第七十六章 赫拉迪姆方块的初步(4/4)

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Uqd5ab3v+SwLO251wr/S+p5IenL5CJlOrzfOYcwWHVyB/ll0otBd4yAn3bhUVtSbHDOvPX/xYbNc2Wlte2mIlfBwU1psF9CMS6MkjNdK03r9dDcz9yp369fGmWMm5laIpuUcTxEQKstYlguIcchNi2rlwyhZ1V8J4+0rmLv0ZdblxAzjmRhcsKiXPiuAZh8Da7vOaI60tknufwzEHXrXSSBn5uwrPKdJcieYnSuFJUdsAKBWbgozBJV3vARlKzRF1lD8ZyXtREpBsuEndMmocBX4jJwiPz7LKrmUv9JoMLOgFWPPhtjFysVHQWNAK1sghiFbONXhQmJ6urnRyrUJfD6ItBgKGFGTC4bDNohw/rovJS0IBzrYCnchy3X+mgY2FqBTTkD5HUCAdFzrdJTb7jcxwj1qMr4x/frZ0MJJPqDhDj2xYYnPiLMeDkv6S2vnj3s4aV9BBAY7/rcYKhkIUqvzmddOP3dkPhZnXmDn9YZlELh+EXcmU0ouEUl3Hl2W14UjflueJlFkFBjQCLIi4hUHkiySDMYQqV/9RYq4Di1+0rAzRcwJnzLxfZNv6+S/GSn5cB5yFmu6/p+KzLZfk6GggQs92LOm1d6yOocxeJQIibiS7VMJ5LvxlpiDsp0WYd1+Lm93r99TnYHSNaCmjQqUtqaV6Kngt14P8OFLCyOmhiNErXmmGz7Py5DhO8YK819b+wS+GxAFYy0zqSiT0Yz4PS8bNshT7HBP3xYgLdVYXqabHCXoOjLQtPcN49hx8H+wWfIpSxtm8n6Ijz49hwNn+3p9b4cMRL2kFXl0OzD8vGRxTkhgbD7xPvGN1A6RWaWDq5K4YLgeHt5XRCdW0B3tBzeoycXxblNsuxvtt2TTGDx3hJoDUKM9YoEC54aLgDmwfM0Ss7UuB7azMq6SG/F9SKiPabNu1qQ7+FYlGCceVkWIbrUaFzgQxaWEvSS+sMRwP9KkjiAkSJT5o9DqU6Q29bXKHQL1gmtpPq0X/ZqmRTW+e1vtjkE+q8N2g6QKQCYA4ozr2NE5Xo8nm9b3pm3G2xVxBrPYKClBCEif+MZ4e1CE2I1ikggAyFqjZC9EmjJQ5nemSd2QuHiHPfnqcj96h0rSWtyttgH3kpeYF1X3K1+8gcZm4cuiu4O3s2zZ14ft2fsOW82NIM7Z7UE1p9QS0g6Mvz0FPfGw6G6keFaYdVDFFNLnInFoRpDUIRtC1/JyxeV8DckyGWdMDzPP3DoKpptbWwvHugUpKJZc4LfQrB2mJWopZp0sEiu5bhCbB0ZWmYsgmn38pJSsr4h0cggqBr7BEeNOBow6DGFC8UM3FVAXe1OW4duUq8FPoShs5a+IZvFA+h/d6p2EMeit4i90xAtCLSgjCTJxK9xblcenFasU8cXzIQbGEvn7KOmWlwWqbSKRpnx9Hl9YSw/qo3ynv12AbKVvaDssZ7OSER9FE2SmJ5Fx8fR9XzE7tePeMvqTSeHjAFMOCnwPABZMMbrQcGW6MYOR/6SwSadd0hYr7ZkX2quOmgM/sLPs9N/VB4uOvR6a9/DoQdlBMcLUQH4CRRvZRQ3lDAapJxEaFSFD/amrfDQX/fCjmfgJOglcFRX9+5J5l9ZMLnUW/2/+D5iBz6kcv7Bzhc2TSnCI5FZhPpxHVnkmhbnzUnVmY0acNTp6WjfKv3xmssWdyO37sKre1PaB+PTzw8FF8SApOBW3ywt6Dsg3A7CpO1kozYToo1Y0i2uTTAH5CbUhpLgprOvhpNCAK+CdUuvG/6J1Os7fHmS+PkHAwVVyvlJyKDKzaLn9Cgs25O39jOWuhNb7rCov1RhpW0cWlSeU6ZVsNYo8fdXBc6QdLRcmX19u973TkQE1qkb9QdtqWhSRkn+1t5QtDa344PJ+WHAEP81MWXPKu3FcQEitsrAfuML6sJbShGQhjSU2emNXBd8B7il4K+GiZqM53A/Uht07HnELUi7R/cf9kmhH2jqjZEPSfhOiWnziCDcO3Pw9QCAgGYgAR61sxYswiSkkddd2C/qHGqzdnOKmAURi7FkKRsFC6vAv/b2pqS8fs0FLc6e005gCVHmevn4c5PiepyFgNOIUuZLxRlqVzWWYfUhBBS9xidWEkCSW8mD+nQR3s5vNihg0o5nBgvqxvKBmdd0trYPK2QbFztnprqt/if+BLvawIzTt3CiDBvHH8U0EL0XauZ0e7JHdKwcmXQgKgIBXr/jPipsF4nG+Bpk9oGev14tGiXtE9SUEInzgB6DqQINAoGiS5Ty8kKA6P+c4kS01sVqp7tn/O8I2sBMZ/UqoF/otpVV0Xkb/uKy041eOFdOc4pS8NHbYbzFAdG5Kc+bIxdPseEmUGuSrsu+B3mD6z6h2q6YKHlG8bUfyrciMpzfxFuX9SoZcOVbTYkH/7d6DgRQ1r6mldBd9g9CsoJTuWAonf+RLg9B1f20o8lyeDotpk/2aflCXDDDvvPmHPlHpyXYutrBeSqwmkkWJ23wxtylHgHGfUyQoxCVQDSZBfZpzcBC3uVepMrYwHYMDM5QLymn07V17EWYSheoGwKJW6Es88ArVFlGWp96IqlVKzNqFpaN5XSa4cHeQ0OfqO9ouWMp3TyJ1rXlo60wHlAWpiboWc/iT08Qi0YkHKZjAYIpwtlU9VR0Aw+mFO79SDbbLiqa+3h9fq5DNEtZkLQAehS+oblQFN+2Bnqyq1gwqRFW6zj9V1MxUWvoEz0sI0JQWpFburmwBYto/eSOwqKUsuE+x762Upvm3HUJ0W2lKV+TSrc/GKW3q85zf6qjwRgSHpcTPIoxIavFvCbupzSZeN7NhTHguxY6KetRh2tFRt0NThAksBXJVaoiI3hzXwu5D5Mg7xaTsk0aQa+902iw7cryRv9d3c1lnvhHwfsLtZiW+TFMxDHbUXtyFvg1uvZoHWOPVNUwr4pBBbTtflZfbQ05gL4h/OaolyRts1l6tSTd1DtHJEYGC4QPpQLOLS4OXk+s5SJrYHa7vFqaBZUPBxsLjKag5AFAigoh3Gu/kaa+i4mSQoIsMtCawjC1vyEfzSNbeeXyjifPDzZwj1ddkxKZDCVSRV91VN/6Q1bLUgR3LJ5ss+sv+SCWXPacxaBjj/bHAWsGOUYiOvtYHXfiymUIWpcDLeywq/FXVXT13hxWpvxPawz8aHpOqBwC8NnAviOzFIC/WuUNoRmgEwaJChXeB6wHWbQ6ln1SLUKZS5gc0tLLeijGfNi780iGFz8vE+nDUSwFf/xXB9Ui/g1RfQkJhux+WUdCYB+8zVwjnBkNIk/Y93sLel5v6vRYQYB4CTPewTPj7k7yWCKOnQJsKKY0U/BbtI3g8SYNpxTf951zYlBQ3f2LT6ZnpNrpVp49Lr7Rfya8RBJd00ekGhM3oyaE82R6mHaxdk3BIi+qYTQcaI2W/gQpE79n6wQhMEHFMJy5B91Ii7bH4JERBMpOpWDgarE7N5I7GDif//DxwbwiqZqnLE7lPZWks+24pu9fRKwzMAX4ukGoTKMrFNbDnaiRyb/oQuV4WOrx/vWa10gWEdoNkjBRswNtBKV+SblNkqbRCqlmoj263AGIX3SZ4IjclPGPyY39nlRqONawcVOSkKQN3w/xJ1zj3EjwYZPwavHeOzlQyCQNlMwUhME5NJaiVep8j+QpADzX6iC8+hRNEpjb2Ih0nI/bopAH0GAsD3Hih6PxdovVh7xZlAel3pII0hnHoFJy6SthM3D8MzoLHteyVcewNrTxfz3s2/UiXYWlWzc57/G0mVMxHTPUDvDcPk1c/5a5rOHBJSQtFrsvq9pFjspfgcVJviiLD5gMnVDpC/noX6zFObyrOCwYxwpvp30u09xXqapq5E1FWUaBq3oqTAGB7roDfZHohnWfMs3hwn+myfzyMJCaEEw+AdRYS/FSO1v95fxOgV5lqS58/LEf3RVzzEsESETkf6Jd7Ekuu6jfVodFT42Rv4Phg6knrR/7WQXj7jv6poCQq7GEGVqsdnL8H2gBJJY59K4F2mggpaPNRhPvEQjqOLXYdwQOzevXpnJo1kLTUpXW8idsiYW+brfh549is6gaVraP/RSECtIhFVJW4FGtJgGByX8YGmuIxL+C7yzzJi3FtnhnIwXL71tbMr5gV4G89umgAaYVb8kmRZisG6/VIT1Fp3kTpZsMoc7U0atrVq8LmmeDVBlqRRqX+Cetn3ieDbTbGjnpi1TfdZ0u8Hb6JxtSIEyn35tc0GAKF4KQBCzfgCtM82tKQgKS/kakop0n2YJU/RsPcuCREDvHDYckAPDHX/TF/Ir0DfM6R+KTE7RNfvU+VzwclxgGq/SLBvxtfFyK8Rn7+VK2Qu01TbaH9AlwSAph0JAYFxyoBICQio5HOm39Ps/i8szREcyqCwsHeFXVbdt26PaMo1EWIU3rASZ6mB1AFR4s1dofA4H6PDv3D0hJeaha6a7CSkwIcI+gY9BR9wytu7OlKjyuFpDWDphCiuKgUGBwSYfXcPY2lgIWSU9+ljFny9TcNLvC3o5M9tfg3zfMApz9/1N6K5wAoqtpWuM5T2r7AUNOr1vkcRqDKrtc7tXLokmc3mCg3O/jGctf++AE24sEpJAoTKoZwr2Bywiad3knb76WNaLCFeWRi7ulFq9kuXCN/sBSxWL6qDtw=

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