tag:blogger.com,1999:blog-86044811472234274992024-03-19T03:32:52.582-05:00Beyond the Pale GateDavidhttp://www.blogger.com/profile/17820010482226879079noreply@blogger.comBlogger372125tag:blogger.com,1999:blog-8604481147223427499.post-17880970860171555412021-02-20T16:54:00.005-06:002021-02-20T16:59:47.712-06:00A Game of What-if Pt 1<p> It has always been on my mind, the familial bond between Chainmail and D&D. I have always been entranced by the OSR titles that explore that DNA. I have pondered my own take on how to meld the two, even to the point of devising my own half-baked attempt. The thing, though, is this: I have always looked at it from a standing start. In other words, I have approached the exercise as if D&D hadn't been written. Alternatively, I have approached it with more of a piece-meal attitude, intent on replacing certain aspects, such as the alternative combat system with that from Chainmail. Yet, in either event, in my mind, my starting point was that whatever I had was the origin point. So, in my design space, my conceit was that I was trying to merge the Chainmail combat system with D&D, and pretend that was the way it was when I opened the box.</p><p>I know that sounds weird. It would be difficult for me to express the influence that nostalgia has on my gaming. It informs so much of my gaming, from ordering old Avalon Hill games off Ebay, to how I approach developing ideas for D&D. I want to put my mind in 1976 and approach D&D from there. It may sound delusional at best, or a misguided effort doomed from inception at worst. But it's my time spent with my hobby, and I pursue it for relaxation. If spending some time in 1976 will relax me and bring me some edification, then it was well-spent.</p><p>This is intended to be a design log of yet another effort to reconcile Chainmail with D&D. This time is different though. This may be nuanced to the point of nothing more than semantics. It may be putting too fine of a point on it, but this time really is different. The perspective I am approaching from is this:</p><p>I've played Chainmail, even fighting battles with the fantasy supplement. Now, it's sometime in 1975 and I've gotten my hands on D&D. I love the ideas and potential I see in it, but I'm not thrilled with how it abandons so much of Chainmail. So, this design log will be all about how I take the finished product of D&D and retool aspects so that they draw more from Chainmail, rather than all-new systems created whole cloth.</p><p>In future posts I intend to explore the following:</p><p>Classes:</p><p></p><ul style="text-align: left;"><li>Bring Fighting-Men more inline with the Heroes and Superheroes of Chainmail</li><li>Give Magic Users more of the "fire at will" aspect of Chainmail wizards, while keeping Vancian casting, because it is flavorful and keeps magic users from dominating the campaign</li><li>Examine Clerics more as members of militant religious orders, rather than priests.</li><li>Thieves will be based more on the GPNL thief, which went on to inspire the Greyhawk thief.</li></ul><p></p><p>Combat</p><p></p><ul style="text-align: left;"><li>Reconcile the three combat subsystems into a seamless, integrated whole</li></ul><p></p><p>Monsters</p><p></p><ul style="text-align: left;"><li>Crack the "code" of the Fantasy Combat Table in order to plug "new" creatures from M&T into the system.</li></ul><p></p><p>Treasure</p><p></p><ul style="text-align: left;"><li>Reconcile magic swords and armor with the D&D classes and Chainmail combat system.</li></ul><p></p><p><br /></p><p>It is my desire to divorce specific experience I have from my thinking on this project. In other words, there won't be any ascending AC, stat-based saves, or even single save numbers. I will only consider including things that were available as of my (admittedly arbitrary) start date. That will probably include Greyhaw, Strategic Review, and possibly Blackmoor and maybe early issues of the Dragon. That doesn't mean that anything from them will be included, I'll just consider them available.</p><p>So, there it is, the foundational philosophy of this project. As always, comments, advise, thoughts, and encouragement are always welcomed.</p>Davidhttp://www.blogger.com/profile/17820010482226879079noreply@blogger.com10tag:blogger.com,1999:blog-8604481147223427499.post-20173623361805312502021-01-28T09:27:00.002-06:002021-01-28T09:27:26.268-06:00Zero to Hero<p> Welcome to 2021.</p><p>So, I had an epiphany. I realized one of the reasons I like OD&D and the Z2H model. If you reference my last post, it is about the part of me that enjoys a more heroic playstyle right out of the gate. It also touches on how 4e supports such a game.</p><p>It occurs to me that OD&D functions similarly in its design space, which is the zero-to-hero model. The thing about it, though, that was at the focal point of my epiphany, is that beginning PCs are pretty much common folk. They don't have powers or hit point kickers. Magic users can't cast cantrips at-will. Clerics don't even have spells at 1st level. Fighters have the same chance to-hit as everyone else at 1st level. These are common people who have chosen, or had thrust upon them, a life of adventure.</p><p>They may be looked upon with a healthy dose of distrust by their fellow commoners. Yet, by the time they've reached 3rd level or so, the common folk of their home area are starting to look to them to solve dangerous problems. The magic-user can conjure illusions, become invisible, read minds, or bind opponents in a mass of webs. The cleric can cure wounds with a touch and protect himself or others from evil. He can also drive away skeletons and zombies with a command. Fighters can endure longer in combat than normal men, biding their time to land that telling blow. Fighters at this level are also likely outfitted with enchanted armor and/or weapons.</p><p>Yet, I believe, that whether at 1st level or higher, they are looked upon with a mixture of awe and envy by their fellow commoners. The barkeep knows that the magic-user could have been him, if only things had been different. The blacksmith knows it could have been him with the gleaming enchanted armor and impossibly sharp magic sword, if only he'd apprenticed to the wandering mercenary.</p><p>They all started from the same place. The PCs weren't touched by destiny or singled out by fate. At least not yet. Those proclamations are the province of historians and biographers. In the beginning they are all cut from the same clothe. Far more die in the vain attempt at fame and glory than attain such status.</p><p>I think that in a way that is what I find so appealing about this style. I can identify with it. I'm nobody special. If I statted myself out, I wouldn't have a single bonus. But. . . if I could find a sword or a cranky old man that knows a spell or two, I could one day be the guy that saves the village and is everybody's hero. Even if it is just for a day.<br /></p><p> <br /></p>Davidhttp://www.blogger.com/profile/17820010482226879079noreply@blogger.com3tag:blogger.com,1999:blog-8604481147223427499.post-6192654000600104472020-10-05T05:19:00.000-05:002020-10-05T05:19:45.491-05:00An Oversight Addressed<p> Good morning,</p><p>I realized there is a gaping hole in my coverage. I've never really talked about D&D 4e. I mentioned it in a post on 5e, but that's it. Now, this may seem perfectly natural, given my many poetical waxings on old school nostalgia. D&D 4e is widely regarded as the <i>least</i> D&D of all additions, which by extension should leave it far outside the orbit of old school aficionados. </p><p>I want to go on record here and now as saying, I love 4e. Take that assertion with my usual caveat: I do not have a play group, either f2f or online, so I don't actively participate in any 4e games. Perhaps I would be more accurate in saying that I love how it reads and inspires my imagination.</p><p>I have far often been frustrated by characters, both my NPCs and PCs, that aren't supported by mechanics. Put down the torches and pitchforks. I know I'm not the only one that has played a fighter that is conceived of as being this hard-hitting northman with a big axe and bigger attitude. Yet, when the dice hit the table, the thief has a better damage output. Nobody's fault, just the way the dice fall. The thief's player is using a long sword and consistently rolls 7s and 8s for damage while I roll 3s and 4s mostly.</p><p>I realize that there is more to being the badass fighter in the party than meting out damage. The fighter has more hit points (or should) and can wear heavier armor. I know those are meaningful benefits, but damnit, fighters should be killing things, not functioning as party meat shields.</p><p>So, that is one thing I really like. The powers structure makes your character not simply occupy his niche, he OWNS that niche.</p><p>And about the powers mechanic: I love how it makes wizards so much more like their <i>Chainmail</i> progenitors. In <i>Chainmail</i> wizards could become invisible at will and throw either Fireball or Lightning Bolt every turn. BAM! </p><p>Sometimes my mood is on low powered, zero-to-hero stuff. I still love that style and it still has a place in my gamespace. Sometimes, though, I want something more heroic, where the characters are mechanically destined for greatness and where the villains are more than dirt-eating cultists.</p><p>One of the things that I love about <i>Chainmail</i> that has never translated to well to D&D is the divide between the mundane and the heroic. In the <i>Chainmail</i> fantasy supplement, a character can't even engage with a true monster, like an ogre, unless they have heroic status. This sort of bakes the role of adventurers in society right into the rules. No version of D&D really captures this. I think, though, that the power structure and mechanics of 4e gives PCs a status and capability far beyond the common inhabitants of the campaign world and could simulate that commoner/hero dichotomy.</p><p>That's a smattering of what I like about 4e, at least conceptually.<br /></p>Davidhttp://www.blogger.com/profile/17820010482226879079noreply@blogger.com0tag:blogger.com,1999:blog-8604481147223427499.post-6397505338364776352020-07-16T05:48:00.000-05:002020-07-16T05:48:02.743-05:00Subtle GeniusI have long been enamored of the d6 HD/d6 weapon damage paradigm. It essentially models the notion that death is always one good damage roll away. Unless, of course, we're talking about higher level characters. Another windmill I have long tilted at is the, in my opinion, lowly state of the fighter. Judging by XP requirements (in the LBB) , fighters should be very stiff competition, ability-wise. Yet, their only benefit that happens automatically is hit points. The other is use of magic swords, which is dependent upon <i>finding</i> a magic sword (of the appropriate alignment).<br />
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If you look at <i>Chainmail</i>, you can see that Heroes are forces in a fight, and Superheroes are wrecking balls. They attack as 4 and 8 figures, respectively, against "normal" opponents. Which essentially means that they attack 4 or 8 times against 1HD opponents using the Alternative system. Additionally, under <i>Chainmail,</i> they were considered Fantastic Creatures, and were essentially immune to attack from less than 4 "normal" figures. It's important to note that in Fantastic Combat, a "hit" equals killed.<br />
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That is something I have long sought to bring into my D&D, the "lost" abilities of the fighter vs "normal" types. Just giving them multiple attacks didn't fully satisfy, so I kept tinkering and thinking.<br />
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At this point, it seems appropriate to mention, I have always been enamored of the elegant simplicity of the LBBs and it is there that I spend most of my time. I have disdained, in my later years at least, such high-falootin' ideas as variable HD and damage. Then, the other day, the subtle genius of E. Gary Gygax finally hit me (again).<br />
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If most "normal" types do d6 damage, and a fighter has d8 HP (per <i>Greyhawk</i>), then "normal" types will have to gang up on a Hero to take him down in one round anyway. Just like in <i>Chainmail</i>. And while they are ganged up on him, he'll be attacking them four times per round, or more. When that realization sunk in, I felt like a weight had been lifted.<br />
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Sometimes I forget that D&D combat is all about modelling outcomes. It is all about determining who wins the fight. It isn't concerned with who wins individual rounds, that sort of thing exists primarily for entertainment. D&D is about who wins the fight. I'm no statistician, but I have the feeling that the outcome of 4 "normals" ganging up on a Hero in <i>Chainmail</i>, would come pretty close to the outcome of 4 "normals" ganging up on a 4th level fighter from <i>Greyhawk</i>.<br />
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<br />Davidhttp://www.blogger.com/profile/17820010482226879079noreply@blogger.com23tag:blogger.com,1999:blog-8604481147223427499.post-22748192542207639692019-10-14T05:44:00.000-05:002019-10-14T05:44:40.666-05:00Skill Resolution in Classic Traveller<br />
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" width="209" /></div>
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<br />
<div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;">
<br /></div>
<br />
<br />
The Foundational Elements <br />
<ul>
<li>All skills are tied to an attribute</li>
<li>Some skills are usable untrained, some are not</li>
<li>No DMs based on skill levels</li>
</ul>
<br />
The Basics<br />
<ul>
<li><i>If Skilled</i> Roll 2D <b>under</b> relevant attribute</li>
<li><i>If Unskilled </i>Roll 3D <b>under </b>relevant attribute</li>
</ul>
<br />
The Rest<br />
<ul>
<li>If Skilled at least one level, may attempt skill a number of times equal to level</li>
<li>If Skilled at zero level (<i>Skill</i>-0) roll 2D under, with a DM-1</li>
</ul>
<br />
<div style="text-align: left;">
<i>Example: Delmar O'Donnell is the chief mechanic on a ship hurtling toward a certain doom following an encounter with an Oolatran corvetter. Delmar is a pretty fair mechanic (Engineer-2), and smart as a whip besides (INT B). Thus, he can make two attempts, rolling 11 or less, to affect the necessary repairs to his ship's drive.</i></div>
<br />
Note: There may be instances where multiple rolls may be attempted in order to determine a degree of success, or wherein a certain number of successes may be required. These cases will be determined by the referee. It may also be possible to make matters worse by attempting to further one's success. This is the <i>Leave Well Enough Alone</i> rule.<br />
<br />
I think covers it. Any comments would be appreciated. If anyone actually uses this, I would love to hear how it runs.<br />
<br />
<br />
<a href="https://biomassart.files.wordpress.com/2018/03/smallce.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="https://biomassart.files.wordpress.com/2018/03/smallce.jpg" border="0" class="overflowingVertical" height="320" src="https://biomassart.files.wordpress.com/2018/03/smallce.jpg" width="226" /></a><br />
N.B. I conceived this for Classic Traveller (including Cepheus Engine). I'm not entirely sure how it might work with other editions/iterations. I would be very curious to learn if anyone uses it thus.Davidhttp://www.blogger.com/profile/17820010482226879079noreply@blogger.com8tag:blogger.com,1999:blog-8604481147223427499.post-58541606940526266352019-08-22T05:45:00.002-05:002019-08-22T05:45:25.325-05:00Mind Blowing Hit Points EpiphanyLet's get to it.<br />
We've all heard all the various thoughts on what HP represents. For me it never quite lined up with how long recovery can take. If they represent fatigue, bumps and bruises, luck, the favor of the gods, etc, why does healing take so long?<br />
<br />
I had another thought. Hit points beyond 2nd level actually represent<i> destiny.</i> The higher level and more HP a character has, the more an epic destiny is being revealed.<br />
<br />
I don't have time to elaborate, but I wanted to get this out.<br />
<br />
"Aren't you frightened, Sir Reginald?"<br />
"Nay, son. It is not my destiny to die this day."Davidhttp://www.blogger.com/profile/17820010482226879079noreply@blogger.com2tag:blogger.com,1999:blog-8604481147223427499.post-39890882120192467682018-09-15T07:46:00.001-05:002018-09-15T07:46:08.975-05:00Lost in Translation - the Fighting-ManI've been pondering a lot lately about the LBB fighting-man. No shock there. I have several posts in draft form that I'm working on addressing this. Hopefully they'll see the light of day. In the event that they do, I wanted to sort of frame them with an introductory type post. So, here we go . . .<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirEMWOYIuC46YXVp2SzMQchBK2ArVIBlyAiUVKyqWwc0E5ZGRf369zJjsRnZuRCC5etfKC19Y-YDMkrPukptBLWuqqD2GOXMWyeRf1zdB4d-8NDiU_LJISHDQggnMkkpOnz1VBmUqo-FXJ/s1600/Fighting-Man.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="416" data-original-width="260" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirEMWOYIuC46YXVp2SzMQchBK2ArVIBlyAiUVKyqWwc0E5ZGRf369zJjsRnZuRCC5etfKC19Y-YDMkrPukptBLWuqqD2GOXMWyeRf1zdB4d-8NDiU_LJISHDQggnMkkpOnz1VBmUqo-FXJ/s320/Fighting-Man.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><i>Say what you want about LBB art, this has been my image of a fighter since 1976</i></td></tr>
</tbody></table>
In transitioning the fantasy game from Chainmail to a "complete" game, I think that Mr. Gygax and Mr. Arneson did yoeman's work. However, there were certain strings that they tugged on without really thinking about where the other end was tied. This is extremely evident in the fighting-man. The things that made him special were (in no particular order):<br />
<br />
<br />
<ul>
<li>As a Hero or Superhero, he could engage fantastic foes on the "Fantasy Combat Table" (FCT from here on);</li>
<li>As a Hero or Superhero, he could ONLY be engaged by foes on the FCT (Heroes may be ganged up on by at least 4 lesser foes, Superheroes require 8);</li>
<li>Heroes never check morale, which I would translate as immune to non-magical fear and a saving throw bonus against magical fear;</li>
<li>Heroes grant a +1 to the morale check of friendly troops. I would include followers in this, but not fellow PCs;</li>
<li>Superheroes enjoy all of the above benefits, plus they cause all 1HD foes to check morale (save vs Fear) when the superhero approaches to within his charge distance.</li>
</ul>
<br />
<br />
That is actually a pretty impressive array of abilities. The problem lies in translating their implementation into LBB D&D.<br />
<br />
<br />
<ul>
<li>There's no FCT, so points the first two points just go by the boards;</li>
<li>Naturally occurring fear isn't much of a thing, so being immune to it isn't either;</li>
</ul>
<br />
Those two points alone, if left unaddressed, strip away almost all of the fighting-man's niche protection. The cleric is the fighting-man's main competitor in this department, which I'll address in an upcoming post. Let's just say that the cleric stays close in combat ability per the "Alternative Combat Table" (ACT from here on), His HD and hp are almost identical, he can wear the same armor, his weapons do the same damage. All for a greatly reduced xp cost.<br />
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I do want to say this: morale can play a part in LBB gaming. What I'm driving at is that morale was one of the things that was assumed in the LBBs. As with many things, they were written with the assumption that they were being played by people that either already played Chainmail or at least played some form of wargame.<br />
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For many years, and through lots of posts, I have struggled with this. Now, it has finally hit me that the genesis of the "problems" with the LBB fighting-man lie in not enough of the Chainmail subsystems being properly expressed in the LBBs. Implementing the above immunities and bonuses vis a vis fear above is a good start to bringing the LBB fighting-man to where he needs to be.<br />
<br />Davidhttp://www.blogger.com/profile/17820010482226879079noreply@blogger.com27tag:blogger.com,1999:blog-8604481147223427499.post-20954462368322134792018-05-09T06:29:00.001-05:002018-05-09T06:29:45.613-05:00A Quick Thought on Magic-UsersA la "vintage" D&D. A thought I've had over time, and I've seen expressed my many others, is that magic-users should dominate world affairs at higher levels. I find it to be a valid point. Many rules and house rules have sought to mitigate this. Some are mechanical, the so-called nerfing of the class. Some are setting-based, with magical colleges dedicated to keeping rogue wizards in check.<br />
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I submit to you that a possible answer to this conundrum lies at the point of character creation: the HP roll. We've all played in vintage games where characters start 1st level with maximum hit points. Sometimes there's even a "kicker" of 10 to 25 points. Survivability at low level, we say.<br />
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Now, bear with me down a brief tangent. Stat requirements for classes were implemented by Mr Gygax as a way to simulate the relative rarity of certain classes. If only 1 person in 1000 was a paladin, that needed to be reflected in the rules somehow. Lest every Tom-Dick-and-Harry would play one. Stat requirements keep the occurrence of certain classes within norms.<br />
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Now, back to the magic-user. With a d4 hit die, and likely no CON bonus (3d6 and all), it would be a rare magic-user that makes it to 2nd level, let alone to empire-controlling majesty. So, I propose that the "control" on runaway magic-users is baked right into the class at inception.<br />
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That brings me to a larger thought about tinkering and house rules, but that will be another time.Davidhttp://www.blogger.com/profile/17820010482226879079noreply@blogger.com10tag:blogger.com,1999:blog-8604481147223427499.post-64534280911932098402018-05-08T05:48:00.000-05:002018-05-08T05:48:20.655-05:00A Quick Thought on ThievesI was thinking about BECMI yesterday. I love those rules. Of course, I was well "advanced" when they came out, so they weren't my introduction. In point of fact, I've never played or ran a single session under these rules. I owned all the sets, though, and I longed to use them. My group, however, wasn't having it.<br />
<br />
See, even in the mid/late 80's I was feeling drawn to a simpler D&D. It seemed to me that we could have a rousing good time with these sets, most especially the BEC components. From time to time I would drift back to them, but more for my own edification.<br />
<br />
Anyway, one of the knocks against them is the thief progression. It was recalibrated from Moldvay/Cook to allow for (ultimately) a 36-level progression. Consequently the numbers were lowered. I've not taken an in-depth look to see how egregious the offense actually is, but it does get talked about a lot.<br />
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Here's an interesting thing, though. A 1st level fighter needs a 19 to hit an AC0 target, strength bonus not withstanding. That equates to a 10% chance. A 1st level thief can Find/Remove Traps and Hide in Shadows at 10%. A common thought would be "Yeah, but 1st level fighters don't usually tangle with AC0 opponents!" and you'd be right. Somewhere around AC4 is more of a "suitable" encounter. Better than that and it may be time for a retreat strategy.<br />
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Here's my question: Why not give the thief similar easement? Look at the percentages as serious tests of their skill. AC0 opponents for a 1st level fighter are likely to be life-or-death situations. Treat rolls at the base percentages the same for thieves. Otherwise give them bonuses, <i>reasonable</i> bonuses, based on circumstances. Say the party is held hostage in an orc outpost. Orc locks are likely to be clunky, unsophisticated affairs, so give the thief a bonus to picking one. To me is stands to reason that if an orc is easier for the fighter to defeat then so to should an orc lock be easier for the thief. There's a certain symmetry there.<br />
<br />
Anyway, I know that for the most part my groups have rarely modified the thief tables, aside from Dex ands race. I know there are many of you that do it without a thought and all this is old news to you. Juxtaposing it with the fighter, though, really opened my eyes to the possibility.<br />
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<br />Davidhttp://www.blogger.com/profile/17820010482226879079noreply@blogger.com5tag:blogger.com,1999:blog-8604481147223427499.post-66383855380977334152018-03-22T06:07:00.000-05:002018-10-15T05:23:33.968-05:00Warning: Post May Offend Some Readers<br />
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I'm not kidding. This is the post wherein I will likely hurt some feelings. I may even loose some of the readership I have left. I hope not, but there's something I'm tired of, so here we go.<br />
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In this country we have gone so far in our collective desire to not offend fringe groups that we (almost) de facto vilify any opposing views. I want to address two specific cases in point, where this intersects with gaming.<br />
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Point #1 - The Objectification/Exploitation of Women<br />
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There are some fairly vocal folks in this hobby, curiously enough, mostly men, who decry women in fantasy game art being displayed in provocative ways. I have read reviews where the reviewer wouldn't recommend an otherwise good product simply because there was a bare female midriff on page 132 and a glimpse of cleavage on page 243. Bared and oily skin is a traditional trope of much of the imagery associated with fantasy gaming. It isn't strictly necessary, look at Lord of the Rings. But sometimes it does add to the experience. There's a reason they tapped Arnold to play Conan and Sandal Bergman to play Valeria. It wouldn't have been the same with Mike and Molly.<br />
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A quick glance to the right will show you where my gaming head is most of the time (ADD not withstanding). There's plenty of cheesecake AND beefcake in C&C. I love all of it. It's funny to me that the same people that rail against the cheesecake don't seem to have a problem with the beefcake. They'll sometimes comment about it, but will rarely, if ever, allow beefcake to factor into their review.<br />
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Here's a couple of examples from C&C that I like:<br />
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Finally, I want to say to anyone who is offended by the objectification of women in fantasy roleplay art: They're drawings and paintings. They are not real women. No one was objectified in the making of this post.<br />
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Point #2 - Traditional Values<br />
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I'm a Southern Conservative, in case that wasn't already obvious. I'm not a narrow-minded bigot, but I do have my opinions, views, and values. I was having another ADD dalliance with D&D5 recently, when I discovered this little nugget:<br />
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<i>You don āt need to be confined to binary notions of sex and gender. The elf god Corellon Larethian is often seen as androgynous or hermaphroditic, for example, and some elves in the multiverse are made in Corellonās image. You could also play a female character who presents herself as a man, a man who feels trapped in a female body, or a bearded female dwarf who hates being mistaken for a male. Likewise, your characterās sexual orientation is for you to decide.</i><br />
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<i>PHB pg 121</i><br />
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Firstly, I'm fairly certain that anybody with enough imagination to play D&D in the first place could figure this out. Even if they were a little unsure of things going in, by the time they get to page 121 in the character creation process, they should have a handle on the notion that they can imagine pretty much any character they want to.<br />
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It just pisses me off that we are nearly constantly exposed to the notion that these fringe groups (population-wise) get so much damn play in our society. "Call Bruce Jenner a hero" "Use whichever bathroom you want to" "Make me a cake or I'll sue." Of course, if you're more about traditional values, or even the concept of liberty that grants you the right to your own opinions, you're a narrow-minded bigot.<br />
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Why do these things get exclusive coverage anyway? Why are there no lines about settling down and starting a family the old-fashioned way? And that crap about Corellon Larethian is MADE UP. And, by the way, what kind of game are the designers expecting people to run where sexual orientation even matters?<br />
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Bottom line: Our youth are constantly exposed to "alternative lifestyles" without any counterpoint for traditional lifestyles. Bruce Jenner is not a hero. He's a guy that ingested large doses of estrogen and put on a dress. He didn't save a life or help found this country. This country was founded by men who weren't afraid to be men and do man shit. George Washington didn't have a sex change and Thomas Jefferson didn't have two mommies. If somebody wants to transgender or be gay, then go for it. Just don't vilify me when I don't want to be assaulted with it morning, noon, and night.Davidhttp://www.blogger.com/profile/17820010482226879079noreply@blogger.com10tag:blogger.com,1999:blog-8604481147223427499.post-85353913470888982692018-01-08T06:10:00.000-06:002018-01-08T06:10:16.350-06:00An Old School Critical Hit Table<div style="line-height: 100%; margin-bottom: 0in;">
I have become rather enamored of <i>Swords and Wizardry Continual Light</i>. I've always had a soft spot for S&W, it being my first retro clone. Anyway, I totted up what I think (hope) is a suitable system for critical hits for SWCL, or any other suitably old school iteration of our favorite game.</div>
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If damage roll is a
natural ā6ā, roll on critical hit table. If you have no damage
bonus, roll d6. If damage bonus (from any/all sources) is +1, roll
d8. If +2, roll d10, and if +3 or greater roll d12. If damage bonus
is -1, roll d4. If -2, roll d3, and if -3, roll d2.</div>
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1 Gain initiative on
THIS opponent next round.</div>
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2 This opponent is
-1 āto-hitā vs you next round.</div>
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3 +1 damage from
this attack.</div>
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4 +1 āto-hitā on
this opponent next round.</div>
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5 Immediate free
attack on this opponent.</div>
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6 Starting next
round, opponent suffers 1 point of damage at beginning of round.</div>
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7 Opponent off
balance, loses ability to act next round.</div>
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8 Add āto-hitā
bonus total to damage from this attack.</div>
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9 Opponent prone. -2
AC and must spend next round getting up. Or crawling away.</div>
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10 Starting next
round, opponent suffers 2 points of damage at beginning of round.</div>
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11 Roll additional
damage die. If this roll is natural ā6ā, roll on Critical Table
again. Damage modifiers do not apply to the additional damage die,
nor to an additional roll on this table.</div>
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12 Brutal injury.
Opponent suffers -1 to any stat of attacker's choice. This damage
requires 6 months to heal naturally. This can be reduced by 2 weeks
per casting of Cure Wounds I of per use of Healing Potion. It may be
reduced by one month per casting of Cure Wounds II.</div>
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Additional Combat
Notes</div>
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Magic weapons no
longer add their bonus āto-hitā. Instead they add their bonus to
the <i>wielder's level</i>. Depending on class and level, this may
mean that the character is receiving no bonus āto-hitā. Damage
bonus remains unaffected.</div>
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<span style="font-family: Liberation Serif, serif;"><span style="font-size: small;">Potion
of Heroism: +2 bonus to Armor Class and damage rolls for one hour.
For purposes of āto-hitā bonuses, the character is considered two
levels higher for the duration of the potion's effects.</span></span></div>
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By the way, I know that one of the knocks against critical hits is the ratio of monster attack rolls vs player attack rolls. I suggest not allowing any monster/opponent with 3 or fewer HD to roll on this table. Effectively that means that no low down goblin is going to kill your 7th level dwarf with one lucky roll. I've seen it happen and it was ugly.</div>
Davidhttp://www.blogger.com/profile/17820010482226879079noreply@blogger.com7tag:blogger.com,1999:blog-8604481147223427499.post-33294316291681938222017-06-08T06:10:00.000-05:002017-06-08T06:10:20.846-05:00The Collapsing Column Conundrum<div class="separator" style="clear: both; text-align: center;">
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<a href="http://ramblingsfrombeyondthepale.blogspot.com/2014/03/some-very-early-thoughts-on-dungeon.html" target="_blank">In this post</a> I talked about a friend's game where we found ourselves in a room filled with granite columns falling all about us. I was contrasting one of the differences between D&D and Dungeon World. That difference being that in D&D getting "hit" by a column was a matter of losing hit points, while in the fiction-first world of DW, missing a roll to avoid a granite column would likely prove fatal.<br />
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I'm in a DW mood again and I found myself pondering this situation again. Even though I'm in a DW head, I think I've stumbled on a more satisfying way to handle this in D&D.<br />
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The real crux of problems like this in D&D is remembering that hit points are abstract constructs that represent many facets of a character's ultimate survivability <a href="http://ramblingsfrombeyondthepale.blogspot.com/2013/03/hit-points-and-one-minute-combat-round.html" target="_blank">(see this post).</a> In this sense, hit point loss is a narrativist opportunity. Well, D&D isn't a narrativist game, so hmmm.<br />
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Here's my idea (finally): In the column room example my character was a fighter (natch, I usually play fighters), with somewhere around 70 hp. The room was quite large and filled with these falling columns. I think another way to handle this would be to say "In order to cross the room, you have to make 3 successful Dex checks (or saving throws, whatever). For every one you fail you take d10 damage."<br />
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I think that makes it more narrativist. It models an escalating situation, where every column that you don't "dodge" whittles away at your chances of getting to the other side of the room alive. You're getting more tired, more tensed up. Maybe you're dodging away from one, only to step in the way of another one. In any event, if you do make it to the other side alive, the damage from the failed checks represents the physical and emotional exhaustion of such a harrowing experience.<br />
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And if the DM wanted to be extra nasty, for each failed roll impose a -1 penalty to the next roll. That would really ramp up the tension. Davidhttp://www.blogger.com/profile/17820010482226879079noreply@blogger.com6tag:blogger.com,1999:blog-8604481147223427499.post-44504596000688576912016-11-23T05:46:00.001-06:002016-11-23T05:46:35.853-06:00. . . and we're back<div class="separator" style="clear: both; text-align: center;">
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I've been nagged lately by an old idea: bringing a little more Chainmail into my D&D. As any of you who have survived my hiatuses (hiati?) know, this has been my Eleanor. I place the blame for its resurgence squarely with the esteemable Mr Simon Bull, of Delving Deeper fame. In the v5 beta of Book I, he has added "Fighting Capability" to the classes. Yet, the rules for using it won't be available until the Book II beta release.<br />
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In any event, I've been thinking about it again, and I wanted to "journal" my thoughts, as much for myself as anything else. As always, though, comment and discourse are welcome.<br />
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Use the basic 2d6 "to-hit" table from the Man-to-Man section of Chainmail. It is based solely on weapon v. armor. This is to be used with opponents (whether they be PCs or NPCs) of less than <i>Heroic</i> stature.<br />
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PCs will attack on this table according to their Fighting Capability (FC). Thus, a third level fighting-man would attack three times. Note that these are not to be spread among multiple foes. This does not represent individual swings of a weapon. Rather it represents the greater likelihood that a more capable combatant will force a decisive outcome. Thus, even though it might be more than one roll, it still represents a single attack.<br />
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Certain bonuses will accrue to the "to-hit" roll itself. In this case, the bonus will apply to only one such roll.<br />
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Magic weapons are an exception to this. Bonuses from magic weapons modify, for purposes of "to-hit" rolls ONLY, the wielder's hit dice, thus, by extension, the wielders FC. Damage bonuses,where they are indicated v. specific targets, are applied to all successful "to-hit" rolls.<br />
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Magic shields reduce an attacker's hit dice similarly, in turn reducing FC (this effectively results in magic shields "blocking" attacks). Magic armor adds its bonus to an attacker's "to-hit" roll. Note that this may make the wearer unassailable without the availability of "to-hit" bonuses. Hero/Superhero/Wizard FC will attack such magically armored foes in Heroic Combat.<br />
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Characters with FCs of Hero, Superhero, or Wizard are all capable of <i>Heroic Combat</i>. Any creature above 3 HD is beyond the capacities of a normal man (being 3 HD or less). Such foes are not attacked using the Weapon v. Armor matrix. The target number to hit these foes will be from the Fantasy Combat Table in Chainmail.<br />
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Ok, so those are my initial thoughts. Like I said, this is mainly me journaling where I am in this thought process at this time. Who knows where it will go from here.Davidhttp://www.blogger.com/profile/17820010482226879079noreply@blogger.com4tag:blogger.com,1999:blog-8604481147223427499.post-91759414656297722022016-01-24T07:59:00.000-06:002016-01-24T07:59:26.168-06:00I'm Lazy, I'm Not DeadJust when you thought all was safe in the blogosphere . . .<br />
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I'm back.<br />
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So, 7ish months is quite a spell. Of course, there's been work. Lots and lots of work. But, once I fell out of the habit of sharing these scattered thoughts, I fell hard. I still have the random thoughts (12 hours a day driving leaves one with a lot of time to think), I just became lazy about posting them. Also, they have been <i>wildly</i> random, even for me. I'll hit upon what I think is a real gem of an idea for a post, then when the weekend gets here and I have time to knock it out, it's gone. Or the interest in it is gone. Or whatever.<br />
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Well, let's just dive right in from here, shall we?<br />
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I'm on a <i>Dungeon World</i> kick of late. Actually, I'm on a <i>(Whatever) World</i> kick. I bought the pdf for <i>Uncharted Worlds</i> and I'm printing that this weekend. I almost pulled the trigger on that when it was a kickstarter, but I didn't. I haven't backed a kickstarter yet, but I really want to be like the cool kids and do it. Unfortunately, I'm like that virgin that tries to feel better about being a virgin by reciting the mantra "I'm waiting for the right one". I digress.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWWc4RlTPzvJpHqcK4QK6P4b74eldQwdi8M2L7biT-jXELHZEVIxJ247aLsCy_SK-VSpXvGXePH1ZeqIJJQgwxf45ldy9gO6hHMhud5uhxi5Yzqba9LbceQ7Jf5HXrfLsJWDfV1p6Cum0N/s1600/The_Perilous_Wilds_cover_color.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="246" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWWc4RlTPzvJpHqcK4QK6P4b74eldQwdi8M2L7biT-jXELHZEVIxJ247aLsCy_SK-VSpXvGXePH1ZeqIJJQgwxf45ldy9gO6hHMhud5uhxi5Yzqba9LbceQ7Jf5HXrfLsJWDfV1p6Cum0N/s320/The_Perilous_Wilds_cover_color.jpg" width="320" /></a>I also snagged the Bundle of Holding with all the <i>Dungeon World</i> goodness. I printed <i>Perilous Wilds</i> yesterday. It looks fully awesome on the flip-through. There were some other good looking pdfs in that bundle, too. <i>Grim World </i>looks quite promising, but it is a dual use book and includes the necessaries to use it for <i>Fate</i>. I don't piss ink, so things like that slow down my acquisition cycle.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizhzyDfkcsHVKCz38dzOYOlsEj3FUR4zZRqGHN1QrRDU6uCe8aPrt08ozthrooI2adSu9kPgiyosYA8C-uouiMQVfBlBA3LzfF4aDnT3gZmcVfdYctpKyEeBa6__zm069ArYQo8SWSU52E/s1600/Uncharted+Worlds.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizhzyDfkcsHVKCz38dzOYOlsEj3FUR4zZRqGHN1QrRDU6uCe8aPrt08ozthrooI2adSu9kPgiyosYA8C-uouiMQVfBlBA3LzfF4aDnT3gZmcVfdYctpKyEeBa6__zm069ArYQo8SWSU52E/s320/Uncharted+Worlds.jpg" width="226" /></a>Speaking of ink. I haven't read <i>Uncharted Worlds</i> yet, but I can make a comment about the physical product. It includes several versions of the pdf, one of which is "Low Impact". I assumed this meant low impact on ink. Maybe it does, but looking through the pdf, I don't see it. There are a lot of pieces of art (which I really like the art, by the way) that would consume enough ink to print at least 5 pages of rules, no exaggeration. I've opened both the "regular" file and the low impact side-by-side, and I can't see a difference that would result in ink savings. By the way, the interior is all black and white. The art has a real 1980's <i>Star Frontiers</i> or <i>Journal of the Traveller's Aid Society</i> vibe. In other words, it totally rocks. Also, and don't quote me on this, but I think UW is based off <i>Apocalypse World,</i> rather than <i>Dungeon World</i>, for what it's worth.<br />
<br />
So, there you have it. I'm back. No promises on how regularly, but I'm back. I must say, I missed it. Odd, I know, but there it is.<br />
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<br />Davidhttp://www.blogger.com/profile/17820010482226879079noreply@blogger.com4tag:blogger.com,1999:blog-8604481147223427499.post-84256393013154306942015-06-21T18:17:00.001-05:002015-06-21T18:17:44.853-05:00Alignment LanguageI've been reading B/X these last couple of weeks. It came out when I was out of the gaming loop for a year, so I had never played or read it when it was new. In all likelihood, I wouldn't have read it had I known about its release. I was "advanced" by that time.<br />
<br />
I've been reading a "Let's Read" thread from 2013 in conjunction with my own reading. I have noticed several really cool points in my own reading, and had others brought to my attention in the LR thread. Today in my reading of the thread, they've reached the topic of alignment languages.<br />
<br />
I like them. Period. They aren't conversational languages, though. They exist to portray concepts central to the tenets of their respective alignments. These concepts may very well be translated into Common or any other language, but the full weight of the underpinnings of the concept only come through when spoken in the proper tongue.<br />
<br />
Thus, without further ado, I give you my interpretation of an alignment tongue in action:<br />
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<br />Davidhttp://www.blogger.com/profile/17820010482226879079noreply@blogger.com2tag:blogger.com,1999:blog-8604481147223427499.post-29388686806944336892015-05-25T19:53:00.000-05:002015-05-25T19:53:07.848-05:00Quick Thoughts About Primes<div class="separator" style="clear: both; text-align: center;">
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This will be brief. It is just my thoughts on the main knocks I see about Primes and the SIEGE engine.<br />
<br />
Primes<br />
<br />
There are quite a few comments about Primes being a base target of 12, and non-Primes being base 18. It seems that many folks are more comfortable setting the base difficulty flat and then modifying it if a Prime comes into play. Some players seem to dislike saying, "The lock is heavily rusted and difficult to open. Its difficulty is +4, so if your DEX is Prime, you need a 16." They are more comfortable with saying, "The lock is heavily rusted and difficult to open. Target number is 15 + 4, for 19. Add +5 to your roll if DEX is Prime."<br />
<br />
I may not be saying that exactly right, but that's the spirit of the thing. I can see both sides, but I don't really think either way is a ball-breaker. I can see the second way being a bit more intuitive, but it's a near thing and I think the first way (which is RAW) has certain situational advantages.<br />
<br />
SIEGE Engine<br />
<br />
I was basically ambivalent about the first point. I mentioned it because it is something I've seen a good bit and I wouldn't want it to seem like a big deal. This second point, though, it riles me up.<br />
<br />
Some forum posts and reviewers like to whine about the following:<br />
<br />
<span style="background-color: #fafafa; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 12.727272033691406px;">"Your cleric rolled a 19 Dexterity check to sneak by a guard, but the rogue's stealth roll of 15 is somehow better becauseā¦ well, he's a rogue."</span><br />
<span style="background-color: #fafafa; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 12.727272033691406px;"><br /></span>
This is patently absurd, and is carefully worded to support the "point" that Primes don't work. What this example fails to effectively communicate is that the author is referring to the roll itself. Of course, a 19 is a better roll than a 15. Things don't stop with the raw roll of the die, though. The thief had a base difficulty of 12, since DEX is Prime for rogues, plus he adds his level to the roll. So, he beat his target by 3, not counting level bonus. The cleric, on the other hand, had a base difficulty of 18 (non-prime, presumably), with no level bonus. So, yes, the thief achieved a better Sneak check <i>result</i> than the cleric. Which should be expected.<br />
<br />
I don't mind well-reasoned, constructive criticism. I don't like it when someone picks something apart, then presents the pieces in a certain light, just to support their dislike of something. If you don't like it, then don't like it. Move along. But, don't ruin for the next guy with such carefully crafted "criticism".Davidhttp://www.blogger.com/profile/17820010482226879079noreply@blogger.com1tag:blogger.com,1999:blog-8604481147223427499.post-90251588559196037922015-05-25T03:22:00.001-05:002015-05-25T04:29:32.094-05:00Breaking My Own ConventionThere is a game, a game I've never talked about. I absolutely love this game. The reason I've never talked about it is that it violates one of my principle desires in a rules system: it isn't freely available. Even D&D is free now, so this is a bit of a sticking point. It is OGL, though, so maybe that's worth something. Anyway, the game is . . .<br />
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I have admired this game from afar for some time. Quite some time. I really dig the art, and just the "feel" of the game. Something about it just feels so much like AD&D to me. No matter how many times I flirted with it over the years, I never really reached critical mass with it. Ascending armor class and base attack bonuses give me 3.x flashbacks right out of the gate. So, I would flip through it wistfully, but never sank my teeth into it.<br />
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Well, it isn't 3.x. It is built on the OGL, but apparently not the SRD. It has no interest in touting compatibility with 3.x. In fact, in some ways, it sits somewhere between OD&D and AD&D, power level wise, as near as I can tell. I'm currently perusing a couple of modules (praise to the powers that be, they refer to them as "modules"!) and so far the most significant stat I've seen in an NPC is a 16. One time. The baseline for character generation is 3d6 arrange to suit.<br />
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Something I have always liked about the system are the character classes. There are a slew of them, which admittedly is a love/hate thing for me, but you can't have an AD&D experience without them. I feel the fighter is underpowered (of course), but easily fixed. Plus, and a BIG plus, the ranger is non-casting. He's just a badass in the woods. As he should be.<br />
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There are no feats or skills. Skills are covered by the SIEGE engine mechanic. I am quite certain that if you read passed the logo above, you already have an interest in C&C and thus are familiar with the SIEGE engine. Having not played the game, I can't comment on either the rapture of such a flexible and elegant system, nor on the supposed burden it promises to some readers. Apparently one loves it or one hates it. I remain undecided in fact, but love it in theory.<br />
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One thing I have seen talked about is the math. It seems the game is based on the underlying math of 3.x and there is a concern that it breaks down at higher levels. I am interested in this, in an academic sense. It is doubtful I will ever have a group to explore the system with, let alone get to high enough level that the system begins to unravel. I am curious, though.<br />
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So, there it is. My secret revealed. I love a game that isn't free. I almost forgot to mention another selling point for me. This is a little silly to some perhaps, but meaningful to me. Troll Lord Games is based in Little Rock, AR. I am a Southern boy, born and bred, and I like the fact that a game I like comes from the south. I'm not sure if the <span style="background-color: white; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 16.363636016845703px; line-height: 17.27272605895996px;">Chenault</span> boys are from the south, but their game is, which gets it marks from me.Davidhttp://www.blogger.com/profile/17820010482226879079noreply@blogger.com2tag:blogger.com,1999:blog-8604481147223427499.post-86074095383060264422015-05-10T11:57:00.000-05:002015-05-10T11:57:22.987-05:00A Little SpitballingSo, I've been thinking. I like to stick as much with free RPGs as possible. It's not even a monetary thing because I usually print them or have them printed. It's just a preference. As we all know, the basic rules for 5E are freely available. I printed the player and DM pdfs this weekend and did some home binding. I've been thinking about using just these as the basis for a hypothetical campaign. Stick with the classic classes and races, as presented. Clean and simple, and in only one book (not including house rules and such, see below).<br />
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Even though the core books aren't free, I would cull from them certain things, kind of like incorporating articles from <i>Dragon</i>. I would include Feats. I think that between Backgrounds and Feats, it really is possible to take the "Core Four" and create most, if not all, the additional classes, to some degree. I would likely include Colleges for wizards and Domains for clerics, as much for campaign flavor as anything else.<br />
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Over at the City of Iron there is an excellent series of posts on <a href="http://the-city-of-iron.blogspot.de/2015/02/d-5-basic-dwarf.html" target="_blank">race-as-class.</a> Mr Norman takes the dwarf, elf, and halfing from 5E and gives them a very nice B/X twist.<br />
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A short post, I know, but it is a brief idea in the description. I may while away some time this afternoon knocking together some class/background/feat combos to represent some of the other classes. If I'm happy with how it is working, I'll post them.Davidhttp://www.blogger.com/profile/17820010482226879079noreply@blogger.com5tag:blogger.com,1999:blog-8604481147223427499.post-73018286707031215022015-04-26T09:31:00.000-05:002015-04-26T09:31:46.464-05:00CLERICS!In <a href="https://plus.google.com/105962543299939569071/posts/4Dz1AnfitTR" target="_blank">this thread</a> on the Delving Deeper google+ page, Simon Bull talks about alternative level titles for clerics. I'm not a fan of the cleric, as I've indicated before. I like the idea of a crusader/holy warrior/demon hunter, etc, but the implementation of the class doesn't work for me. I have some ideas on that point. They definitely make some implications about setting, so may not be everyone's cup of tea. At any rate, new level titles were in order to better reflect what I'm thinking for clerics.<br />
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Level Titles<br />
<br />
1 Novice (of the Order of . . .)<br />
2 Chaplain<br />
3 Brother-Sergeant<br />
4 Knight-Errant<br />
5 Brother-Knight<br />
6 Justiciar<br />
7 Knight-Commander<br />
8 Knight-Marshall<br />
9 Prior<br />
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A <i><b>Novice</b></i> is one who is newly initiated into an Order. They are given martial instruction, and are trained in the doctrine of the Order. They are not schooled in the Rites of the Order at this time, however. Novices are only one step above the laity, and are a level between rank-and-file troops and non-comms. Most initiates never rise above this level in the hierarchy.<br />
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<b><i>Chaplain</i></b> is an arduous rank within the Order. It is something of a crucible. Chaplains are expected to demonstrate leadership, knowledge of the doctrines of the Order, as well as the dogma and canon of the faith. They lead the laity in prayer and perform many common functions, such as marriage, baptisms, and presiding over funerals. They are also indoctrinated into the mysteries of the Rites, and are expected to learn how to apply them to further the goals of the Order. Chaplains rarely venture out of their priory, and many clerics remain Chaplains for their entire lives, content to tend the needs of the laity.<br />
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<b><i>Brother-Sergeants</i></b> lead units of Novices and lay-troops in battle. They are expected to function as part of the greater whole and must exhibit deep understanding of battlefield tactics. They also typically lead the Novices under their command in prayer and minister to their religious needs.<br />
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In order for a cleric to advance through the ranks of a militant order, he must prove himself worthy. Up to this point in his advancement he has shown that he possesses the ability to follow orders as a Novice, compassion, humility, and perseverance as a Chaplain, and the ability to lead and minister his soldiers as a Brother-Sergeant. Now comes the time when he must venture into the wider world as a <b><i>Knight-Errant</i></b>. He sallies forth, spreading the virtues of his order by his example. Sometimes a Knight-Errant sets out upon a specific charge, such as locating a holy relic or defeating an enemy of the Order. Many simply wander, spreading their faith, drawing potential Novices to the Order. This "time in the wilderness" is crucial to their development in the Order. Clerics who lack self-direction and the strength of their convictions rarely progress beyond this point.<br />
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Once having proven himself as a Knight-Errant, the cleric advances to <b><i>Brother-Knight</i></b>. He returns to the Priory and gains his spurs. Brother-Knights are the heavy cavalry of the Order. They are also dispatched individually or in small units for specific objectives.<br />
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As Novices and Chaplains clerics are steeped in the doctrine and canon of the faith. The bulk of their experience and training from there is predominantly martial. Having proven himself a peerless champion of the faith on the battlefield, now the cleric must show himself a champion of the Order's justice. As a <b><i>Justiciar</i></b>, the cleric travels a circuit of the towns and villages under his Priory's charge, dispensing justice. Secular courts hear cases involving everyday matters, but in cases that somehow intersect with the purview of the faith, it is the Justiciar that sits in judgement. With his time as a Justiciar, the cleric has proven his worth in all aspects of Priory life and prudence in his conduct in the faith.<br />
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The next step is <b><i>Knight-Commander</i></b>. The Knight-Commander leads squadrons of Brother-Knights on the field of battle. This is the first step to becoming Prior.<br />
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A<b><i> Knight-Marshall</i></b> commands all the military forces of a Priory. Obviously, there is only one Knight-Marshall in a Priory. They are responsible for the well-being of the Novices, Brother-Sergeants, Brother-Knights, and Knight-Commanders under their command. They are expected to plan and prosecute large scale military actions.<br />
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Finally, there is the <b><i>Prior</i></b>. The entire Priory and all its inhabitants are his charge. Additionally, he is responsible for the religious needs of all the laity within the demesne of his Priory. He is also the final arbiter of canon justice within the demesne. <br />
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It was Simon's thoughts on this matter that started me thinking, so a big Thank You to the estimable Mr. Bull.Davidhttp://www.blogger.com/profile/17820010482226879079noreply@blogger.com3tag:blogger.com,1999:blog-8604481147223427499.post-76429471835611611252015-02-14T19:45:00.004-06:002015-02-14T19:57:32.393-06:00Tinkering with NWPs<div class="separator" style="clear: both; text-align: center;">
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I was thinking about Non-Weapon Proficiencies this week. I'm not a fan, as written. We used the shit out of them, but I never really liked them. They are too restrictive/narrow, especially when leveraged against the slots you have available for them. Plus, I was never happy with the idea that there were no clear guidelines on trying something covered by the NWP when your character didn't have the NWP. Finally, there was an odd side-effect of that: your character went from being virtually unable to perform a certain task (NWP), to performing it very reliably (if the relevant stat was high enough), with a single NWP slot expenditure.<br />
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So, I had this idea. Not strictly original, but still . . .<br />
<br />
<ul>
<li>Keep the lists divided by class, as they are.</li>
<li>There are no additional costs for "cross-class" NWPs.</li>
<li>Redefine the NWPs to make them broader in application.</li>
<li>Each additional slot devoted to an NWP beyond the first, grants a +1 to the roll.</li>
<li>If a task seems reasonable for someone with training, then no roll should normally be required.</li>
</ul>
<br />
<br />
<span style="font-size: large;"><b>The Mechanic</b></span><br />
<br />
Roll d20+stat mod (from NWP table)+class level (if NWP is from your class list) +/- situational mods<br />
<br />
If the modified roll is 20+, the check succeeds. So, it's basically a Target20 type thing.<br />
<br />
Here's what I like about it:<br />
<br />
<ol>
<li>Your character gets better at NWPs that are important to his class as he levels. He doesn't start out great at it and only improve slightly.</li>
<li>If it isn't on your class list you won't be as good at it as a character who<i> should </i>be better at it. I don't like the idea that your fighter can spend slots on Magecraft (even if it is at double cost) and automatically be comparable in that skill to my magic user (assuming your fighter has a high INT).</li>
</ol>
<br />
<br />
<span style="font-size: large;"><b>Untrained Use</b></span><br />
<br />
There should be certain of the NWPs that aren't usable untrained. The remainder of the NWPs can be used untrained. In this case, if the NWP is on the character's class list, add the relevant stat mod, otherwise, the only mods are situational.<br />
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There it is, my big idea.Davidhttp://www.blogger.com/profile/17820010482226879079noreply@blogger.com2tag:blogger.com,1999:blog-8604481147223427499.post-70586867850037876692015-02-01T20:01:00.000-06:002015-02-01T20:04:01.083-06:00[S]ine [N]omine: Scarlet Heroes<div class="separator" style="clear: both; text-align: center;">
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My friend, Rick, had his own campaign world. It was one of those things that was in development before he found D&D. Needless to say, it was deep and rich some 25 years later. It was its own thing. Rick bent D&D to his world, rather than his world to D&D. One thing I learned from many adventures in Rick's world: never, and I mean NEVER, fuck with anybody that was travelling alone. I called it the Rule of One, and much to my honor, it became a permanent part of the lore of his world.<br />
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The thing is, it can be hard to run games with 1 DM and 1 player. Far too often, they end up being one PC and a retinue of NPCs that the DM determines vital to success. The flip-side is a game that really is one character, but it means running from a lot of encounters. Neither is very satisfying.<br />
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Enter . . .<br />
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From the brilliant and prolific mind of Kevin Crawford, aka Sine Nomine, Scarlet Heroes offers a method for invoking the Rule of One in your games.<br />
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Scarlet Heroes starts with a chassis of B/X D&D. Sort of. It feels an awful lot like B/X, but when you get into the nuts and bolts it bears more of a philosophical resemblance than an actual one. It has the traditional six stats we all know and love. It has the B/X bonus scheme. It has the "core four" classes. The main four races are represented, as well as the Shou from the included setting. So far very B/X.<br />
<br />
Now, here's where we start shifting our perceptions, because that is all that is really going on here. We still have hit dice, hit points, and weapons doing variable damage. You can take any D&D weapon not already on the equipment list and drop it right in. The difference is in how the numbers are used in Scarlet Heroes. For foes, monsters and mook-types, hit dice <i>are </i>hit points. So, a bandit can take one hit. A garden variety zombie, 2 points of damage. PCs have normal hit points and important/legendary foes may have hit points, as well.<br />
<br />
Damage is determined differently, too. Weapons are still listed with their traditional damage ranges, 1d8 for a long sword, for example. However, rather than simply rolling and deducting that number from an opponent's hit points/hit dice, the roll is checked on a damage table. Thus:<br />
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This little table, and the damage dynamic that it applies to, is at the heart of what makes Scarlet Heroes sing. The other thing that really makes it work is the Fray Die. I love the Fray Die. It is a free damage roll PCs make every round, just because it is dangerous to stand too close to them. How awesome is that?<br />
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So, that small shift in the perception of hit dice/points and damage is pretty much the foundation that all the rest sits upon. There are other changes that essentially amount to making PC's better able to function alone. Traits add a skill-like element that can be used to mimic certain class-like abilities. There is a Defy Death roll which players can make when they reach an impasse that their character isn't able to handle. It becomes more difficult and dangerous every time the player relies on it to get the character out of a jam, though.<br />
<br />
Scarlet Heroes is a complete game in and of itself. It includes everything you need to play, including monsters, magic items, and a taste of the Red Tide setting. There is also an extensive chapter on creating adventures, which includes a good-sized list of adventure tags, which are used in the construction of adventures. There is also a nice section on truly solo gaming, no GM needed.<br />
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I want to say one other thing about this before I wrap this up. This doesn't get mentioned much in any of the things I've read about Scarlet Heroes. The spell lists are totally awesome. They are loaded with new spells and new twists on old spells. He provides great, very evocative new names for all the spells. Some of them are really unique and could make a separate supplement of their own.<br />
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PS I forgot to mention, the system is suitable as is for one or two PCs. More than that and it gets too easy. However, it is a fine system in its own right, and by simply using hit dice/points and damage in the traditional manner, it could serve as a wonderful vehicle for a group of PCs.Davidhttp://www.blogger.com/profile/17820010482226879079noreply@blogger.com2tag:blogger.com,1999:blog-8604481147223427499.post-30668725938680419682015-02-01T07:54:00.000-06:002015-02-01T07:54:38.022-06:00A Teaser (and we know how those go)The release of issue #1 of <i>The Sandbox</i> from Sine Nomine has me totally jazzed for Mr Crawford's work for the <i>n</i>th time. My gaming ADD drags me away from it as readily as it drags me to it. The plain truth is that Sine Nomine's line covers all the bases I like in gaming: fantasy with <i>Scarlet Heroes, Red Tide,</i> and <i>An Echo, Resounding</i>. Of course, he has sci-fi covered in spades, including <i>Darkness Visible</i>, which also covers the espionage genre. Then there is <i>Other Dust</i>, which scratches my post apoc itch. There is also a number of free supplements for these titles. In short, if my ADD would leave me the hell alone, I could happily spend all of my gaming time with Sine Nomine titles and products.<br />
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Recently I binge printed most of my Sine Nomine pdfs. Very soon I'll finish up the ones I missed. So, it is my hope (I won't use the "plan" word) to be able to write at least a brief post about all of them. I'll head each post title with [S]ine [N]omine, so that if these titles aren't your cup of tea, you'll know what's coming.Davidhttp://www.blogger.com/profile/17820010482226879079noreply@blogger.com1tag:blogger.com,1999:blog-8604481147223427499.post-4325887111494489552015-01-31T20:29:00.000-06:002015-01-31T20:29:03.870-06:00Free from Sine NomineI've mentioned Sine Nomine in a post about <i>Stars Without Number</i>. What I haven't mentioned is just how impressed I am with Mr Crawford's work, both in quantity and quality. Well, he has struck again.<br />
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Now he is producing his own free e-zine. This inaugural issue is 15 pages. It has a very nice wrap-around cover. Articles include a new class for <i>Scarlet Heroes,</i> two one-roll generators, one for backwater spaceports and one for abandoned structures. There is also a rather lengthy article detailing the development timetable of Sine Nomine kickstarter projects. All in all this looks to be a very useful addition to the Sine Nomine line.<br />
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One small suggestion, though. The layout of Sine Nomine products is very functional. Nothing fancy, no background textures or sidebar art pieces. This is very much appreciated for its printer friendliness. However, title spaces, section headers, chapter titles, and the like typically have the name header followed by a sort of subtitle. The subtitle is white in a black background:<br />
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That's not very printer friendly. It doesn't matter if I send it out to be printed, but if you do it at home, all that black ink adds up. And believe me, you'll be wanting to print all of Sine Nomine's stuff. It's that good.Davidhttp://www.blogger.com/profile/17820010482226879079noreply@blogger.com2tag:blogger.com,1999:blog-8604481147223427499.post-17246244214340649162015-01-26T05:01:00.001-06:002015-01-26T05:01:53.090-06:00More Cyclopean RuinsI remembered this morning there was a supplement of <i>weird</i> spells. These seem like a pretty good fit for what I'm trying to shoot for here, but not necessarily a good fit for DCC. Obviously this idea is still in its infancy, with no way of knowing in which direction it will develop. Anyway . . .<br />
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<a href="http://hereticwerks.blogspot.com/2013/10/1970-and-counting.html" target="_blank">This is what I'm blathering about.</a></div>
Davidhttp://www.blogger.com/profile/17820010482226879079noreply@blogger.com0tag:blogger.com,1999:blog-8604481147223427499.post-67254948126186499182015-01-25T19:56:00.000-06:002015-01-26T18:11:34.862-06:00Cyclopean RuinsAlmost two weeks ago I posted a query concerning Numenera. My interest in that <i>book</i> has cooled somewhat, but not the quote that I shared in that post.<br />
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I simply can not shake the image of a small band traversing a flat, windswept landscape. The wind howls, pulling at their cloaks as they clutch them desperately around their bodies. The light is failing, and in its twilight seems somehow thin, washed out. They arrive at a cliff face, not more than 10-12' high, curving away to either side, fading into the wan light.<br />
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They quickly negotiate that smooth face, gaining its summit. Continuing on their course, a short time later they arrive at a precipice. The lip curves away, behind them this time, symmetrical and smooth, lost in the gathering darkness. One of them takes a tube from a fold in his cloak and places it to one of his eyes. Instantly the distance shrinks before him and he can gaze upon far vistas as if they were at arm's length. There at the edge of his extended vision, he sees another precipice. This one, while curving beyond the limits of his vision, is marked by deep indentations, uniformly spaced and consistent in their depth. They march along the edge of that far cliff, fading from sight.<br />
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The view of this scene pulls back, revealing the group to be standing on a giant gear.<br />
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So, here is my idea: a post-apocalyptic fantasy set among the cyclopean ruins of an advanced previous civilization. The system I think would be suit my vision? Well, this is a weird, bleak, somewhat hopeless, blend of fantasy with a dash of sci-fi post apoc. It is over-the-top in-your-face balls-to-the-wall and a lot of other hyphenated descriptors. So, naturally, I'm thinking DCC.Davidhttp://www.blogger.com/profile/17820010482226879079noreply@blogger.com0