爱书阁 > 游戏竞技 > 暗黑破坏神之毁灭 > 第一千八百六十三章 系统提示:武帝加入了队伍

第一千八百六十三章 系统提示:武帝加入了队伍(1 / 1)


“这这这……这不大好吧。

“无妨,我已经下定决心了,不会再反悔,请放心吧,以我塔莫娅的名义保证。”

“不不不,虽然的确能够感觉到你的决心,但是我觉得……这不是一个人可以决定的事情,得双方都认同才行不是吗”我连连摇手。

“难道说……对我当你的宠物……有什么不满意的地方”武帝大人深蓝色的眼眸子轻轻一眨,有些受伤的样子。

“不是说不满意,是不行!将一个少女当成宠物什么的,正常人根本做不到吧!!!”我几乎快要怒掀茶几了,是因为隐居了数千年的关系吗总感觉问题好像对不上号,仿佛生活在两个完全不同世界的人……虽说以我穿越者的身份看,的确也是如此。

“是吗在你们人类世界,奴仆,侍女,宠物,不是很常见吗”塔莫娅有些迷糊的看着我。

“这……的确是很常见没错。”

“那不就没有问题了我刚才稍微看了一眼,你身边有三名侍女对吧。为什么对宠物如此抗拒呢”

三名黄段子侍女……三无公主……还有谁呢是连维拉丝也算上去了吧,十年过去了。维拉丝还是一如既往的喜欢着日常侍女打扮。

不不不,现在不是思考这个的时候。

“咳咳,侍女和宠物怎么相同呢”

“有什么不同呢”熊人少女塔莫娅睁大闪亮的眼睛看着我,里面充满了一个隐居数千年的居民面对外界新鲜知识的求知。

“这……这个……让我怎么解释好呢”

我着急的挠了挠头,总不能说一个女孩子当别人的宠物,肯定会被误会成那啥那啥吧,估计解释了武帝大人也不动,看样子就知道。她在那方面的知识还是一片空白。

还有就是,理所当然的把一名少女当成宠物的我,今后也绝对会被冠以禽兽长老之名,说不定连维拉丝都会用【没想到大人竟然是这样的人】的伤心欲绝目光看着我,总之就是两败俱伤的局面。

再一个,若是武帝大人真的在熊人族地位声望崇高,那我以后肯定还得面对熊人族的追杀。这可不是诱拐悬狸而被狐人族男性嫉恨那么简单,我诱拐悬狸,至少是悬狸心甘情愿的,属于两厢情愿的结合,就算那些狐人男性再怎么羡慕嫉妒恨也无可奈何。

若是真把塔莫娅当成宠物呢我估计暴躁的熊人才不会管你是不是爪印的拥有者,心里升起的第一个念头会是【一定是塔莫娅大人被那个禽兽人类用爪印威胁逼迫才会做出这样的决定】。然后……就没有然后了,如果是以我为主角的小说,只需要加上最后一句台词。

主角已死,全书完。

想到种种后果,我就不寒而栗。这绝逼是百害而无一利的事情,傻子才会干。

“塔……塔莫娅。我想我们真的必须好好商量一下,我认为你的决定不大妥当,成为我的宠物的决定,无论是对你我,都会造成严重的后果。”

“关于这一点,我也考虑过。”塔莫娅露出稍稍释怀的神色,似乎对我这番话颇为认同。

“说实话,我也觉得……要当别人的宠物这一点,还是太羞耻了,虽说是为了报恩而下定决心,但是……但是……我也是一名正常的女性,不是吗”

“当然,这是毋庸置疑的事情。”我神色肃然的说道。

我可不会像那个笨蛋【哔】原一样,把如此纤细美丽,如此有女人味的武帝大人当成男性,这个世界的武帝大人的想法我不清楚,但是对于那个世界的武帝大人而言,这种认识对她而言可是禁忌,说出口绝对会被面部变形,我得小心一点,不能触犯了她的逆鳞。

“看来你也认同我是一名柔弱的女性。”听到我毫不犹豫的认同,武帝大人轻按胸口,安心的松了一口气,露出令人晃目的美丽开心笑容。

“当……当然了。”我嘴角微微一抽,但还是选择了不做死的选项。



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“没错,身为熊人族的公主,我享受着这份荣耀和地位,同时,也必须肩负起整个熊人族的荣辱,使命和责任,这一定是上天的安排,是艾鲁法西亚大人冥冥中的指引。”

352652261233707230453308022362204492236220915123023339412303,20877274252608035821

2343620102,274942409322823201542405032463234362084028145385192104021629368163851938449216443340640065278613519920122372333845235851200432001320102,2281020040240762639522905245942156422768216293000119981300012282521568

3526520381260872110325239252982716926679,226123370723045281452814521560201022147527668,12302387061230320986328992898220043123023339412303

“2085423454,36824202142010724773……8221

21040214752766820840370962098621543,371172154830528

“311632432037096338532610220505,370963385337324390443532824072235453680721477358058221

2906620154260633732436824390443532824072368242019720026371173267625112260072919034920396402516321602

“229052010220160200408221

“2290523545,226123370723045,261522620224863352732104020102,36825362552605331243,387502151621487,2148733021209153052829066201542606320170215182162936816,2143521543,2340123376,357686124453305282131522855246182010724773,202942358135797305282143521463,3682523558202502591321464,2019721450,25972200102906620154260638221

2104021518,2261233707230452028420046271692022330528370272030129066201543904435328240722147521563,299923052820302277852780121713,311923370727979358212766823436

“……8221

……370272085423454214821998136807349033679320116200103810826495316392742539044353282407221543,22823270103682427604199811997821021337132306821543,1998128982245902004021487330212519920986229142749233618217763904435328

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2459020040211502290921602

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“2029426080229528221

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“199812345629289,3278025112260072024920276215278221226123370723045274982283624819,3325835328332583582136215

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“20294822122905358053906436716

“20294,2016520165200262511226007202492027635805,357482002623436208401998136275201972525324681,29978332672418219981206872525324681,368252742520986,3044620026201022010235299262634065722823384702961620917,2291426524201652016532467251042511226007202492027631995,199812146425104201022281020174365233679320102352992477320917,2447121040229092272152736825266792145320498206872146425104260452468120110201028221

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“20294……2511226007……241821998135752213,2418219981352732447124456228232223825253822122612337072304521534215342152021520,2936929369359473594736947,210402421329369359472016020040216023682530058358052016020040260412054024471228552461821527

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“2291427492……200632290982212282327010200633527324471296163278035328,36825200102115027861316392290920102,2261233707230452936935947292552105121518,2572010225722836

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1998136807……24494229372573732539921602,24590200402223820107

2484735782367163680722836,2010222612337072304530524,22905204313308024494244942786732418,385902002624773252262283625735201023680721435

“32922233763929520102……20154200432412024773,199812148725239252982010720214,2091719921040229142749220016304272132039277……8221

“19975209982526527465,37117316393816926102383,2579733258252262148421796368078221390392610235802248223580224656,3575327494240932282320154385902002624773,30495358133697321040228253589221568

1998136807,38590200262477327494240932282320154……2445633804

“33258290662015426063226123370723045,2148322612337072304522612230453489220102,209602742519977300582517125200,202942489527809358322030136896251042225625200822127494240932282320154244282442831036215212289923401348922010231036

“21738……217383732435805,361492345820102,3682419981214502160282212106938754,31471314712749127491214632010236825310362939929399325002528919997,24908249082435224352,25163245373305012302200811230336215

“2168321683822121683220132596822768,362082261233707230452604936793

“2017132461,36825203012297123376,3250025289199978221

“2283331036201028221226123370723045123023870612303209862001024653289822282324735123023339412303,27465248472087727425348922010231036

“21670……2167021670822132500252891999733080214872923333707215172085422937,1998130693369472354526041228333103621738,214823069336947,2282327010222402002622612337072304521018251652522632500252891999724403205702036522899

“2297123376,29747230458221

“229098221

“2297123376,33678252898221

“2296922969,33713230688221

“23453361252289920799,3519912302387061230319997,3340626607123023870612303,36824336733367326031,21834,2354520102,3682420010……22823270102961627491305613527321543,24453202502087720171324618221

“3682436148365232036522899,335453732433678,27905123023870612303213458221

30447305282790512302387061230321345201022025020799,2261233707230451230238706123032098630097123022478512303123023339412303:“3370738750……3193428789260638221

26410234362445332493229142652421916368253709621697,362152572523731080122892637631080,251632642629992251433583121040

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