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第八章 破城有术血未沾(八)(2 / 2)

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与那些只知道表面战果辉煌的人不同,墨家的高层在传阅了适送回的战役总结后,各有所思。

本小章还未完,请点击下一页继续阅读后面精彩内容!有人觉得,火枪的确堪用,应该增加火枪的数量。

有人觉得,骑兵还需要增加一些,能够保护好矛手的侧翼,而且还可以追击溃兵,否则很容易打成溃败。

还有人觉得,从今而后,只怕天下攻城的手段也将大为不同,这火药破城的技术传播天下,这天下岂不是更加混乱?

然而墨子看的更为深远。

他看过战役总结之后,等到禽滑厘也看完,一如当年在泰山顶传授禽滑厘守城术时候的表情,问道:“厘,你觉得如何?”

禽滑厘想了想,觉得墨子既这么问,显然不是那么简单的流于层面的问题,于是想到了适在里面写的一段话。

“滕城之字形掘进攻城、于巨子行墙守城这件事,说明了理性的天志与几何,是可以主宰战斗胜负的。理性推论的天志,可以改变稼穑百工,可以主宰攻城胜负,那么对于天下人而言,便可以认为理性的推论是可以得到一个最完美的天下制度的……”

禽滑厘想了想,说道:“适在意的,始终是这件事?”

墨子笑道:“适曾讲过一个脱颖而出的故事,这故事我从未听过,我可以确定他是编造的人名。”

“但他讲这个故事的时候,我先想到了他脱颖而出的时候。那是我在商丘讲学,正好讲到说知辩术的时候。”

“我说,已知窗外一物为白色、又听说屋内的颜色和窗外那物的颜色相同,便可以推出屋内的颜色必然是白色。这即是我墨家辩术所说的亲知、闻知、说知。所谓说知,就是用已知推出的未知。”

“其实,我一直都有觉察,适所说的天志,与我所说的天志,看似是一回事,但却并不是一回事。”

禽滑厘想了想适整天挂在嘴边的天志,想了半晌也没觉得有什么不同,于是问道:“您觉得这不同在哪里呢?”

墨子笑了笑,说道:“我的天志,是说……屋内的颜色是白色。他说的天志,则是屋内是白色这个结果的推断方法。”

禽滑厘思索一阵,似乎明白过来,说道:“他说的天志,是不确定的结果,但却是确定的方法。他所说的天志,是方法,而非结果?”

墨子点头道:“就是这样的。他知道怎么种植最合理,这我一眼就看出来了他其实早就知道。但是……他明明知道,几年前却非要分出几块完全不同的土地种植,以此来对比。”

“他不想让人只是学到怎么合理种植,而是想让墨者学到怎么找出合理种植的方法。”

“他所谓的天志,就是方法,而不是结果。只不过,结果是这个方法推断出来的,所以结果是固定的。我的天志,就是我所知道的结果。”

“就像行墙,我知道行墙守城有奇效。可为什么有奇效?”

墨子摇摇头,指着之前刊行天下的那本《墨守成规》道:“适用几何九数做了一个题目,只要解开这个题目的人,哪怕不会守城。当有一天他需要守城的时候,很容易就推出一个结论……行墙,可以更有效的防守。”

“他要的,不是结论,而是这些方法可以传遍天下。”

“结论重要吗?重要。但是,知道了方法,天下万物的结论都可以知道。”

“他说,授人以鱼不如授人以渔,他所谓的天志,是渔而非鱼。”

禽滑厘明悟过来,点头道:“是这样的。但最终,有利于天下的,还是结论,不是吗?虽说知道方法总能得出结论,但……”

他看了看墨子,说道:“但他明明知道很多鱼,却一直没有讲诉出来全部。”

墨子摇头道:“他不是不讲,而是怕我们听不懂这些鱼。你去听过他亲自教导的那些孩子吗?”

禽滑厘点头,知道适在几年前就选了一批聪慧的孩童,整天跟随他学习,他亲自教导。包括出使楚国,这些孩童也都跟随着,有时候他也好奇,便去听过几次,但是很多东西听不懂……甚至有些东西觉得太过骇然,不可思议,反倒是那些孩子却觉得理所当然。

譬如那些封闭的跟着适学习的孩童,现在已经开始念叨“闪电是如何产生的”,已经开始在到处展示他们学到的本事:夜里用毛织衣物擦出电光一样的火花,信誓旦旦地说天上的云带来的电就是那些毛织衣物上夜晚的闪光……

这些孩子所认识的世界,和别人是完全不一样的。他们从小就跟着适,也从小就相信脚下的大地就是圆的……

墨子道:“他在把他所知道的那些鱼和渔,都教给那些孩童。有些东西,你已经听不懂了,我也听不太懂了。那个赛先生与唐汉,真大才,可惜我不能一见啊。”

“这次攻城,适在上面写的清清楚楚。提出问题:以最小的伤亡攻取滕城。分析问题:攻城的伤亡是怎么造成的?解决问题:如何一个个避免攻城的伤亡?”

“把攻取滕城,你换成如何让粮食增产?如何让百工技艺提升?甚至如何安定天下……这都是可以的。只要有了方法,总能尝试出来,推断出来。”

禽滑厘想了想,忽然问道:“如此说,当有一天先生认为某物是白色,而适认为是绿色的时候,适会怎么办?先生所言的天志,是结论,现在看来适是认可这些结论的,但有一天不认可的时候呢?”

墨子大笑道:“所以他说得对。天志是方法,而不是结论。我曾说,我有天志,如匠人之有规矩,与他所说的毫无冲突相悖。无非就是,我的天志如是勾三股四弦五,他的天志是勾的平方加股的平方一定等于弦的平方……”

他指着纸上的那句“理性的推论是可以得到一个最完美的天下制度的”,用苍老而欣慰的,如同当年在泰山顶发现自己守城之学终于可以传授于人的心情,长叹一声道:“有此人,我墨家之学再无需惧绝于天下!”

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