcvIpu8u5B5619gvqelWiHydjQL2iyI9tZOubSk6249zPLgo2FYHSCT8s/+CR+VbKopg/vusgUTaoPgiuYlLlgJESNyihrHjF8L6rNq2OWUiLnQCy1ck0dimiA40fNPr5tUmKD/pD8kbCe2oZExvO/TJAQRxxmBYrRbXZOuJDIxwZp+Ze2ZA+n4Q5qbjfPSmM50GYr4UhXL5Gibvxr9YZ+HUNy2a0t8whFDlYevg960XDnOPflyGqTBMlg+L+FmzAEa6kynbDddcX8lEVp8YXiBZDFI2MVI/vph7ZgxzmlRZPW9w2eDBup3FA1qaY97NT3v/IQFWTkfTOHTQS5ARdnKx/ABflt5Bk2vvvBfPFKg5mqItFCtq+hiI2hMuOa/ADCv5rQpmNjbl5Rpgt8yM/J8Ss8ymKreS88RdZE5ybOuNTxKQ2Kpfq0Btuf6H3FhHrkJNhZJ9dRUB6x3o5mHisDWv8tYPhVwPDZXEdpnlTfA/uJiqjXqCIeCyAaE58TEsLjWre9HtU+yXb3NnSzp2TBnrjLFN9DhY+3/m3qAL0iJTw2BMrFeq1Z1Xek//QkTiJIHe8++zOuJr65f3214jwEEAy5B/lFaAMq+wfsihuJ8OM9PS+BrXxvzEtuuog1pHYdXFB9lY/mWR6miDSoXqp2mk0UwaMvBzcglGGfdjuV09Q/W9HOi4+yCsxsm5OG3qQ/iaWjdcp3W1D6prIOSOS8/NwCliTWUivEz3of9TQ8ZiCDg8eLve9Weerjd0Z2QVNvQsasL/ZPvRI/WHzVMyUAiyojXdWM9aDN1WxQkmfXyDtLSz3DUBkbaFwu51LZ/sqwC/8WussR4DWdZ904ajJ+BtDcRWhgIuhStZjOAwi5KG+gqzs5QyZ47meiHreF35D073gpg8wwYq2l046f216sODtZW6Z4st4dAYAaqyYk9Yvn/SBerdmyYGGd8/Ldiz5Fk/9wNg0bPIde2Df1zfwlG6k8wc/+vGSVzb3ks2KeS9CzXQQE5gjrpzNgoGRcPhrpPp7SDybAKqBonmPW8Ymfd6qwI3UZN/s3+nw8hIQ95c99VOmh6u4h0LrsUUqsUXYy6GV6P7/3EZ6oHt+ZLlSvR5fniL77wDv712oNISngYoeY1nuDOa6Uk3oCB6sMZ+00OxkMUYXyHmnSOmY3MdS2lIYGFn57nmNnneAu8UAJcvVqztdrFQfMZcLxuOxTyFh5TbBD+CDfjpi6bhSqIMuabhQLweeucrB/VpK75Au7/YqJCqtPzybsd+BgSCWPwO30XDBeMRMS7m3R4VplVU7mnwqIJim/W8IB5/5uDM6kgUxcwD+WNvhCwRIeOp9HWoAaI5X6PTEuDd3WBc+Xt6YfRbhSURvGJM8Hz3xBKQPHUhyvkO3wa2PIUGAYQ7Zpq6iTUZuNzhaxENVQQhRHvsv8aH084qGbzwl8nGjZ8SoDtAxtwmkhN2I0S56HzCarG8Zh83CblXXyviwwVkDBCFQh2WN4wdmOeP40mF0+ujrPytCwFMHp6hSLEZ+ZegId0B8N67FBvm09wgL3AJUNo90aJotS4CN8v8iWo7Qqb1jDAJ6rDQUcJwypcHhr0RJ6A8NqM+EiZl3OKwvkXksHmR7xAYQb8s0SckYwN11K4rUHqUKy9TXy34kAdEj3m2xmQlZ1zTDxjR0gfcxx3XQcBFBjogbWromSSTxFkuxZigq6QQQPDFLHnoS0fQvVeLZYQN1NDO+vX3N9zHK6r4/iauaCepMXuoaho8+1I8BxTv4mTiHxKxiAQFvDdbvfkV/ReCDJeJRF4HlJ9H0+BTBpQcXlpiL6Yj/o2SwhI2NwQbhKeqmrlvqa9CPsmiuxqKluYwfBfSd8FR5Ex6mkwPNoUzbKtX5AUktlGRKjht1xQt8PzxoRHUuXsvx3UcMovdBUfCxkpxGcD4W6yMZMBpwsvGWdL8T86fqhkcjkc4PvFFhh43xX7y6eoekQFXqnEnBOYe7wD61pyu0Gwr9ps6r93xMCRYCvRe8nJszU/OxO2OZrB5nWICFrlLpE2g5rwBQqUSs3AxEz3E75qwYjTe+DSsJcOvTbUwLMqlSCfm/1LZjq/sBd+1vseIdBvdY2N5ZfqC9KSRY7HQoeP99bA3SvyzkOB9CWj9F7H/lJWrvn7zJeqCOMUYjiACYvrGz8RN3ouG4sNTUqX+824Zn/e8Qf7BeV/0kN/uxUR9dh9kMUdSBFssUk6QG1hfJ4QqboCQTbXBfYySE9gfvRwjFC+pKLCiU+Wi2KB3AuJUlx5kJheRz1TSdBXbNmI0r7GWxP3DF7j2+oDZkl0mYAHWAzHqoAwPzhuDzodVUNNcOaS15pNpWv/6v7kKpQU6eT0o21ai1xa5ozuLEYRj+UgkkrphKk1PVXM/CwtssmKKygRnPnRNXGJ5oIWRd5BwUr+uGoIatbw6+beLZYTn9Hxlji0h5u+3Vw39zVgztAHlNbpbCJ1SOKNrIqM1NdRXTw/sJtLTFVhQ7tkSBTz4q74PBqjBTbw== 结束了,最后的电池我看不懂,2联4倍电池是4倍产出16倍热量,最后的电池也没有描述中的特性。。
2025-02-15 14:37:36 回复
a0059789 : 老是报错,内存溢出,怎么解决呢 yexuan:后台挂机好像就会这样,一直前台就没事。
2024-09-10 14:30:25 回复
老是报错,内存溢出,怎么解决呢
2024-08-31 11:11:39 回复
csaint1234 : 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 csaint1234:每小时不小于154M csaint1234:错了,是15M~
2024-06-25 10:06:24 回复
csaint1234 : 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 csaint1234:每小时不小于154M
2024-06-25 08:39:23 回复
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
2024-06-25 08:38:42 回复
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
2024-06-03 17:24:18 回复
支持~
2024-05-30 19:18:37 回复
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
2024-04-23 16:51:51 回复
总是网页提示内存不足啥情况,不能挂着,挂一会儿就提示内存不足
2024-01-21 12:30:41 回复
希先生有只猫 : 攻略: (1)一开局没钱但是有电,直接卖电,可以买一个电池,直接放场里,然后手动散热,只要热量不到上限就行,后期散热效率高于电池热量就行。 (2)散热器只能散附件设备的热,刚开局没钱可以将散热器放电池旁边,注意看电池和散热器的热量,热量高于散热会在散热器中积攒废热,达到散热器热量上 限散热器会爆炸电池不会爆,反应堆达到热量上限所有设备都会爆。 (3)电池堆积在一起产电量和热量都会加倍,三种电池堆积的倍数不一样: 单电池与单电池堆积倍率:四周有一个产电量X2,热量X4;四周有两个产电量X3,热量X9;四周有三个产电量X4,热量X16;四周有四个产电量X5,热量X25。 双电池与双电池堆积倍率:四周有一个产电量X1.5,热量X2.25;四周有两个产电量X2,热量X4;四周有三个产电量X2.5,热量X6.25;四周有四个产电量X3,热量X9。 四电池与四电池堆积倍率:四周有一个产电量X1.4,热量X1.8;四周有两个产电量X1.7,热量X2.8;四周有三个产电量X2,热量X4;四周有四个产电量X2.3,热量X5.4。 不同电池数量的电池堆积在一起的倍数也不一样,自己摸索,举例: 中间放单电池四周放四电池,中间单电池产电量X17,热量X289。 中间放四电池四周放单电池,中间四电池产电量X1.4,热量X1.8。 (4)一定要放反应堆镀层,不然一个电池搭配没做好就爆了,血本无归 (5)后期散热器不用放电池旁边,放一个热量出口,四周放散热器,同步升级的话四个散热器和一个热量出口刚好吸热散热同步,散热效率高于电池热量就行。 (6)冷却剂电池可以吸收四周的热,或者通过热量出口供热,冷却剂电池不会散热,散热器放旁边也没用,可以靠热量交换器平衡然后通过散热器散热,或者靠热量入口排热到反应堆。 (7)电容可以提升热量交换器,散热器,热量入口和热量出口的效率,但是拆电容的时候要小心,效率降低电池热量高于散热效率又没放反应堆镀层,瞬间就爆了。 (8)左键放置,右键拆除,不用一下一下点,点住不放就行 未完待补充 czhouan:按住shift可以快速替换同种类型的元件
2023-07-25 09:56:03 回复
边境战争:英雄 汉化版
史诗冒险
任意岛 汉化版
僵尸社会:死侦探对九死猫 汉化版
bug有点多啊,热量入口加散热器加热量出口的组合,一定要是热量入口在散热器左边,出口在散热器右边才能散热,方向反一下就不散热了
2025-10-03 21:35:23 回复
1140120377 : 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
3K奇异点 1140120377:只要散热大于发热量 就可以不用那个板 电容器可以增加散热量 反射器能提升发电量 最后的玩法应该是电容器配散热器 后面两个电池玩法还没解锁不知道怎么玩
2025-09-25 10:36:25 回复
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
3K奇异点
2025-09-25 10:34:38 回复
⏩ 咾 呞 叽【 T55V.CC 】不 迷 路 ⏩
2025-08-30 14:55:19 回复
重生后,第三页玩法提示:
1.氘电池持续时间短,有个重生升级按钮是持续时间变一半,然后热量电量翻倍。切记少升级。。。
2.多升级电容容量
3.凯米电池的发电和热量是变化的,电量最大的时候发热量为0,这时候可以再放一个凯米电池,你会发现发热量和发电量都变最大
4.迪斯酷睿电池仔细看说明啊。。。。发热量要乘以4
2025-08-30 10:41:34 回复
q62490591 : 估计大概率是mc的工业mod里面的核电玩法获得的灵感
因为和他很像,就连ui几乎都一样 amcruvtij:这游戏15年就有了 不一定比工业mod晚 csaint1234:这应该是08-12年出的游戏,因为我08-12年在学院桥的那个部门工作时玩的,再早就不能确定了,但最晚应该是2012年出的.之后还玩过英文版的2代,但全英文看不懂就没继续,现在找不到了.
2025-04-17 15:27:02 回复
White_Hole : 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
结束了,最后的电池我看不懂,2联4倍电池是4倍产出16倍热量,最后的电池也没有描述中的特性。。 White_Hole:网上一点攻略都没有,历时一个星期也终于是玩到最后了,期间为了搞集成散热炸了好几次,搞明白之后就可以用高阶电池了,最后有点意犹未尽但感觉已经到这个游戏的尽头了,镀层和冷却剂都没怎么用上,极端电容更是一个笑话的感觉。。 csaint1234:第二页中间四项和两个极端还是没弄明白.可以解惑吗?谢谢!
另外:前些年看到过英文版2代,没玩多久就放下了.现在找不到2代了.
2025-04-17 15:21:54 回复
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
2025-04-17 15:18:31 回复
White_Hole : 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
结束了,最后的电池我看不懂,2联4倍电池是4倍产出16倍热量,最后的电池也没有描述中的特性。。 White_Hole:网上一点攻略都没有,历时一个星期也终于是玩到最后了,期间为了搞集成散热炸了好几次,搞明白之后就可以用高阶电池了,最后有点意犹未尽但感觉已经到这个游戏的尽头了,镀层和冷却剂都没怎么用上,极端电容更是一个笑话的感觉。。
2025-02-15 14:42:03 回复
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
结束了,最后的电池我看不懂,2联4倍电池是4倍产出16倍热量,最后的电池也没有描述中的特性。。
2025-02-15 14:37:36 回复
a0059789 : 老是报错,内存溢出,怎么解决呢 yexuan:后台挂机好像就会这样,一直前台就没事。
2024-09-10 14:30:25 回复
老是报错,内存溢出,怎么解决呢
2024-08-31 11:11:39 回复
csaint1234 : 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 csaint1234:每小时不小于154M csaint1234:错了,是15M~
2024-06-25 10:06:24 回复
csaint1234 : 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 csaint1234:每小时不小于154M
2024-06-25 08:39:23 回复
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
2024-06-25 08:38:42 回复
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
2024-06-03 17:24:18 回复
支持~
2024-05-30 19:18:37 回复
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
2024-04-23 16:51:51 回复
总是网页提示内存不足啥情况,不能挂着,挂一会儿就提示内存不足
2024-01-21 12:30:41 回复
希先生有只猫 : 攻略:
(1)一开局没钱但是有电,直接卖电,可以买一个电池,直接放场里,然后手动散热,只要热量不到上限就行,后期散热效率高于电池热量就行。
(2)散热器只能散附件设备的热,刚开局没钱可以将散热器放电池旁边,注意看电池和散热器的热量,热量高于散热会在散热器中积攒废热,达到散热器热量上
限散热器会爆炸电池不会爆,反应堆达到热量上限所有设备都会爆。
(3)电池堆积在一起产电量和热量都会加倍,三种电池堆积的倍数不一样:
单电池与单电池堆积倍率:四周有一个产电量X2,热量X4;四周有两个产电量X3,热量X9;四周有三个产电量X4,热量X16;四周有四个产电量X5,热量X25。
双电池与双电池堆积倍率:四周有一个产电量X1.5,热量X2.25;四周有两个产电量X2,热量X4;四周有三个产电量X2.5,热量X6.25;四周有四个产电量X3,热量X9。
四电池与四电池堆积倍率:四周有一个产电量X1.4,热量X1.8;四周有两个产电量X1.7,热量X2.8;四周有三个产电量X2,热量X4;四周有四个产电量X2.3,热量X5.4。
不同电池数量的电池堆积在一起的倍数也不一样,自己摸索,举例:
中间放单电池四周放四电池,中间单电池产电量X17,热量X289。
中间放四电池四周放单电池,中间四电池产电量X1.4,热量X1.8。
(4)一定要放反应堆镀层,不然一个电池搭配没做好就爆了,血本无归
(5)后期散热器不用放电池旁边,放一个热量出口,四周放散热器,同步升级的话四个散热器和一个热量出口刚好吸热散热同步,散热效率高于电池热量就行。
(6)冷却剂电池可以吸收四周的热,或者通过热量出口供热,冷却剂电池不会散热,散热器放旁边也没用,可以靠热量交换器平衡然后通过散热器散热,或者靠热量入口排热到反应堆。
(7)电容可以提升热量交换器,散热器,热量入口和热量出口的效率,但是拆电容的时候要小心,效率降低电池热量高于散热效率又没放反应堆镀层,瞬间就爆了。
(8)左键放置,右键拆除,不用一下一下点,点住不放就行
未完待补充 czhouan:按住shift可以快速替换同种类型的元件
2023-07-25 09:56:03 回复