手机游戏> 小骨英雄杀手> 游戏攻略> 综合篇> 《小骨 英雄杀手》偏执狂的效果是什么

《小骨 英雄杀手》偏执狂的效果是什么

作者:互联网 来源:搞趣网(7.6) 发布时间:2024-04-24 14:44:45
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《小骨:英雄杀手》是2D Rogue Lite动作平台游戏。偏执狂是游戏中的道具装备之一,不同的道具装备有不同的能力。偏执狂的效果具体如下。

《小骨:英雄杀手》偏执狂的效果是什么

偏执狂的效果分享

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MywwoV1nE8W/IfX5znaMGP+CszKwjCm/0m64POhBAOEDycFSnTbDvJEQJsJn12s4RMLb8+9xhdTXkgnBmemuWozFwYTnw9EG/4/Gfr9/H90RIV8dkY9NiUAQ0vYDEoTV3pOKYFWKPCch6Kdaq7shZVubc04+SjH2FwikWBB3BG5goVKvhsapObdFiTVeTg/X57B16PhDd0iy3t0JAID6E0IZ7di0MxRGIoez41U8WIsBP32WKQBwKL3DolyT0t9g75QJ0s5Vbax8fw8WgJQZ3xlMuPku9T2hfJleHBeiSc4YwpowjtLCXNjaPFgAPBqnMCFuss8vsKK3veRJyMqlhV2mKwGEKZTHcwkKfzCANStrTDG2zRI0GYtgFuSwShz4BX9QbAMK9m/EgVPpbraZdYMyoihBJgVGh4AScDl1kXq9MrfIRQnKpX827v3o08j7oGCIKK04ESlNg6eeSLwew5STbXcsg/m+UbvOI59hl5t/ei1jyfU0ElV11HrCgQF+JveAGxdbbFDTugq8pW5vyn41MpGLKHkJDlOFSExtT33iGe4ATUQblBgpBoxhd3XyQj45Fgnl9oPOicVjPHuS+sYtXySn+XXpYx6wecLTvPqG9yjXyMBY2zhJVSmWWNRn9HaGcxb/ecY+RYqUojmLQT2smA6/3O8PlqqeKeF8OL2R/OHv6S8YHaPO+tzIHAm70W22lC2fM4X2pgxHAh7vDsYBdQ/n3rdV5ItvDwCLR0G3YjebDr4OSeu8o72gt9dS7cTC114xzdK36JMKiAtYTSZkBGKIbQK/jBKNI1TE/Yw5elEBx+CAgNhJ5xO6/hheBNEqFhla5xaYcNL4LCmEtjigSCfXIIhvMwxhAah8xAXIwuEEPJr4AxrNiMetKDXAWNc7fLbTjcoeBdIYKHkCLcsD1+p/MGIPzFoMSiHxJi+GTpOCdKLk5wY9BxSPR9ysZHVdlOBi5oI44eCtQCn5LxGWjKv958jY6mxDZjN8mJ0I0oGZ9xIvRtym6SE6EbERqPqvj8N7P3EolP3ya0k5EbQ9UZlXN+iIjQyxJ2U/e87Pmc8HxaNuZ/3f4uMZbNNOZy2geUG7aHy1c6Yn7LFLhrIhSbtpATgnA16/DvOhf2ffbi6c+yFjXoJn1ezd0OnlQoe44I1+IusVrMGBHOeFVKQUScJfzize/Qt7ePxB0EJePxN+buIfI8Bmmf9cHIwLMKoRhmcyJ0bMp63EWAB8ozVIISlwbb/L1bT00Z2dn5e9XxuwFT6C6Hz5I5GKaNUTU+iSpqM2ItPCyTrNnLnXHemM5vAdWMTJWGufsD3zABmSqaxwqK8cffWcD43GK1qM1IVKma/Xv13cBXkZ/kTyZWFVM5DOgBPw7ewxz30SBRy9+58QQqzqjrWef7+dn6fXy6sspAnbYholT9gOWojIjwL7Zf4Suda1iUncxZ4fdR5pPMj82Vfb8XM/gTtrhAj50s5icu/xkewierx/n78+dRVW4MenTSBIvyVr9NJIY/6l7lX7UuOHZkPHwxiMIP6HECDBfY5Xts73nT9PXfCQq8CzJiR0XW9bsFC0TcT4O2JvxG/5V9z78/XuKvhEv0NaPheQgeDeNTDcsghteSXb7e3Zj4TgWPh6mNLWTyv+Oz/0YeXorV8o2uU7PPhFUqkVMWGmmCZm7FzTSmJB6vxk2+E9/aN9ef4zw1ArbvmHh2eCi8cEMiKEqETyiGpr47L2oSc5kOMRkfCBaIZeSBVODesE7V8xEVXkmaxGqpacBxM0BE2M1c8EUQVghy8z8gHlP1bkeERQKOE6LABgmKspslvNi5gaJc73dpp4lzofszlI3HvWGdh8NZp6w5Ny2hGjaSHtvENPPahXcDqhIheWGKD84QOiYzVKXEM7p+xwFG+sh49HjyOL7ANi+yTc34PHHsU5wJG4yit87Y8oywaxM+c+NrXEm7uXBzKE1yZJcQfo41GnkIJRy+ezoRihn8ZyzwGRbZJeWfcJEeyh+0r/Dl9tX8s24nnvArPHPm0zS8gJ8rneNvz92XDyaA4e14l8fXv0zbpnv4xIgdjfBwOIYkSF7N1OdtvYWfYTknK3RJedluvCOGNJ7OWLC2pk2IxFAyAeNEwHhgfGbEEKslvk3JVJg7/XyU8ljk7nZE6OW5cuMpJpm6hM1xiNUyk9sUPil+oYXlRIjE0LTJ1LXKkRLgx78LL9sNjkuDWSnjn5Z5jkmDC3qLJl38/OjfzdAn/DqfrKwiQE08KuKMnxkvzD2YOZpE+OP2RZ4ebJGqdV5O4FzU4HONExiEP2yt83x/Zzi2h3KZAS/gLOJpgnmcCI9S5QSTgf9HS7P8RGMNq8rv7l7htcEuLZvwK5vP4Yvhg+E8P1ZZY2RlW2a8kP9p/lFia+mqpZ0Hlb7Svcp6Or0893ZQ+NCadFmhzimZxz8tC/RI6R0QAToM2Fys3+PX+YdzjzkfvRchvp9jJrdYh1tX+He7b/NvWm9OjPNoaZZfW/0+EMPWpf84JIJB8YFL9Pl9NjkMzOJxhmgiP+RjlWX+8YnHwVpej9u8NtilaRM+v/k8AH+zfi8/Vj3hrDgBVJn3In5l4cPON5imXMkGpCivxy2upC3sXeIMDD1SZqngp1ie02vsaO82/o/bg4cZJsM2bYyHUBFYKAL7U47WuO5tckmgCmQDkMk0SYPT50M9/PxCDJ7kibs5HQaaQToAtaiOnJIF65xmD4CCdcrKlk3ZsfEwyCPIXdc0C4Yr2mSeshPMjrbZkXmcq2w0/HTlLHXjc9qvDq3ofQs5AKri829OfIRlv8yCH+4zPQNj+LEzZzkeVhk0L/HFa9cONbcPHD/OZ2ZPcTXu8KtvXaJnR8UroPzjlUf5hcXz3Ej6/M0rf0FH08l3HxRryj/yo6XTnPcXadmUr3Y32Cu2DwNK5hLdBOEs81yhyQ49pm7b24CIcNKvs2AilrxwuDPMYVaEs2A/VV2lFNWc3NBJNdCIcH9jjlKpzlqydeh5rVVrLMwuUO2HU1NazlcWQTz6gza+yO2mOFyHQYbrOu5V8Qm4ZQeI3Bg5Iw8NyhxVZinh+whnZYEBKdva4W7kghGHLCt5SiHQFqEkTg0sGzMWzJ+EFOWr3Q1W4l1mvYCzpdrkc1X+vHWD5UGLF3o7U8eYBi90dzjRvMqNuDeM/47DG71b7GQpG0nvtrtYVenl+U/tPG0TXK6UEdkX0zgsKJYlqbIkFfxN7TAvLnh9VH9IcTSX/AqrQQW1GW8PXBOOrvG5ZXxEhPPlBtEBROjYlJ+6/OcI8JONNf79qY8zvi3bNuUzb/45BiZSau4E/+jaC3z+2osuGFSov2OH83/YeI7f311Hx59PgViV1/st5+21KRvWeVkrJqDqlzCJOYAF3x4KXLcY4L+uGzzIcU6Iyyh9XTePPKDJf4rmCYrbwbG6+gGv8FEPpa+r1ClgAgl+BOJRGqsluB2SDoJUdd8OLxkP/DzrQthnm4zPqYhxeOIig5pn943XKhfrPgoojq09IMdYkRoXdQtfgVd1g3tYZEEqvH5ECjjtYrJMVVHm/JC1oAQKm8kARSl5HnN+CKp8qnycunrEWH67fZG2przYb/L5q98BhG/1DqeKHgW+1dnk8+tPgSov9p1vqSY+P1M7TYjh46Vlt0kUttMB/SxDEE4EFRAwSZ+bSXe4i8czuI8KC1KhpX1uadtpRzEZ17SJd0jtaCRu3fk2eXDDjvlhZ72I41ENbMbz3W26WcpCEDkioPx4eZVPhEvsasIfdq/QzlJeHuzyKxsv3MWSDgfP9rZ4tjcp3KvG45dmztOQgLIXDE/qZjzgVjKg4vk8WpkD49GxiiYuiasQ0oWgLlK/DsvQL+qWq4nLbSA8XHlsonfnR00p3A6jYkGLgrrCuUDy0iUZVSF3NaVpY1qaEkiR1X00vv9OwMv3c5C7JawoaoQGLq7t5XMOxOXTmtzlPr5mVG5TAXcwKMpNbRHkEYWhdVJUYyZHGNQF+i1faL6AEeV+r8Hfqp2d/IwIZ0p1rLpOABd6uygw7wecqcyQ2IwvLH6QTC3f7N/inzb3u73/MuAXZx7gY6UFfDGcL88SGI92EnOh5yp15v0SK0E5j/ZNxlwsyv+x+yqvZ7tYFRI9ulLjMeqF9I5izMWELqa7QEaFQqCKK9IzHqKF003QzLKbxo4IQehyhzLD+8JZPIQrae+dTOdIcI9f4fuiBTKUuheAZ2inCbtpjADHgwrVnHWCAXFrKomLa69nHd5KtgGPBo19dRtHgXcp0O+R4dwCLyRbgOBJSlP7oHAiqBCIx0AzGp7z8QdiwObmvzgPz0pQ5iPlRQS4kLS5kfbfjekNYdkvcV9YQ4HloIzmqZMWxVglEEPDCxEKF0dMohlXkh4IXIg7vJC4lBfnVvEOLUdvB3dNhJEXvYgCGN5IW/zqjiuyO0mVFUqE4vE/Lj7Mslei7gXcX244+yJXrg2G1bIz0D5XqfJTc6cQMfztq9/iN3fePPD9dwM/Xl/li6sfQdViVDCa717rLOYZP3QeX+DNXptW2uVG1udXN19koBkb9LlM4Tn1GJUNj+Pi6DLtXTkJo3K7Uer8gGzo6CqJT8X41EwA+U5DUwrFdnSQDb7R3IH37ndCGqjFM3kCWDYFYWIgd+LVTEBmlLL1cQ12lEHePKJYNZgpZYBHhzsS4aDmgwUYhJM08AAPKLrkdUlYp4uP4UvtS8yYgEgMs+0Qi/KJ2grvKc8N9XIH6vJQxPKTlVWWcJkS/3vrLbp3KD4/CCri8V/X78FD+GhlyaXiF+8cj9WL8L3eFl9ru9T4nSQmVkvTJlykQ5rXJzyUJxoMEDIcKXYPhcOD4bb1CT6GupRo5r3gYJwc7vg5ItQo4REizOFSJ7/NNa7TA4U/6F4mwsPiEoJjLHN+yHvKC24ZQ+vYqbUofLp8nB8Jl2jahP+zc4ludndEiIzHP5g5x4wJCH0/P3y5/0LGT4Phud42/2Tre8P0eIMwIONKzoLuY4bHWMZi2UaJUfpkvER77ExPFosYhBkp5/30psNtiKDUKPF+WeNJvTz8+zSaxriomUXo5oQp/EoGoYrLoBac/p0wqh8AiK1rSuKJEOTqYE8zWjZm16ZE4hHmSbnTnHFTF5bHEiLxaFoX6K+rDHM1kjynySCEuXCtiM8xKRMgLlcJl8RctChR3Am3uJ5/MTqReDANR1VC3i9rfEfX0QPIMFGztpfpSB4vOCHzNAiJsdxiwHjNiUV5lS2K823yKp4GIeeZdZoQhhjlobDBzzTuAZT3Ro4VdWzKT1/7OutZj09WjvHPlj8IwFxYZiYokajlXy9+CEX5Wu8G/7T56qGI8AuNc3yivIyIcH91Ls8tHbmsf/nGs3yle401r8KXjv8AVWN4LJrnHy08giL89u7bvBQ3CTCcYwYBWqR8lcv5un2KE+VS3osEBeUWA5YoMUsVIwHBcFtO4ro4h7eRCW7H7hATSUCGsKFd1tnJ26t5Qz9RJ2/JMXLhQQ2fGgEZSo/UJQRjeDicxQCrfhlMQMlmfKN3g65mLPvR8N1+LiBDVR4OZwiA1+LWoQgAsOaVeX84SwJUvbyuQXOZAzwXb/O9QZO3pO3qHEzg5hQ6xHwJQ5uECI9KvtrmRNpLSmFy1YgochgTUi7rFpZZAvGJCNghzjfuftkqtyOC4CJu69pyR1YCBiRsasshiZGa6vKXFYNPmBPB9f+xiAgfDBcIxTDvhXy17yJjK1mJ2SSib1P+auU421nMx0rL+U51Nc+Jde4xEQExrPhlPhg6wRh5ngvGjEE6Viu94pdzY9HSTmNACMRlbQB8rLREmilzXsif9q5TMj47yYAbibNNVoISnzDHSNTyUtwkU0uYEwQgxuBqTw3jBVUplk1tUZESEQGxOvY1YHpvJ+5EhISUdd3CohxjloqEeGpy/jhpJ4BQxmMt970EuIK7mvj82sr7OBE2+KX8wnAAABNSSURBVKP2RX7y+tcmfDANE/D8qZ/gRFDJVVf3981Bn62kT2AM91Ub+MbjU17Ao4FjcWulKjNBNKYwCM1kwHrfJfyulWrMBBGpzbjQ2SWxlvmgxFrk+iH9z/PvQ+fhStLl0Ut/yO5YWotB+P1jn+DTtdNciXf5mSvfoK0JNQKiHGXrDOi4wq8hDooScYPBF0NLe1zXnWF9wpGJUIBboh1ObvpnlPEe2MVnPZyGNW8i8ErUTbDPQde0iePX4jPuGK6IRywBgQi+OLeBqw8rJm4QGee1rm662BJFDMMXQ018ElEq4g3jBJIbmMGUvKIMdXUWXol5M5goAh8leRXB/unCdoSromvSwXBgq500R4gAizILaM6KRlDswXqe3zOe5bPNgD4pgfb4B7eeZs6LeDVp4srslB8qHeN94bzjtUkMWWtokRjgdzuXeKq/ScV4/IJ5kLpx+VDLoYsCBsbk/H2EhMAYVvLnnTSlnaa0bMI/b75M12Z8qLTA5/T08CQb3Cb4pcZ7yFCei7f4av86gvAvmy/zx92rbGcDLmiTJLcTKnlJSJUwR56rzdhLik1tUSJgWWa5pa0hTqd5ifcRQYAFibBUuakduiSUJaClPXa0PbEnCt9hLVfyHHd0vG+HmF1iUPiN1mv7Xvz90Qo/W7ufrk3ZTmKaJHk7B/fzB511vpK3Z/up8kmWTIn5IOJ0ZU9TkbHTGZmAKHRIuthtsZUMuGn7fKHlaiauZT1+wHeNsFx3Jqei/p3q/VSMz79qv85X+9dRlC91Lu2bc4OQGgEKVAgp5QZbk3H3jdsWO9pmTmrUpQwKVUqsSJWFvMfegUTQfJh7/CqnbB1V4Rm9yhXrAiHmgGNVdHD3GGV2uwYckzECkwtH9x1L08bDTovgDu5AM1KEKP9b3fgu3lCwotxOyHR/FnmRn1SQxhf3PlfL7OyNPkWdgjfsqdTWlMS61jhRbjgmY/GDIvbg2kTocM0jXXA/mzZ4NLVHU3t4GB6WFT7gLeMZi2STJ2dflxeL4d/GL/PD/in+angCSYRndZ1YXTewolVCQTRF2Sam6I3tzBjlEea5n1X6ZPwp67RJeV84xy/XH0YQHi3Nck9Yc6W04trnf6W7zn+fV8VsZnl2uAp27KeweP/Drcs829nGH2olymPVOX5y4RSgk9/JHXV/1r/B95JvAPAvFz/EJytr7toAddki/6W5l0f8eRT49daLPBPfoobPD7NGCY/X2eUFtnJ5UqKIr3lE+wjh47umvSI8Jmv8cLDGa/YWfxpfwu7pHDVBBA+oomxpzJPZBimWj/orZGnGG7pFkz6u910hyNwRdEpY4eZyKmIFnzWqtEmG0adIDO8JZhCEVa9CaNw9ChgPxMcIvJVO9jvKvfnDnY1x8YpmmnAp7gwTfmMs90a1/LkOT05RZQzQ0oRW6uZuBEK/4hyJ1mk5q16FLHCnusgOSbGsUKZGwHpuL7uVZyMlYExFdc9ch7Q5SpyVeT7qr/CSvckz2U22NGZ2T97ePplggBl8LtpddjVmOajwfuPuB/ievUlMRpozHpsXTXh4uJRdhufkFn1ewwm0B4M5EpTTXoNNmyAIXtZnFscCXkubpMB3+zss570jdhnQzw9/Wy0ltfSSPlt53cLNzOn+I8VPuJnFPN92RR49m7mi77GQbQlvGL78bn+HUN7GB875M3gYdrKYTevMqtNeg1ZgCRAuJm0CDLcYxTdcubhTFmy+KYtMbR8lJOScWeC9ZpkOA/4sXWdb+8wQsLd/msxT3ieunY0gOJeT5eeiR0mt8Ey6ybO6juuKnQ1bYpaYyak/oM9kID0Sj1+f/T6Oe5V9moGH0NaEX9p+gi07YJUqH+EYgvAUN7jILhXx+RfzH2HRK/Fmv8UTuzf3TncqPN5Y4t5Snc2sz9/f+hZdTTlNgw+xjKJ8i+tcpcOcifhf5h6nJvvVZw/hWtbll3e+va+FaIl5PCKUlD5NXMDe5Bsy432yxgf8RXyj/MbgecBQQgjY70Gamjbj/BlKGdfv8Lfil9mkw4+EJ/ioOU2UawOjqNLBhYcDzTCMHGHFwQ3EUMrzi8YbEQa4fhoTPTHE5EF3p5t5jEodJ39k+Hz8O6PFytBDOvJi63AeRUPagsX4uRp7UA/X8eaLDvlChPBRc5ofCU+wSYffil/GYijnOJ1mVdyh3xHUgW2NeSrb4Kptc0179MgIcYK6g5DQG6IspIFFeSCsc8p3rWr6ErChrnrf5Mh4rn+Dt9IdUoW+OvS1yHga14H3FjHk2d7fbG/SMCGX0zbP4djNChUajO74EWCXPhu4lBTbEy4mPXZtknNvwy1inso7GLfyBOiBCr/ZfgNf4B5/lvdFS0MJhyp9Cfh05RwW5VLa4dW4lSswydAjZPCo4loo9Mi4pDsk6YB17bCjMXN3qHa+o8UswCwBF+0ub3GLkYPaNVwIEAb0UTI8IkrMkaGcD47z8fISsWZYgV0t7lhwu+zJeIunB5fz8dy1F20yLtBkJI4NmQrf7TeJ8LlGhzfy6kmnk4RDNdIg3GTA6/lzG/tcixMGpEMi7JKwO2y4bjB49FX5//qXAOWDkeV8tJIbVrlqbUK+v+ya136jd5M3Y7eOPttkDBA8Inyy3BCLyXhDN3kjU4SAmaGifhsiHCZHIECZIWCQq12Q9zYdC2eO4q3OauhqwnbmcplcyzXyGoZxeyGgaDAORb3AaEYuKFI0BC/aQftDpO9tWp5XBQNF3yKnw7iZFQxsdPtH4dcUQizOXhmoC2GmuIYlVqFvMwIxdLXoxjqKqwPD6wsEyZuTegR5kMsfi6sdhGtZpHLHKIlFWZVZVqSe9zlyC76lXZ7Xa0gukAQzNMwbpk5VKqgqnoxPwr2uYxP6WlRo6r7nBRkE8ovwGO60Asl7CzSyPGrnnnvDIpD+MCt1Mnoykgvu7yUJqA4L10fPM3W5Rx3tsmtb+fqdhlhE0h+V4yxIZbgtA4QNbXFVd/LRDs5MOnSgP8CjTEiUm/qCYER4kBXe0i38fDA3xZS2TeiS4Fzc+69rcWzJm1juNCIADMbs0uI7KaMKzwJkTFkY79w4svRvT4SBWjqFkTj2WZufJaeKZoBPNZ9Disc9ssSSVKkQUjj2zPBU3PkOhSNd8eVcEJa3dZs+MXUpc0ZmWdcmMQkGCBHiPCBoiMeWOBoJCidhgfyDiLAXHXcH04/6fiJMtpcYvdUMP+/sgBDnmk6xhASckVmu0qSlPUqEnJQ5hJHWdyc4csqLArvap0MfRVgS1wl1gCXBCa0Qn5SYwVgD4/EW+87PNOoH9s7R/E7BzUH3cHz3ZKQ++xhCPDLS3FGjBLgTuat9drTrLrM54nKORIQie+CcWaG4UUrGns1KhQdliWftVeckwyfLq+mXZJZATO4MVO6RJU68w8vuRqKxiETc/VgG4Yo2eV1voggnzDyJWm7oTi7uA9yldsoHzElezq9+dPOAs7JIJgsUtyocZS53lfwVDd1mbhcU4RsPnxoR52SJy7rDNr2htuLnz1ZlnlkClqVKLW97cDfg3OUDLqrzNZ2QGrPsvxv0KOOtSYMAjx0SapTzezML10TKHGVOyiw1IrxcCrq1jzI2CqfmUeDQRCg6/o7vXMdMDCM71rmHT8ksmSjWKikZbWBTnfNrReos4sKSuyR3FFrTQHN5sqUDmrnfpqwDVGTY+PCo4KJkHisyg8eADW25XFoMVcAnYNXMcJLZPFTp1mvyNU/evTleu3BnOBQRBGjR56o291HZNQh05lCfhIu6y3GpcooZqhLwqt6gkvvhYxLa2qOdV4labK7hTJvs/v1UiM9QfO4zs3xQZiYs5qva5YLdIdb0tt+f9i5nsYx8roWi4S7LtjwgSyxQoU/CNe3QxxUTJmRc1919/h/B1XwchgyHshNgFFOdBh08imxUA7zfrDCHu9s4xfJ+f46KeGOmnRPML9tt/q/kDZgw2RwUO2lSYXUhwo/5J1mRkL72hl5Ug1KSEhua8M30ch5vHncvT7+Ryub//s+Dszxk5oZOvMIW6mrGM+n2MH69Q5/v2I3hWg1QPSAj9bBX3h3hxsHp/d7Gl1Qg8lm7wXlZ4LQ0CDBs24SWpHs+K6AeD8kir+v2MNRYwJxUqEk0RJogtLTPiimxLCFfS94YXq4x/A5lfjC4l4e8BTZsn7qUhmQ3CG0dsD3Ws9ppN8L9soioxw0b72O3qSrlXAZe1F1e0VsTa3W/v5PqhCOchIPAOcMmb8+0KDUCVk2d+5jdk808goKXvqSb3NQevfzGNnDdfusS0ci79Fpc2+gGwmv2ClK6h0/5P89q2/XGvlpr8uX0C2j/Lc6ZE+ziUhSL8Xbp0dIBiWbD8cr4LEmZh2RxLLlhEgxChMcFdrhqW7T3yDED1PfZQkeDdyU1fi8YhBYxV2yLQAzHpUp0m7SPh2WZl9nk7fzaRIC+JqiqqyUDZqVEBeG79ip17yF+uvqL/LdnP8fJigsCXe52qb0xz5eSf8Z3s1d4j1klQdlW5+Ft64DBGJEF4ZhUeVAWsdhczO6fY4rlou5yRVt0iPe5St4NeMdEOCjp28PQJeFl3aQuIaXc0zgNBDgjM9QJeUW3h39XlF11eT+rUifWhAExjwTfz/27P8TcnOX4zzuktr9guX/3hzgTPM3T2fPEmlKRgGvayoNPrgt+AedljgUp085vSDtoDX1SXlZ3ccdBBHDP7h7eERFSoMPBjtpCMK3To6MDdrU3VVAp8B5ZYFbKHJN0/0CIawckCZ4KVlOCMGNuNYIzbry51YggzLBpioewLQllhGVTZ5rjYpYyW9rje3rrQN2sIeX8GkizLyRZgAXaCFX0rpF5V98zQB+mXugzDWzOb5M8HFr0US2cFgBvaZOA9vDGwL2gFNqNR49rvK3rPPMfZ3io5RJ0X3ou5W1dp8c1LB7b2s+vhZwOHfokmg3lQDGXYm6FJnYYi16BHhABJQ7mDgfBoeIJ015YVKocSg+mcDG4PVWVkIGmE0myTQbDXk8HvXeGiBJV3ky+ztO6hFz8KX73sqv8r9pFnpbf483068xRJVO5LRFajNTQYvwIn0h8OhrnBtnhzb4iC881dTyaN8yfdvhvBy7mFeDlmRJ3AzVx11hYPbxWoUAgPseocMXe5On0/+Zt7yU0zQWtUTbTlyjbAauyxHW6RPn9OocdvywBFQnp6N11ffRygy/NDbnDgt86wsedJ1H4sFnmqnZ4U3fuED2dNoZy3baYkzKrZuZIfhZ3mZBwVo5zwV7niv2L8YfMUOGsOU6bjDIhNYkOHmwPSG5HXLct7qYC0wW+6qxKlSftteEVl4cB/8Pm+JFf9pZtskP/rk2UlIym9oae18OCj6sK3bAtjsk897GMl2dTpGrpkPKG3WHWVIYp7IeFHe2yq31SsmF65FHAIGxom4GmPGZWjoQbv3XEZrQKxGLzmi49FNcc9817GO6RGba0x472DyX4xt8tQF0CHjCzPODNUstzR9ua8Wq2Q9cm7Gpv+NnDwq4OqOKxJjXWtT0msA83ShGLiMXS1vho7OjVMb38MGAQzpg5Ajw2tXOohiCFg68osVqVGj6G69oh1cNLpYIdPmRWuNers2iCoVO9JIaUOgO1PGmvHokdAJTxWJYqy1LhqraHc00O0Nb2QoBhXirUJeKC3T7S5pLz5tSRGWCRItXRAVd19xCvE+aljCceN/NA+QOywAmpHbmry7hGc9yUedB3V6S8nO5yzTpfkj2SpHHgIVzRNq/qLRRYMnUyzdhSd2nFnea0Kg2q4io0jhqokgqN4Tdc2NHwPrPEFn0uaesAp51jQxmW/iF2sgKhuDicu79TqUtYNKM8MljcxUjzpsw9xvmO3rJNtmzP9aW7S1nVI6WlMa5Gz+XLxYfUsEriU9wyOI2FZSinpM48JZ6zN109X/5M7pfVCSJIzrdvao+tO/jDx2Oxd4Lx2jKY7lY+KkT4VMT1ouhqzICjKtyTMB6I2TvfO4He4fQpME+JJSnn7syxlIKDroc/zAsPu+MSDAmTiV17x5uTEh+UFb6jN9jRw2teoxb4h5+PRVmRKg/LAt+0V+mSHIhsV8ud5Tnnt6/bG8fJnXA0/vyu+MFRLMmEjCWpsEKDgw62Ql4hM+7I2P+ZItFg/CbAszJHmYAWA95W19eu2NFF/s9B4wnCgzJ/WyHuoazrDjt5n46DYC9O7oSj8ed/Ka7sAhRYoMYqMyxLfeqBNbiyqhYxz+kN2lrk+uvEOAHuLstdjWkQUJMQo8IHvSVmCNnQHmmWISLs6IABGQ2JaOUuiL2wrX2e5yaPyfIwl3Q6exRUFLEuJvFuXOOyF/5SiRDhc1aWmJPy0G23F/qk3CTmhnbZ0QGjfM4RKE7wLUqVRC0npM5ZmcUX4SFvlrr4LNsSRoUUeIUtbmh3+Pl4ipqpwJYOeJMmC1KmTnBgzOMEs4Ti8YpukL4rzXUm4a5kwp3AolQl4hFZI8DjHq/GWa+2L3SYYPli/AJNVRalticqPDZJhK7GXNcdHpPjzEiJeRPxqD9HwMgbO8DyTLJFW1Nuapvv6Q3WzPwwHWUvuIxCZUObnJYqfyM8P+Xd8Gra4ortMiDlWXuJhLvvFT8N/n9TBB0LuWJw3gAAAABJRU5ErkJggg==" alt="《小骨:英雄杀手》偏执狂的效果是什么"/>

偏执狂的效果具体如下。

相关攻略:《小骨:英雄杀手》战士钢锤的效果是什么

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小骨:英雄杀手
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  • 豌豆334iv4 来自于 九游APP 2024-07-07 18:56

    九游又骗我,我还以为可以下载的。

  • 豌豆mdst9p 来自于 九游APP 2024-07-19 13:24

    啥时候上线啊!!!

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    几月几日上线

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    快点啊!

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小骨:英雄杀手

小骨:英雄杀手
类型:动作
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Skul 是一款快节奏的动作 Rogue-lite 游戏,鼓励您失去理 [详情]

Skul 是一款快节奏的动作 Rogue-lite 游戏,鼓励您失去理智。 拥有 100 个可玩角色,每个角色都有自己独特的能力,还有大量可以创造狂野协同作用的物品,战斗既激动人心又充满挑战。 废墟中的魔王城 人类袭击魔王的城堡并不是什么新鲜事,已经发生过无数次了。不过,这次不同的是,冒险者决定与帝国军队和“卡里昂英雄”联手,发动全面猛攻,希望一劳永逸地消灭恶魔。 他们以压倒性的人数攻击了恶魔要塞,并成功地将其彻底摧毁。城堡中的所有恶魔都被俘虏,除了一个名为“骷髅”的孤独骷髅。

开发者:互联网

tgamedetail_ff_2-tgamedetail_ff_1:38.0

tgamedetail_ff_3-tgamedetail_ff_2:1.0

tgamedetail_ff_4-tgamedetail_ff_3:8.0

tgamedetail_ff_5-tgamedetail_ff_4:7.0

tgamedetail_ff_6-tgamedetail_ff_5:5.0

tgamedetail_ff_6-tgamedetail_ff_1:59.0

t10_2-t10_1:7.0

t10_3-t10_2:6.0

t10_4-t10_3:9.0

t10_5-t10_4:6.0

t10_6-t10_5:0.0

t10_6-t10_1:28.0

t40_2-t40_1:3.0

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t2627_2_2627_1:29.0

t1-t0:77.0

t2-t1:5.0

t3-t2:0.0

t4-t3:2.0

t5-t4:8.0

t6-t5:12.0

t7-t6:3.0

t8-t7:0.0

t9-t8:50.0

t10-t9:0.0

t11-t10:7.0

t12-t11:0.0

t13-t12:0.0

t14-t13:1.0

t15-t14:0.0

t16-t15:0.0

t17-t16:1.0

t18-t17:52.0

t19-t18:15.0

t20-t19:11.0

t21-t20:0.0

t22-t21:1.0

t23-t22:103.0

t24-t23:0.0

t25-t24:14.0

t26-t25:0.0

t27-t26:30.0

t28-t27:8.0

t29-t28:0.0

t30-t29:21.0

t31-t30:0.0

t32-t31:26.0

t33-t32:0.0

t34-t33:1.0

t35-t34:0.0

t36-t35:0.0

t37-t36:72.0

t38-t37:28.0

t39-t38:0.0

t40-t39:0.0

t41-t40:3.0

t42-t41:19.0

t43-t42:0.0

t44-t43:38.0

t45-t44:24.0

t46-t45:0.0

t47-t46:0.0

t48-t47:3.0

t49-t48:0.0

t50-t49:3.0

t51-t50:2.0

t52-t51:0.0

t52-t0:640.0