御宅屋的备用站为 精品御宅屋

第 76 章 矿场大佬的招财小金钱豹(2 / 2)

*

战后,戎则连同那位被赠予了小星系的彭软,被帝国军部授予至高荣誉勋章,们累积的军功比整个军团还要高。

与此同,帝国皇室也遭受了清算,所有皇室成员锒铛入狱,接受了最高军事法庭的审判,帝国半数以上的皇室成员因叛国罪和危害国家公共安全罪处以极刑,剩下的个别虽未参与却同样享受了其红利的皇室成员,则被驱逐出军政领域,不再拥有任何军事和行政管理权。

当所有人都认为戎则戎总指挥,将成为帝国最高领导人的候,戎则卸任用那浩瀚的军功,再度兑换了一个无人问津的小星系。

莫名被推上帝国最高领导人位置实现军政两把抓的吕总司令:…………

就很过分!

该退休的不是我吗?!

对此,星网民众只能深表遗憾。

遗憾之后,所有人就都去扒拉星图了。

天降财运啊!

跟着买准没错!

小星系周围的星域都可以抢了!

然,戎帅次选的小星系不论哪个角度调查研究,都寂寂无名,单调荒芜,既没有特别瑰丽的宇宙景观,也没有任何特殊的矿产资源。

它还没法和彭软的小星系相比,彭软的小星系虽然偏远,航线还算顺利,然,个小星系充斥着数量庞大的非常不稳的乱星体,交通糟糕到完全不会有任何运输舰能够平安穿越。

不管将来里能发现么资源,开发成本显易见的远大开发价值。

星网民众泄气了……

一年又一年过去,小星系果然寂寂无闻。

周围的星域,陆陆续续被彭软给买下来了。

当帝国民众逐渐淡忘件事的候,突然有一天,一条报道空降星网各大新闻平台的首页。

——XXX-765小星系发现新型能源石,据悉其能源效率是当前帝国使用的能源石效率的百倍。

那小星系要有样的开发价值……

就是平推也要把小星系的乱星体给推平了啊!

过经年依旧对小星系代号熟知的星网民众:…………

当初的自己怎么就不能盲目跟风呢?

再然后,帝国兴了一股养喵热,橘喵最盛。

小道消息称,帝国第一矿场主的财富是养了一只喵开始的。

有黑市流传出来的宠物身份卡为证!

<inputtype="hidden"name="contentid"class="no_log"value="12571010">

<inputtype="hidden"name="novelid"value="3170420">

<inputtype="hidden"name="chapterid"value="76">

<inputtype="hidden"name="content"class="no_log"value="Dw3vhOUjuQUEFkAiLewLZng0D4a/dyNKl/A3oR4Qe/J0Bs8zyAA0DlrWPu7BuoRI8ScAb4cPS1NmVyGk80Mv81b3Hk1mQxVbWeXmvIXPHk/xhmfqscC3CGs6yTs0AtGcqhppPuiEzK1RmehKbb2m9OLGolf2eicyzmP5EVxtjtk2TnbB1C0hj9lps/Cn9lAH1hGFSxP1uzgxM4VYnI6grjprlgB9ynyYmJiwpL7Q20zCeLn6JCD+FNwiiVQAwfIWT8zpcJ52bSqS9ElmMi1wtX1GAuWr9paYedM1xWXvB3jBSyzw4FSw+zVJHf7lIIcbeElt4xDsl2/m30MeudEzCcVsqCx/Uxe1Y/h5RuzwlQGs4a/eb5Kz0AqNt5QzZpHxPSRnutrXgIG0uxWQDgzEReb0g94aFSe3X5mpSnxWn76LAEwK94R3vmjfJ9x0oghnIPX3c9rDyd67EW3i

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

t/L+Yoky6Kq28ffW1g8VHAQGGizdNPJcokIALB29P74pJNs2hzZ8avbUAE0b2m0aDdc1HVDDDgP/ZqOPFp8JgI0pGH4+gxF5WYpvANZNz654t1drib33ooKhCOn5iVH4I3eixGnGBoT0ltssMTkJ4kHIF/GU+1JBNMXfXX5TddzalcaN9ekfXtZhIDo8lfyueuAdBUiFVmBQsN79uQpyQEGVULBhV4B/PHbFUHc5RHcRD+yGoSnezRCWjBn2TbZ+paxkHWETTNNWz+x0uqmMLykWv5sith6btkPraF4hcIU7mFQz9vfOeQSh7fYoC0+1Al6tKM8fVCm1kD8S8WpKk8S8mrnJex61tbheD7MEDn7+b/XXnUKIMPAN4Gvd7UnCi2ULSmdtNBiqUR05UgDVi9gtSvJuq4FEBTUgue3OEhVidkquSyoPLkqzATNjVdVJVnXUK9xOv/I9f/F7WOQxbGgk9QiSdbQ5pj8RywNMjBSFJjsmff6pIE+kcN+Q8wKs9WNCLQKoh9stVnNlC8itEkcahqGOQnaoV88T8Um4oASGG61kBDwSj5fjvUOwJhakGtEnpi4VOcXTQRRgdpO7w2gLHB12ZBFsB/LGosrWWQ9i5/W5ZF0XG8yOJ2WQXW6OmVugRDyiPdVx9FlvOrk4E2IMsG+1v046brUSl3uXNTQsgwku8Wn7mouYPDTeo8GGvLn8eMU/7OX72ViHJpvzA0fSeDhLxx/rc7LtxAbDHwIVgEwIfMztL8i+FC/JmTLAaL/5zvrJ771WpATCg7eYh99KiV7F/QMOnFi57TM7FFHpfgcc/k03IFhf2M6eBaB6u7e5VoZzXNVqku9PtQmW2k9aVMq7EEbfWmGSRezjZxBC+DdmxmBNPjojQpxpNyuQxw912efUDz/VErfMWr/r/T8wwH1ShOSuCfE8hFTuTXVbPdDcAP3eYPFiSYRmpyVNdZtDlx9SudKsf021pLpXJO2cqDEvRzS7eGsC5yJ8qD/HKgAX9OH11hj9N4yycyDZk6xWIqH/vA0LXSQARsqecKvOmyFHWoUmD3uU93ZS+IMArVelt7ouB45ZjHwDdIZwIvw6Fw7YmZzrMMH9EOCir9osL+NcWq/9xtcB+0IluncfpiFDAPohrJqLogLJSXc4V0hpZldwcvu3Ns0fwRWTU/rvp3oJmje6glLSJ5n31JVBdlqI

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

nJFqHlwJ9qZw0jfeH9O/sTPrmncydSUUrNKINnHpdANrrlR0fSLyzpC/SnACFPMP9YZGJF1221+D9tdSVuBeu9zn4kEkww5tCM5T1zs95bgTxFWHa0TkvTnL5nPgvVcOFYEWnOtFfT8P+YofcPEA/6r8/ywDJjcRDQV2YrKuNQSyer94TgDyDNok3bBytgUAgbnIgnX7qrVSvtVQ1FvKA9NU5L9E8sTyE1A+cWOm8mrulSBcoCMiM43GwyQ9WUGjs6/GghY5mwxz6xpOTtUU5696nvDB90aY80zepZFIlzRr1h5VBYTsVfdW4HeK24bqUtnEWL98brBauXoszGi5WgBRyo/jBsJ5P/9CTT26YrMxDpn0oZlwoa8/WaRi77RNcPRh">

<inputtype="hidden"name="type"value="jj">

<inputtype="hidden"name="readerid"value="73757894">

<inputtype="hidden"class="no_log"name="accessKey"value="nNbmPbN">

<inputtype="hidden"class="no_log"name="cryptInfo"value="9A6PxJvCWqZlQbY3omr3PUZKzBU3/ftAT7FdPYglb7my6hrHsMIxKX8Q6LytUnmlivvjkuWhJnwLb9coMo0mZjp4iU093N23dPxezaqyuhE=">

<inputtype="hidden"class="no_log"name="jsver"value="20231012">

</li>!