tag:blogger.com,1999:blog-38208099215084804402024-03-13T15:01:53.900-07:00Enthusiastic Skeleton BoysSam Chttp://www.blogger.com/profile/17586453413723852458noreply@blogger.comBlogger22125tag:blogger.com,1999:blog-3820809921508480440.post-86393140732322131962021-02-13T20:04:00.004-08:002021-02-13T20:06:00.295-08:00Troubleshooting Detachments and Forts<p> I'm running <a href="https://enthusiasticskeletonboys.blogspot.com/2020/06/detachments-forts-and-large-scale.html">custom Detachment rules</a> which are a mash-up of <i>Into the Odd's</i> company rules and <i>Apocalypse World's</i> gang-sizes so that ship crews in my pirate game interact smoothly with PC combat.</p><p>Because this is a think-piece about custom rules I made myself, built on the foundation of the system I kludged together, this post is probably me just talking to myself.</p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxceM6_p9mfU7Bb81sGwpgphAvujveNF2AiaWykqVgikIj-kI6A2_NeIyLfO-jI8Qbp4n1VxljRW7IO_aktui95nKTDleNPrScAdw_5o0MSwygmTnaXkjm0QmAhgmYvZf9IgFbGX5JLCn-/" style="margin-left: 1em; margin-right: 1em;"><img data-original-height="777" data-original-width="1200" height="259" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxceM6_p9mfU7Bb81sGwpgphAvujveNF2AiaWykqVgikIj-kI6A2_NeIyLfO-jI8Qbp4n1VxljRW7IO_aktui95nKTDleNPrScAdw_5o0MSwygmTnaXkjm0QmAhgmYvZf9IgFbGX5JLCn-/w400-h259/image.png" width="400" /></a></div><br />I still don't like it. The mouth-feel is wrong.<p></p><p>The problem is that kludges I put together (like the Area and Large-Scale tags) are non-diegetic. There's really an arbitrary distinction between what counts as 'Area' vs 'Large-Scale'. There's still too much GM overhead, and if I forget to include 'Area' or 'Large-Scale' tags on a monster, then they're stuck doing Impaired Damage (d4) to Detachments, which means 40 peasants (+4 Bonus Size AV) are functionally immune to single monster. Bad. </p><p>THOSE rules are because I used an escalating bonus Size AV of +2 damage resistance per size category advantage. And THAT rule is because I wanted to have a quick way to scale up 'X number of HD1 mooks', keeping their HD and not having to create a hit-point sink.</p><p>I generally run low HD human opponents, because PC health is also low. You're more likely to see an army of HD1 peasants or HD3 soldiers than HD8 legendary heroes.</p><p>So: new rules. </p><p><b>Detachments</b> still get a <b>bonus damage die</b> and +<b>2 Size AV</b> per category. Individual-scale opponents still deal <b>Impaired damage</b> <b>(d4)</b> unless they use weapons with an <b>Area Tag</b>. </p><p>Now, the GM has discretion to <b>ignore Size AV</b> if the situation seems appropriate. PCs setting up explosion traps all along a gulley will do that (and probably get the <b>Area Tag</b>) too, or using choking gas. For monstrous foes, they <b>ignore Size AV</b> if they still fight effectively against large numbers of foes. </p><p style="text-align: center;">Like this:</p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVX5rLUEKD9YbZPdfrRybStip3xMiFuzclNxZfbSiZHVDIFWIzPDN6Iysf3Vxr4erJtLwFwmdbxrLPXBbrPrk1KREmy4ueNyGxWWep773xVIwEtZF0qJAfkS6O78vyL__G7S-3IY5-bCKx/" style="margin-left: 1em; margin-right: 1em;"><img data-original-height="494" data-original-width="878" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVX5rLUEKD9YbZPdfrRybStip3xMiFuzclNxZfbSiZHVDIFWIzPDN6Iysf3Vxr4erJtLwFwmdbxrLPXBbrPrk1KREmy4ueNyGxWWep773xVIwEtZF0qJAfkS6O78vyL__G7S-3IY5-bCKx/w400-h225/image.png" width="400" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">Or this:</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWpIlLNRtEVrRq-6KVYdNJSvRGWpSdjBBYuHRitrcaJe7sT8s5cAFU0qnFui-A7syGOlDn6XZew-QMkkTIdDAtIO6UhAP8YhCTb_Ml8Sl10faIjfX6BxXsJhCx0cP4Ihvi_p-6ZLw0L_2p/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="1280" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWpIlLNRtEVrRq-6KVYdNJSvRGWpSdjBBYuHRitrcaJe7sT8s5cAFU0qnFui-A7syGOlDn6XZew-QMkkTIdDAtIO6UhAP8YhCTb_Ml8Sl10faIjfX6BxXsJhCx0cP4Ihvi_p-6ZLw0L_2p/" width="375" /></a></div><br /></div>Basically, if you can imagine them like Sauron in the first LotR tossing soldiers around, then they ignore Size AV. They still do <b>Impaired Damage (d4) </b>unless they have an Area attack, because they'll have to whittle their foes down. <div><br /></div><div>Peasant armies can still, eventually, kill a dragon. 80 peasants get +3 bonus damage dice: give them all muskets and they're doing 4d8 damage a pop. The problem is keeping them together with Morale Checks as more and more of them die.<br /><br />The distinction between <b>Impaired damage but ignores Size AV (eg, big ogre smashing fools with a club)</b> and <b>Area damage but minus Size AV (eg, single PC throws a grenade at the enemy squad)</b> still requires a little bit more GM adjudication than I'd like, but I guess I can try these rules out for now.<br /><p></p><p><br /></p><p><br /></p></div>Sam Chttp://www.blogger.com/profile/17586453413723852458noreply@blogger.com0tag:blogger.com,1999:blog-3820809921508480440.post-60632990310622814372021-02-13T19:12:00.004-08:002021-02-13T19:16:39.816-08:00Tomb of the Moderately Successful Playwright<p>I give my players an option to do 'side-quests' over Discord chat, in addition to the main game I normally run.</p><div class="separator" style="clear: both; text-align: left;">One of my players pitched that he wanted his frog-man con-man to get caught up in a scheme to write a self-help book called the 'Porpoise-Driven Life'.</div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;">So I came up with this:</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEis5h1QhyphenhyphenORXDS9gWNluieamUbIC9gGwtEggTm6bW3MsfqoUoFHl15XTcfAachObvcZ-1lrqhe0sOlFSL3V_8A5pMHanAXXrYV0NMACaJAW_9g9wpCisbTcGsJFfZAgDpazb8CKe6pY5WBN/s1650/Tomb+of+the+Moderately+Successful+Playwright_page-0001.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1275" data-original-width="1650" height="309" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEis5h1QhyphenhyphenORXDS9gWNluieamUbIC9gGwtEggTm6bW3MsfqoUoFHl15XTcfAachObvcZ-1lrqhe0sOlFSL3V_8A5pMHanAXXrYV0NMACaJAW_9g9wpCisbTcGsJFfZAgDpazb8CKe6pY5WBN/w400-h309/Tomb+of+the+Moderately+Successful+Playwright_page-0001.jpg" width="400" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqE7HsN-Y5X5dsPFAMqPxHG7gfrhPHk_bXXdG-DL62TLdxiM8AtW2ogA3YP5Ove0_OLmTuneNIcGyh1gVDaAlGVJ2BO3bntwNKWH5aC1T1nhCY3fd2b_yWg-UbpMrf5dw4Bb10IzZdaJN1/s1650/Tomb+of+the+Moderately+Successful+Playwright_page-0002.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1275" data-original-width="1650" height="309" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqE7HsN-Y5X5dsPFAMqPxHG7gfrhPHk_bXXdG-DL62TLdxiM8AtW2ogA3YP5Ove0_OLmTuneNIcGyh1gVDaAlGVJ2BO3bntwNKWH5aC1T1nhCY3fd2b_yWg-UbpMrf5dw4Bb10IzZdaJN1/w400-h309/Tomb+of+the+Moderately+Successful+Playwright_page-0002.jpg" width="400" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBczNMXl7Q-0_2SjccZ-pcDjseZF4T85Gv8OrfyEQVPQVr_MugaWRKPTfb0dgtEW2yClQlh_hgk3Z1Zq7ZEHlYcbCpVpQblGjj9EY6pIfeGBqUtHYAOzd_jIvcf9wdnWaQSqnGrwEsShQj/s1650/Tomb+of+the+Moderately+Successful+Playwright_page-0001.jpg" style="margin-left: 1em; margin-right: 1em;"></a><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBczNMXl7Q-0_2SjccZ-pcDjseZF4T85Gv8OrfyEQVPQVr_MugaWRKPTfb0dgtEW2yClQlh_hgk3Z1Zq7ZEHlYcbCpVpQblGjj9EY6pIfeGBqUtHYAOzd_jIvcf9wdnWaQSqnGrwEsShQj/s1650/Tomb+of+the+Moderately+Successful+Playwright_page-0001.jpg" style="margin-left: 1em; margin-right: 1em;"></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZEO01RYUdqEXdLsuv9OBbUz82vvXEbwsu4omuQPBudglWMeNdhvnEBSqZzL1MgDmbIdHjHSvnRSE5R66m3cnq4Dj1fzTmYqFmS7amQL-D5baWaxx1HY8VdICAzXcwtwaA6PrJQxhbzgZc/s600/After+Nost+54+cms+tall+plaster.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="600" data-original-width="398" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZEO01RYUdqEXdLsuv9OBbUz82vvXEbwsu4omuQPBudglWMeNdhvnEBSqZzL1MgDmbIdHjHSvnRSE5R66m3cnq4Dj1fzTmYqFmS7amQL-D5baWaxx1HY8VdICAzXcwtwaA6PrJQxhbzgZc/s320/After+Nost+54+cms+tall+plaster.jpg" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">Map-credit again goes to <a href="https://dysonlogos.blog/maps/">Dyson Logos.</a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: left;"><a href="https://drive.google.com/file/d/1o6iwHIdM7vyWpZ2PBirSLDmfjOdSd_Ht/view?usp=sharing">Link to PDF</a><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: left;">Running this was a blast. The player pried open the sealed door in Room C despite there being a big red X painted over it, so De Veers got out. Percy, the porpoise-man NPC, got eaten. </div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;">I had a lot of fun playing De Veers over text, and having him oscillate between jovial 'what ho there!' conviviality and snarling 'I'm going to eat your face' ghoul-hunger. I can't remember where I got the idea for ghouls who are kind and urbane and sophisticated but only as long as they've been fed: I want to say Arnold Kemp's Goblin Punch, but I honestly can't remember. </div><div class="separator" style="clear: both; text-align: left;"><br /></div></div><br /><p></p>Sam Chttp://www.blogger.com/profile/17586453413723852458noreply@blogger.com0tag:blogger.com,1999:blog-3820809921508480440.post-14855387743282522172021-02-11T01:38:00.010-08:002021-02-11T23:12:23.749-08:00The Court of Hell<p> Made for <a href="http://falsemachine.blogspot.com/2021/02/dungeon-poem-challenge.html">Patrick Stuart's Dungeon Poem Challenge</a>.</p><p>Happy Lunar New Year, ya filthy animals</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0k9wKqVtrO5VfCGxaepS9uZLbyHvvGVLis2oWp1tVCb1-LpdLyiOinE7BUeQow158QnY5dqELuUeThryfoOmg7UV_A72PpT-HPsoXov7MUDV0yRN2a72PvrfqHBWvLYWvmWSWU7ixcbOi/s1650/The+Court+of+Hell+%25282+Page+Dungeon%2529_page-0001.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1275" data-original-width="1650" height="309" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0k9wKqVtrO5VfCGxaepS9uZLbyHvvGVLis2oWp1tVCb1-LpdLyiOinE7BUeQow158QnY5dqELuUeThryfoOmg7UV_A72PpT-HPsoXov7MUDV0yRN2a72PvrfqHBWvLYWvmWSWU7ixcbOi/w400-h309/The+Court+of+Hell+%25282+Page+Dungeon%2529_page-0001.jpg" width="400" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjO0lAy_lRHLn1QwtREoiO_ANBYRB71SWEtmhfstsn9suI-CQNrvM1ur4WRZgc6XIEkIVTsQT_XvgF1Jpz5BVYiK21wCwjh5EjXnIKpsab9ZhPTDrp059ZAA2ZcY3gDj2rnCZX5kFy5x7SI/s1650/The+Court+of+Hell+%25282+Page+Dungeon%2529_page-0002.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1275" data-original-width="1650" height="309" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjO0lAy_lRHLn1QwtREoiO_ANBYRB71SWEtmhfstsn9suI-CQNrvM1ur4WRZgc6XIEkIVTsQT_XvgF1Jpz5BVYiK21wCwjh5EjXnIKpsab9ZhPTDrp059ZAA2ZcY3gDj2rnCZX5kFy5x7SI/w400-h309/The+Court+of+Hell+%25282+Page+Dungeon%2529_page-0002.jpg" width="400" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://drive.google.com/file/d/1DVWYkT9iBQGishC0JT0NIcrZGMCtZFfn/view?usp=sharing">Link to PDF file</a></div><br /><p>Map is by <a href="https://dysonlogos.blog/maps/">Dyson Logos</a>.</p><p>This post is brought to you by the childhood nightmare fuel that is <a href="https://theoccasionaltraveller.com/haw-par-villa-is-boggling/#:~:text=Haw%20Par%20Villa%20%E8%99%8E%E8%B1%B9,many%20Asians%20grew%20up%20with.">Haw Par Villa</a>.</p><p><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhovoOrkVWZpn3RI5pj0P-2rZThtZGdBnYvO51OcH8Gca5wHs8cmIOercEC7_CEMQZA49S3ojY-aa7GDXVOS2n5LfLeJTaZMXOAvhoxGFI73T9cCHGWw_rQfex4aM06DhBBDretJ8eKW1BZ/s2048/0_4e1l7yTlyIsGyyfD.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1537" data-original-width="2048" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhovoOrkVWZpn3RI5pj0P-2rZThtZGdBnYvO51OcH8Gca5wHs8cmIOercEC7_CEMQZA49S3ojY-aa7GDXVOS2n5LfLeJTaZMXOAvhoxGFI73T9cCHGWw_rQfex4aM06DhBBDretJ8eKW1BZ/w400-h300/0_4e1l7yTlyIsGyyfD.jpg" width="400" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJOkXxxBhMHfhEimTin-rEdzg8y1v04kOH646X-0dd8mjZNe5TIQka7scajm7QjfzSnO9nHrP-OYcqlPzkoyGeOynB8a-0akZRrEbGJyzWG5Jw3EiHJTeQZGVCQHKnr0jCIjofWrPexg6i/s1824/dscf3118.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1368" data-original-width="1824" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJOkXxxBhMHfhEimTin-rEdzg8y1v04kOH646X-0dd8mjZNe5TIQka7scajm7QjfzSnO9nHrP-OYcqlPzkoyGeOynB8a-0akZRrEbGJyzWG5Jw3EiHJTeQZGVCQHKnr0jCIjofWrPexg6i/w400-h300/dscf3118.jpg" width="400" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnhQmDUcHRr-lE0NlC9-TceAXk3aZDE1zzpnLe7GX6LMdFoHELoHooJ37OSY32B4rsbUywh_UK0ZlPFG3huDTKthKQU4j9qzwl3ivW0kIir-hv15NL-0nCzhCGelracLUFu2zzMdaE0mxH/s750/haw-par-villa-crab-boy-e1439783171289.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="500" data-original-width="750" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnhQmDUcHRr-lE0NlC9-TceAXk3aZDE1zzpnLe7GX6LMdFoHELoHooJ37OSY32B4rsbUywh_UK0ZlPFG3huDTKthKQU4j9qzwl3ivW0kIir-hv15NL-0nCzhCGelracLUFu2zzMdaE0mxH/w400-h266/haw-par-villa-crab-boy-e1439783171289.jpg" width="400" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3w0uWumLwthyphenhyphenTb0q2m09FA6HCSRD6vWDYVSdSseRcHMQwcxpthDi-coeJd5xSKPzy1iu1KuJRNyHg_YpjL5sreERkk4FGoKNbMzpv4iN3ZEqsQZLCh1M0G98ZupK63b7iPYakTYRrSLB_/s900/haw-par-villa_6.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="600" data-original-width="900" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3w0uWumLwthyphenhyphenTb0q2m09FA6HCSRD6vWDYVSdSseRcHMQwcxpthDi-coeJd5xSKPzy1iu1KuJRNyHg_YpjL5sreERkk4FGoKNbMzpv4iN3ZEqsQZLCh1M0G98ZupK63b7iPYakTYRrSLB_/w400-h266/haw-par-villa_6.jpg" width="400" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1fc3Jn9wqvJ82uDJPcD8pNIH59scy7fytueJVNpymcnzgzJA4Pu_JPjbmS09Umv29D9upD91GBdI-NrPuC6rByyy-2vNz7alus-kZOvtTHWxiac4kkzJ0SYsZgE3gFW-HKZWuH_iHjqLy/s1024/shrimp_soldier_and_crab_general_by_kiatxkiat_d5s3n3k-fullview.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="768" data-original-width="1024" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1fc3Jn9wqvJ82uDJPcD8pNIH59scy7fytueJVNpymcnzgzJA4Pu_JPjbmS09Umv29D9upD91GBdI-NrPuC6rByyy-2vNz7alus-kZOvtTHWxiac4kkzJ0SYsZgE3gFW-HKZWuH_iHjqLy/w400-h300/shrimp_soldier_and_crab_general_by_kiatxkiat_d5s3n3k-fullview.jpg" title="by KiatxKiat" width="400" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">by KiatXKiat</td></tr></tbody></table><br /><p><span face=""Noto Sans", Arial, sans-serif" style="background-color: white; color: #1a1a1b; font-size: 14px;"><i>DISCLAIMER: As 'authentically Chinese' as fortune cookies. Everything I know about Chinese hell I learned from peeking between my fingers when I was 10 y/o at gory sculptures. Sorry Chen Laoshi</i></span></p>Sam Chttp://www.blogger.com/profile/17586453413723852458noreply@blogger.com3tag:blogger.com,1999:blog-3820809921508480440.post-8433480181308218762021-01-21T00:59:00.012-08:002021-01-21T00:59:00.141-08:00Designing an Asian Colonial-Era Sandbox - Part 3 (What is the Empire?)<p> <a href="https://enthusiasticskeletonboys.blogspot.com/2020/08/designing-asian-colonial-era-sandbox.html">Part 1</a></p><p><a href="https://enthusiasticskeletonboys.blogspot.com/2020/08/designing-asian-colonial-era-sandbox_27.html">Part 2</a><br /></p><p><br /></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYvVib_dKm1nUvYxUG48ZjK3_jmtcN6Bsn_g0Lb-I2Xd8J39uM4LCih9aeZQfIxGMN625Y62bV_ISsPr4S-VQQQaFaK1R8irkUir6v6jglY4bG_dajhibCVaY7TzIjdC9_6g0FKGHgWUSJ/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="454" data-original-width="705" height="206" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYvVib_dKm1nUvYxUG48ZjK3_jmtcN6Bsn_g0Lb-I2Xd8J39uM4LCih9aeZQfIxGMN625Y62bV_ISsPr4S-VQQQaFaK1R8irkUir6v6jglY4bG_dajhibCVaY7TzIjdC9_6g0FKGHgWUSJ/" width="320" /></a></div><br /><br /><p></p><p><b>WHO OR WHAT IS THE EMPEROR?</b></p><p>1. Tween-king, spoiled and ignorant, prone to whimsical decrees</p><p>2. Mummified corpse, as interpreted by coterie of court-mediums</p><p>3. A revolving door of princelings continually assassinating each other</p><p>4. An especially holy rock, covered in mantras for how to live</p><p>5. Title shared by three different individuals, bureaucracy paralysed</p><p>6. Ate an immortality peach. Seven hundred years old, irredeemably senile </p><p>7. Gnomic pronouncements dispensed by proto-Babbage-Engine</p><p>8. Highest-ranking scholar, but 'knowledge' is a thousand years out of date</p><p>9. A broken-telephone system of eunuchs relaying information to and from a baffled king</p><p>10. Absolutely NOT a horse wearing a robe. It is a crime to even think that.</p><p><br /></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgg6gU9U439JguXmduYqYlodEmohdKKO4jham5H_Wjs-tfIPYRHdh-xWk7uRkpL-4xWTfsGCaMo2XvgxtC0NZ0TZXzKzinlZEVgyqbszZMwGkWQFJUkMITC-calw7qnq1R-_WPwOQz_0yRD/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="957" data-original-width="768" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgg6gU9U439JguXmduYqYlodEmohdKKO4jham5H_Wjs-tfIPYRHdh-xWk7uRkpL-4xWTfsGCaMo2XvgxtC0NZ0TZXzKzinlZEVgyqbszZMwGkWQFJUkMITC-calw7qnq1R-_WPwOQz_0yRD/" width="193" /></a></div><br /><br /><p></p><p><b>WHAT WAS THE EMPIRE'S STRENGTH, NOW A LIABILITY?</b></p><p>1. Vast and powerful military ... now obsolete and shackled to centuries-old tactics</p><p>2. Meritocratic civil service exams ... now a Kafka-esque profusion of minor bureaucrats</p><p>3. Famous thinkers and scientists ... now calcified into tradition-bound schools</p><p>4. Rich and affluent trade cities ... now competing fiefdoms ruled by rival families</p><p>5. Unifying national religion ... now geomancers and diviners obsessed with interpreting signs</p><p>6. Monasteries as centers of culture ... now a profusion of competing apocalypse sects</p><p>7. Government by organised ministries ... now obsessed with court infighting</p><p>8. Independent and capable clans ... now a scattering of bandit-kings and warlords</p><p>9. Thriving merchant economy ... now actively profiteering in collusion with outsiders</p><p>10. Elaborate public works ... now prone to failure with consequent flood/famine/earthquakes</p><p><br /></p><p><b>WHAT DOES THE EMPIRE HAVE THAT IS VALUABLE TO OUTSIDERS?</b></p><p>1. Conqueror-worm silk</p><p>2. Medicinal fungi</p><p>3. Necromantic bone-china</p><p>4. Radiant jadestone</p><p>5. Tea. It's very good tea</p><p>6. Longevity pears</p><p>7. Wool-monkey fabrics</p><p>8. Porcelain serving-golems</p><p>9. Hell-turtle ivory</p><p>10. Edible dream-scrolls</p><p></p><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><p></p>Sam Chttp://www.blogger.com/profile/17586453413723852458noreply@blogger.com0tag:blogger.com,1999:blog-3820809921508480440.post-8945967719383843152021-01-18T03:03:00.007-08:002021-01-18T03:26:30.333-08:00Mutiny Rules / Pay<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrBKTH8O-k0UMD3GqzeWIvqxsA1I1ndj0RK1PD36umovLil42K0pGilCLzzZ0TXpV59dDjiA3Qhu6DKZ46zJehhteqLtn9ByuQPITeRaR8R52PR9qllUu-AyyC8Yvw8HXmCQrEL1hPJtKi/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="413" data-original-width="620" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrBKTH8O-k0UMD3GqzeWIvqxsA1I1ndj0RK1PD36umovLil42K0pGilCLzzZ0TXpV59dDjiA3Qhu6DKZ46zJehhteqLtn9ByuQPITeRaR8R52PR9qllUu-AyyC8Yvw8HXmCQrEL1hPJtKi/" width="320" /></a></div><br />Rules are generated out of necessity.<p></p><p>A few sessions ago, my players ran out of food and tried to eat their own crew for the second time. The crew has been entirely wiped out and re-hired three times now.</p><p>I need some mutiny rules.</p><p>I played around with modifying the Injury and Death / Ship Damage rules for simplicity and consistency, but I'm thinking of trying a Dice Pool instead for that ol' gambling feel. </p><p><b><u>MUTINY RULES</u></b></p><p>When PCs give their crew a reason to be dissatisfied, <b>Add Dice</b> to the <b>Mutiny Pool</b><i>, </i>then roll all the dice in the pool.</p><p><b>Minor Grievance (+1d6)<br /></b>- Crew is inconvenienced or treated poorly<br />-<span style="mso-spacerun: yes;"> </span>Crew is forbidden from doing something
they want to do<br />- Crew members are placed in danger</p><p class="MsoNormal"><b>Significant Grievance (+2d6)</b><br />- Crew members are killed in the normal course of events<br />- Crew members are placed in reckless danger<br />- Crew is promised pay, and they are not paid<br /><br /><b>Severe Grievance (+4d6)<br /></b>- Half the crew is killed <br />- Each week at sea with no food<br />- Crew is actively sacrificed for the PC's benefit, and the Crew finds out</p><p class="MsoNormal">If any dice show a <b>1</b>,<b> </b>roll 1d8 on the <b>MUTINY TABLE </b>and <b>add the number of dice in the Mutiny Pool (MP). </b></p><p class="MsoNormal"><b>MUTINY TABLE </b><br />1-2: MP +1D. No other effect<br />3-4: MP + 2D. No other effect<br />5-6: MP + 1D Crew is demoralised. Impaired Damage to enemies of the PCs until the next Port Rest <br />7-8: Crew demands additional pay now (Does not count as Port Rest, not paying is a Grievance)<br />9-10: MP +2D. Crew is fractious. They refuse to fight at all until the next Port Rest. <br />11-12: MP +3D. Crew is openly rebellious. They refuse to take any orders without incentives<br />13+: Mutiny! The crew attacks the PCs and tries to seize the ship</p><p class="MsoNormal"><b>PORT REST</b><br />To reset the <b>Mutiny Pool</b>, PCs must let the crew rest in town for a week and pay them their regular wages. This replaces the old system of paying wages regularly: now wages are a way to reset the Mutiny Pool.</p><p class="MsoNormal">The idea of wages isn't very piratical, but I don't like the math that comes with calculating loot shares.</p><br />Sam Chttp://www.blogger.com/profile/17586453413723852458noreply@blogger.com7tag:blogger.com,1999:blog-3820809921508480440.post-62752163712840310012020-08-28T20:02:00.003-07:002020-08-28T20:02:50.178-07:00What Are Goblins?<div style="text-align: left;">Much has already been written regarding the Eastern Orcs, and the Great War. In recent years, some scholars have proposed daring counter-factuals claiming that Orcs have been horribly misrepresented, that rather than the dumb brutish creatures of legend, they are in fact proud and noble individuals with complex societies. There have been furious debates in academia, and more than one pot of ink has been thrown in anger. </div><div style="text-align: left;"><br /></div><div style="text-align: left;">All scholars still agree, though, that goblins are little shits. </div><div style="text-align: center;"><br /></div><div style="text-align: center;"><img alt="https://static.tvtropes.org/pmwiki/pub/images/first_edition_illustration.jpg" height="355" src="https://static.tvtropes.org/pmwiki/pub/images/first_edition_illustration.jpg" width="400" /></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><br /></div><div style="text-align: left;">Goblins are grown from fungus, the result of a well-meaning wizard's experiment to manufacture a childlike, innocent race who would playfully frolic through his private domain. We know this from reading what remains of the original wizard's smeared and blood-stained notebooks. (Scholars debate whether the crude, childlike drawings of the wizard that deface the pages are evidence that goblins can feel affection.)</div><div style="text-align: left;"><br /></div><div style="text-align: left;">Goblins are raw id. If orcs are said to be brutish violence made flesh, goblins are immature selfishness and lack of empathy. </div><div style="text-align: left;"><br /></div><div style="text-align: left;">They are psychotic toddlers, with less impulse control.</div><div style="text-align: left;"><br /></div><div style="text-align: left;">If you shout at a goblin it might cry and sniffle, and tug at your hem and keep saying sorry through the snot. If you shout at a group of goblins they might also cry and sniffle, or they might flash their sharp teeth and giggle and experimentally start poking you with short, dirty spears to see what you'll do next.</div><div style="text-align: left;"><br /></div><div style="text-align: left;"><br /></div><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><img alt="Blisterstick萨满艺术" height="234" src="https://i.pinimg.com/564x/d3/58/99/d35899b09fa04cc7124cefb215631694.jpg" style="margin-left: auto; margin-right: auto;" width="320" /></td></tr><tr><td class="tr-caption" style="text-align: center;">By Svetlin Velinov for Magic: The Gathering<br /></td></tr></tbody></table><br />Goblins have no sense of personal space. They'll crowd around you, pick at your clothes, take things without asking, put it in their mouths to see what it tastes like. They think it's funny when things break, or blow up. They'll play with something until it stops working, and then they'll get bored and throw it away.<div><br /></div><div>A group of goblins is called a gaggle, which is like a giggle but with more kidnapping. </div><div><br /></div><div><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody><tr><td><img height="296" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUWdvseorUJhRVMRoE6J4m8PH3NxA2ENZYmrBpH_5LvuNUT0ypP8khoqxVRdPQj1mD-ytMS6l3LsOzkb5pB_XUHlV_vkcMMI9ZTXwDFuPLX9G4kEFO2zcUIe8gNWWvF8owRCUiKRuX7KQ/w400-h296/fungus+goblins+preview.jpg" style="margin-left: auto; margin-right: auto;" title="By Scrap Princess" width="400" /></td></tr><tr><td class="tr-caption">By <a href="http://monstermanualsewnfrompants.blogspot.com/">Scrap Princess</a></td></tr></tbody></table></div><div><br /></div><div>The goblin chief is the one with the strongest imagination and ability to impose that imagination on other goblins. Individually, a goblin just breaks things and is a nuisance. Together, a gaggle of goblins can collaborate with the single-minded focus of children at play. Their play always involves copying something they've seen before.</div><div><br /></div><div>They'll steal cannons and pretend to be an army. They'll dress up in the clothes of villagers, and put on short skits pretending to be humans. They'll raid the manor house, kill the duke and all his servants, and live there for a week wearing powdered wigs and pretending to serve each other tea. </div><div><br /></div><div><br /></div><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><img alt="Jumpstart Historic Goblins Theorycraft • MTG Arena Zone" height="294" src="https://i0.wp.com/mtgazone.com/wp-content/uploads/2020/07/5598-muxus-goblin-grandee.jpg?fit=900%2C661&ssl=1" style="margin-left: auto; margin-right: auto;" width="400" /></td></tr><tr><td class="tr-caption" style="text-align: center;">By Dmitry Burmak<br /></td></tr></tbody></table><div><br /></div><div>When they're not pretending, they sit around and complain all the time about how <i>boring</i> it is and how nothing ever happens. That's when they get into fights with each other. Bored goblins are always delighted to meet new people. New people are like toys: they're fun to play with, and if they break you can always go and get new ones. They might pretend they'll help you navigate the dungeon. They'll lead you through traps, giggling as they go, or take you to the Manticore's lair to see who would win. Or they might play pretend and make you their king, or decide that you're their best friend. They'll probably believe this, too, for as long as they play.</div><div><br /></div><div>You might be safe, for a while, if you play along, but their games get more and more murderous. </div><div><div><br /></div><div>They usually end with you being eaten. <br /><div style="text-align: left;"><br /></div><div style="text-align: left;"><br /></div></div></div>Sam Chttp://www.blogger.com/profile/17586453413723852458noreply@blogger.com0tag:blogger.com,1999:blog-3820809921508480440.post-40218042877572812562020-08-27T18:44:00.016-07:002020-09-17T19:40:01.785-07:00Designing an Asian Colonial-Era Sandbox - Part 2 (Representation), but this actually became a full-length essay<p>You can't talk about designing anything for play 1) during the Colonial era and 2) in a pseudo-Asian setting today without talking about the representation of cultural tropes.</p><p><b>Problem the first:</b> One problem with designing non-generic D&D has to do with implicit tropes that players/GMs might not have access to. OSR D&D can get away with brevity because it relies so much on a shared pop-cultural knowledge: nobody needs to be told what a 'goblin' is, everybody understands the Baron is somebody important. </p><p>In TTRPGs, where the curated space is imaginative and shared, the work of presenting new tropes is doubly hard. The GM has to learn / adopt new tropes <i>AND </i>communicate them to the players, <i>AND </i>the table then has to engage in a shared construction of the play-space. Basically: it's hard to get a table to imagine tropes they're not already familiar with. </p><p><i>(Sidenote: Electric Bastionland and the UVG are interesting to me because they ALSO draw on implicit tropes, just not 'generic' fantasy ones. EB evokes tropes about the City, and the experience of living in an urban space. UVG draws on Mad Max, psychedelia, Dune, and maybe Barsoom - edit: especially the art of Moebius)</i></p><p><img alt="Edgar Rice Burroughs: Beasts of Barsoom" height="302" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJbN1vo1G78Ld2KLDX7x3uVC_xpNWI_LqW3vX1iEekOTw1zHN0eDbP4qhluxjJwVPBSu4EWV43hhy_phXGQwe5M54_i_C41Ks8koj_9XuKSDE-wUt453iY9-xNgyLUSFUXPaqONwrzfuIm/w320-h302/barsoom-jusko.jpg" width="320" /></p><p><b>Problem the second: </b>When introducing tropes to do with real-world cultures, there's a tricky line between appreciating and parodying. More so because today, the line between 'Cultural Appreciation' and 'Cultural Appropriation' is thin, and seems to shift constantly. What discussions of 'Cultural Appropriation' can miss is that <i>everyone</i> is engaged in an artificial construction of 'culture'. My experiences as a Chinese person living as part of a diaspora in a 21st century city are worlds apart from the experiences of a Chinese person in 19th-century Qing Dynasty China. The experiences of a 21st century British person playing through D&D are worlds apart from the cultural assumptions of, say, 15th century Chivalric fiction (which is itself distinct from the <i>experience </i>of actually living in the 15th century), but there isn't that baggage of 'appropriation' if you get knights wrong. </p><p>Problem: my imaginative space labelled 'East Asia' is a melting pot of Hong Kong martial arts movies and Zhang Yimou films and Ghost in the Shell and Hayao Miyazaki and the time I took a trip to see the Forbidden Palace in Beijing. <i>I'm making it up too. </i></p><p>Essentially, when I talk about designing an 'Asian' setting, I'm constructing an artificial pastiche of ideas as much as anybody else. Obviously, this doesn't mean that anyone should throw together some Asian tropes and call it, say 'Oriental Adventures'. But it does mean there is no platonic ideal of cultural representation, because what exactly does it mean to be, eg, 'authentically Korean' in the 21st century? Products that claim to be culturally 'authentic' are really just throwing around marketing buzzwords.</p><p><img alt="Oriental Adventures - Wikipedia" src="https://upload.wikimedia.org/wikipedia/en/thumb/9/97/Oriental_Adventures_1st_Edition.jpeg/220px-Oriental_Adventures_1st_Edition.jpeg" /></p><p>TTRPGs striving for 'authentic' might try their hardest to evoke 'Asian' tropes, but they often end up flattening them. I once attended a cross-cultural business talk about doing business in China (it was a bit like an out-of-body experience). The speaker (not Chinese) talked about the importance of <i>face</i> and <i>shame culture</i> and <i>authority, </i>which is a bit like someone insisting the keystones to British culture are <i>tea</i> and <i>not making a fuss</i>. Like, <i>kind of</i>, but not really? </p><p>This <i>also </i>applies to POC/Asians writing in diaspora culture. It is tempting for <i>me</i> to flatten Chinese culture into, say 'kinship ties', and then pretend that this motivates all sorts of behaviour, when really, people are people everywhere you go. They have similar motivations: they love their kids. They don't want to starve to death. They try to avoid harming people they care about. They like things being comfortable, and predictable, and generally don't like extreme change. Emphasising cultural <i>difference</i> can exoticize, when I think there's more that unites us as humans than sets us apart. </p><p>How many TTRPG East-Asian influenced products start with chapters waxing lyrical about 'The Way of the Samurai', or 'Duty and Honour', or some reference to the Tao or the Elements or the Spirits of Air and Water, as if these were the keys to comprehending what 'Asian' is? </p><p><i>(Sidenote 1:This is also the same problem that European representations of Asia have had for ages, the idea that understanding some cultural <u>mythos</u> is key to interpreting <u>political behaviour</u>. See 19th century attempts to essentialise Chinese culture from Staunton's translation of the Qing legal code, or for a more modern version, how Frances Fitzgerald's 'Fire in the Lake' tried to explicate Vietnam War revolutionaries by saying that the Vietnamese were just culturally <u>different,</u> rather than engage with how American policy consistently alienated the populace for very evident reasons.) </i></p><p><i>(Sidenote 2: About the use of the word 'Asian'. I've never actually heard the label 'Asian' used self-descriptively, outside of places with overseas diaspora communities like the US and the UK. In South-East Asia, people will say they are Thai or Korean or Chinese, because there are large differences between these cultures. You might get discussions about 'Asian parenting styles' or 'Asian education', but it's as broad as the term 'Westerner'.</i></p><p><i>...There's a whole 'nother discussion about how/why 'representation' is much more of a concern for overseas diaspora cultures or minority cultures than majority-cultures. Koreans in South Korea are generally far less concerned about 'representation' than Korean-Americans in the US.)</i></p><p><b>Problem the third:</b> TTRPGs rely on a shared understanding of how the world works in order for players to take meaningful actions. At the most basic level, players need to assume that real-world physics are in play in order to meaningfully make a boulder-trap. At a social level, players expect that their actions will evoke comprehensible reactions from others. Certain actions are laudable and win respect. Other actions are reprehensible and incur disapproval. While sometimes GMs can play with this expectation to create a twist (<i>eg the monster the PCs killed is actually sacred to the villagers, and now everyone is mad</i>), a world that functions on <i>very different</i> social dynamics is one where PCs end up feeling continually alienated and bewildered. </p><p>In a continuation from Problem the Second, this is why so many TTRPGs that try to 'represent Asia' (usually China or Japan), insert very unsubtle mechanisms for guiding PCs to engage with 'Asian' dynamics. Thus, you have <i>giri tracks </i>and <i>honour points</i> and <i>Face scores</i> or whatever mechanic, to try and get players to engage with these different (and implicitly alien) social dynamics. The idea is that players are meant to learn how <i>culturally distinct </i>this setting is, but it ends up being like Romance Points in Mass Effect, where if you hit the 'nice' option enough you can get an NPC to sleep with you.</p><p><i>If I get 12 more honour points, the Daimyo will give me a castle! </i></p><p><i>Oh no, this betrayal has hurt my Giri-score. My PC is now depressed.</i></p><p>It's a bit like trying to make an 'American RPG' where PCs constantly have to manage 'Freedom Points' as a metacurrency. You could, but it would scan as parody, wouldn't it? </p><p><img alt="L5R RPG – Strange Assembly" height="320" src="https://i2.wp.com/www.strangeassembly.com/wp-content/uploads/2020/01/Winters-Embrace-cover.jpg?resize=816%2C980&ssl=1" width="266" /></p><p><b>MY GRAND UNIFYING SOLUTION:</b> </p><p>Give up, and don't bother. Thanks for coming to my TED talk.</p><p><b>WAIT REALLY?</b></p><p>Yes, really! </p><p>I'm not aspiring to make a 'culturally authentic' setting, partly because I'm drawing inspiration from India/China/Japan so it's all pastiche anyway, and partly because I'm more interested in creating a space that explores a period, and letting people fill in the blanks. </p><p>Put another way, nobody plays D&D-as-written to get in touch with, say, their Irish-Catholic roots. But you can bet there's an Irish-Catholic GM and their players somewhere who've put <i>something</i> of their childhood into the NPCs or settings or locations they wrote up. I want a D&D where people like me can put in Oni and Hungry Ghosts and Fortune Cats <i>if they want to</i>, and not feel like they're setting up shop over Tolkien's grave.</p><p>This means that setting-creation will be collaborative. I'm hoping I can write something that any group can riff off-of, rather than something where people outside South-East Asia don't dare to play it because they'll do it 'wrong'. </p><p><b>...THAT'S A LOT OF WORDS FOR JUST D&D WITH SERIAL NUMBERS FILED OFF</b></p><p>Well, not quite. </p><p>Even if the actual cultural touchstones are hazy, I'm still calling it 'Asian Colonial-Era Sandbox Play' because I want it to evoke a broad <i>experience</i>. Even if you're playing members of a mushroom-empire getting colonised by psychic moles and mecha-squids, there's certain genre assumptions and principles to guide play. </p><p>If anything, I want to represent the <i>material experience</i> of colonisation interacting with the fall of empire. I want to complicate the narrative that colonialism involves bad actors with agency attacking a passive victim. I want PCs to consider if collusion <i>makes sense in the moment, </i>even if the wider consequences are to accelerate the collapse of a failing structure.</p><p>There'll be tea-houses and calligraphy schools and officials in sedan chairs. It will probably be entirely implicit in the random tables I draft, and vague enough to leave lots of gaps. I also want to preserve the weirdness of the OSR, so like it'll probably be caterpillar-men carrying sedan chairs.</p><p>I also really appreciated Chris McDowall's short, punchy guides for how to describe locations and types of characters in <i>Electric Bastionland. </i>I could probably do something similar for officials, villagers etc. </p><p><b>PRINCIPLES FOR REPRESENTING THE FALL OF EMPIRE / COLONIALISM (First pass)</b></p><p><u>1. EVERYONE IS A PERSON<br /></u>This is the most important one. The tribespeople are people. The colonialists are people. The emperor's court is full of people. Everyone has motivations for what they're doing. Their motivations could be wrong, superstitious, selfish or corrupt, but they're still understandable motivations.</p><p><span><u>2. THE EMPIRE IS THE WORLD</u><br />The collapsing empire is the centre of play, in the same way that the <i>Middle Kingdom </i>is better translated as <i>The Central Kingdom</i> or <i>The Centre of Everything</i>. There's other places, but they are all judged in relation to the empire. </span></p><p><span><u>3. THE EMPEROR IS FAR AWAY, LONG LIVE THE EMPEROR</u><br />The sources of moral authority in the empire are unchanged, even if the material reality is shifting. Experience first-hand the dissonance of everyone saying they respect and venerate the emperor even as they rebel against him, because 'well he's just very badly advised by corrupt eunuchs so THIS is his true will'. (See what I mean by 'everyone is more similar than different'? Compare: the complex relationships of monarchs with popes, when moral authority =/ material authority)</span></p><p><span><u>4. IF ANYONE IS REALLY ALIEN, IT'S THE FOREIGNERS</u><br />The PCs have an understanding of the culture they're in, though they might meet strange sects, cults or deviant groups that defy the norm. The foreigners? Emperor knows what they're about. Every foreign empire has customs that are incomprehensible and defy common sense <i>to the PCs</i>. Ask your players to make some up. If you have fantasy-France as a colonial power, add a little something that emphasises how alien they are. Maybe they eat their dead. Maybe public nudity is not a taboo. Just bear in mind rule 1.</span></p><p><u>5. COLLABORATE ON YOUR SETTING</u><br />Talk it out with your players as adults. Spend Session Zero discussing features of your setting, bring in the tropes that people want to see. My setting is influenced most by China, and a little bit of India and Japan, but if you want to do something themed around, say, Portuguese touchstones, why not?</p><p><u>6. SET BOUNDARIES<br /></u>Additionally, there's all this <i>other</i> stuff in the Colonial-era that people might not want to deal with. Drugs and racism are very much a part of the Colonial Experience(TM), but if your table doesn't want to deal with that you can toss it out. Enthusiastic Pirate Bois has animal-races, which 1) makes it easier for PCs to remember that Moles hate Frogs and 2) is, for me at least, an acceptable level of fantasy racism. But do what works for your table. </p><p><u>7. PROBABLY DON'T DO ANY ACCENTS THOUGH</u><br />They're rarely as good as you think.</p><p><b><u><br /></u></b></p><p><b>GM GUIDE (A sample)</b></p><p><b>When the players meet an Official...</b><br />- Give them a formal title, which they will insist on<br />- Give them something they are meant to be in charge of<br />- Show how they are much less in charge of that thing than they say<br />- All excuses are made with reference to the emperor and his laws<br /><i>(Note: Make a random table called 'What is this Official's Excuse Now?')<br /></i>- Never directly acknowledge a loss of authority<br />- Give them a problem they need help with<br />- Always ask for help indirectly</p>Sam Chttp://www.blogger.com/profile/17586453413723852458noreply@blogger.com13tag:blogger.com,1999:blog-3820809921508480440.post-66133291129953019502020-08-21T23:28:00.009-07:002020-08-22T07:21:25.338-07:00Designing an Asian Colonial-Era Sandbox - Part 1 (Broad Strokes)<p><img alt="A long, racist and bloody history lies behind colonialism - The Boar" height="213" src="https://theboar.org/wp-content/uploads/2018/01/James_Gillray_-_The_Plum-Pudding_in_Danger_-_WGA08993-compressor-e1516984868233.jpg" width="400" /></p><p><b>LONG-ISH INTRO:</b></p><p> I have a White Whale: ever since I read Richard G's take on a <a href="https://lurkerablog.wordpress.com/2017/06/15/counter-colonial-heistcrawl-previous-high-scores/">Counter-Colonial Heistcrawl</a>, I've wanted to write a simple ruleset and sandbox-creation toolkit for a game revolving around the experience of Colonialism in South and East Asia. I want to engage with some of the ideas Richard raises, and make something that engages with the narrative space around colonialism, something that relies on stripped-down New-School-Revolution type game-play that players can easily engage in.</p><p>It wouldn't aspire to historical accuracy at all, in the same way that D&D doesn't aim to emulate eg 13th century Italian medieval culture, but is a hodgepodge of hundreds of years of McEurope tropes.</p><p>And I want it to take place in a play-space that has as its backdrop the massive upheavals of 17th and 18th century colonialism, in the same way that D&D relies on the backdrop of European feudalism, American Manifest Destiny expansionism, and centuries of heroic poetry mashed together.</p><p>Book references / Side note: I've been reading <a href="https://en.wikipedia.org/wiki/The_Anarchy_(book)">The Anarchy by William Dalrymple</a> and <a href="https://en.wikipedia.org/wiki/Imperial_Twilight">Imperial Twilight by Stephen Platt</a>, both excellent books. To the extent that <i>history</i> is really a kind of narrative structure imposed on the past, I've always felt that modern treatments of <i>colonialism </i>tended to subsume entirely different experiences under a simplistic heading. 'Colonialism' in the Americas, in Africa, in East Asia and South Asia, all get lumped together. Thus, in the popular imagination, <i>colonialism </i>in all its forms becomes a straightforward plundering of unsuspecting foreign civilisations. In this narrative, the <i>colonial project</i> is driven on the one hand by white-man's-burden type theories of racial superiority and on the other by the judicious application of Enlightenment-era gunpowder technology against proud-but-ultimately-sclerotic native armies.</p><p>There's a reductive danger with these tropes, because if you engage with <i>colonialism</i> using this lens, then you have a couple of options if you want to represent colonialism in a D&D-style RPG:</p><p>1. The PCs play your standard murderhobo game but - <i>surprise! - </i>they're actually invaders harassing hapless natives. </p><p>2. The PCs play as members of the <i>colonised races</i> and engage in power-fantasy where they unite the tribes and throw out the hated oppressor. (This style of play might also feature Noble Savage natives, with access to the spirits of the land or ancestral ghosts or similar Disney-Pocahontas nonsense.)</p><p>3. The PCs engage in heroic-but-doomed gameplay as they play through the steady defeat of the colonised peoples</p><p>This is a problem because it's really just replicating the paradigm of oppressors-vs-victims. You can dress it up by making the victims less sympathetic - <i>ooh moral complexity! we saved these natives, but it turns out they practice suttee! - </i>or by making individual oppressors more sympathetic <i>- ooh, this governor genuinely wants to help the people, but he represents a foreign power! -</i> but you're really still placing colonised peoples in the passive position of having/resisting things done <i>to </i>them. Colonialism is a kind of semi-divine apocalypse, arriving from outside.</p><p><img alt="Image - Digital Journal" height="199" src="https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcRm1RI0jlxLs5u-HJ0w_skBHP749G8tpYyzCVVOgAGZ3qpmFaVKswwHIMPpM9LG54RrVhFiBdrdpJsBJWUKOgqR9RFDRMb0nwSNlw&usqp=CAU&ec=45690275" width="400" /></p><p>What this ignores is that the experience of colonialism in Asia (particularly India and China) is really the experience of the downfall of empires. Both the Mughal Empire and the Ming/Qing Dynasty were, at the point of contact with European traders, hugely rich and powerful civilisations. And both these empires collapsed slowly, over decades, as much because of internal divisions, mismanagement and weak political systems, as because of European aggression. European colonialism becomes the catalyst that accelerates the process of decay, with wealthy traders backed up by national militaries taking advantage of local conditions to expand opportunities for profit.</p><p>So what you have is a powerful empire at the point of maximum disequilibrium, with multiple factions taking advantage of a breakdown of established order, the introduction of individuals from widely disparate cultures trying to seize local advantages, and <i>huge</i> amounts of wealth changing hands.</p><p>This is a <i>cracking premise</i> for a game setting. </p><p><img alt="Works Cited White Lotus Rebellion. (n.d.). Retrieved Oct..." src="https://s3.thingpic.com/images/bc/9Wc42ojjdV4TtgnZDqZukahR.jpeg" title="White Lotus Rebellion" /></p><p><b>BASICALLY:</b></p><p>I want to write and play McAsian New-School-Revolution D&D, and put the shifting upheavals from the time of 18th/19th century colonialism front and centre.</p><p>I want Zedeck Siew's <a href="https://www.exaltedfuneral.com/products/lorn-song-of-the-bachelor">Lorn Song of the Bachelor</a>, but a genre, and without the simplistic colonialist-bad / natives-oppressed discourse that dogs so much of modern conversations about colonialism.</p><p>I want tea-houses and fishing villages and merchant junks, and I want frog-men and accursed gunpowder and humid jungles. I want the opulence of Qing Dynasty China but without the assumptions of exoticism. I want <a href="https://en.wikipedia.org/wiki/Water_Margin">Outlaws of the Marsh</a>. I want the PCs to seriously contemplate buying a war elephant and putting a machine-gun on it. </p><p><img src="https://china-underground.com/wp-content/uploads/2017/12/BeijingObservatory-jesuits-in-china.jpg" title="Jesuits in the Imperial Chinese court" /></p><p><b>BROAD STROKE PRINCIPLES:</b></p><p>I want to keep thinking about this. It'd be easy for this to spin out and become so complex that 1) I'll never make anything and 2) nobody will actually engage with it except a history-nerd GM out there somewhere. I'd want something as simple to run as <i>Electric Bastionland</i>, but with structures in place that will naturally lead to the kind of play I'm thinking of.</p><p>In no particular order: </p><p><b>- Cultural exchange alongside cultural chauvinism</b> - Culture is complex. Both colonialist and local empires have individuals who believe in the superiority of their own nation. Locally, cultural contact results in <a href="https://en.wikipedia.org/wiki/Y%C5%8Dshoku">fusion</a> as well as conflict. Foreigners 'go native', locals adopt foreign dress and seek foreign knowledge as part of attempts to modernise. </p><p><b>- Locals are not scientifically illiterate, exotic, or mystical</b> - Locals are unable to compete because they lack the industrial base / are too fragmented, not because they're ignorant. By this point, locals are able to replicate foreign military technology / tactics on a small scale. Locals have access to magic, but so do foreign empires.</p><p><b>- Colonial indifference, profit motive, and rivalry </b>- Colonialist empires are fragmented: there is no single invading army, but there are individual trading towns, merchant companies and military detachments. The colonial theatre is an afterthought in comparison to vaster conflicts elsewhere. Colonial empire moves are always rooted in small-scale grabs for profit or advantage, or to play out inscrutable national rivalries.</p><p><b>- Colonial power</b> - Colonialist empires are powerful. A single squadron of ships-of-the-line can wipe out a major port city. What stops this from happening is that 1) the status quo is too profitable 2) empires can achieve their goals through other, less drastic means and 3) other powers can send an equally powerful fleet </p><p>- <b>Unstable power dynamics (trios are the most unstable) - </b>There are 3 major colonial empires, each operating through merchants and proxies. There are multiple warlords / princes / chiefs with competing interests. There are multiple factions in the local empire's court. </p><p>- <b>Local collusion as much as local resistance </b>- Princes hire foreign detachments to press their claims against rivals. Colonial empires back particular factions at different points. Local overseers run plantations and mines for foreign merchants. </p><p>- <b>Collusion occurs vertically across social class </b>- Local princes might align themselves with a foreign power. Local soldiers serve in <a href="https://en.wikipedia.org/wiki/Sepoy">sepoy companies</a>. Local merchants form the bulk of the economy in a foreigner-run trading town. </p><p><b>- PCs are given ample opportunity to collude </b>- Collusion is far more profitable than resistance. Choices made to collude now result in unforeseen consequences. A job to rid the foreign-owned mine of ghouls means a rapid expansion in the use of low-paid labourers. Clearing the sea-lanes of pirates leads to an influx of brash foreign merchants. </p><p>- <b>PC freedom of movement - </b>Sandbox play designed around multiple islands / piratical PCs to allow them to go where they want easily. Major powers often don't pursue vendettas to the death: PCs can change sides (though not without consequence)</p><p>- <b>Colonial actions lead to local suffering</b> - In aggregate, colonial control is about maximising short-term profit. Funding for sepoy regiments leads to brutal taxation. Conscripted factory labour leads to famine as fields lack workers. Foreign merchants establishing trade monopolies bankrupts local artisans. Unrestricted free trade leads to the sale of opium, alcohol.</p><p>- <b>Colonial actions lead to local stability - </b>In aggregate, colonial control brings an end to violent chaos. Bandit gangs are eradicated. Trade routes are made safe. Dangerous creatures are eliminated. Violent war between local factions is ended in favour of one side or another.</p><p><b>- Wider events lead to local opportunity </b>- Random world events drive opportunity for the PCs. A rival prince is assembling a treasure fleet. An intelligence war between two colonial powers leads to spying opportunities. The destruction of a prince's army means an ancient dungeon is now unguarded. A mutiny of local soldiers means a new warlord - with a large bounty on his head.</p><p><img alt="What was the result and revolt of 1857? - Quora" src="https://qph.fs.quoracdn.net/main-qimg-e5a792176c3e64c91212ee26c2f0ed2c" /></p><p><br /></p>Sam Chttp://www.blogger.com/profile/17586453413723852458noreply@blogger.com9tag:blogger.com,1999:blog-3820809921508480440.post-60843285580752381622020-07-08T21:17:00.004-07:002020-07-08T21:58:50.916-07:00Gourmet Food Street<br />
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<b style="mso-bidi-font-weight: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;">If you're a player in my home-game, please don't read this! I mean, you could if you want, but just think about the joy of DISCOVERY</span></b></div>
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<span lang="EN-SG">So my pirate wavecrawl game is going great. The players have finished the <a href="https://www.drivethrurpg.com/product/243550/Sacrebleu">Sacre Bleu</a> module (Fairmead is now known as Goblin Republic, which is like Banana Republic but with goblins instead of high fashion) and I seeded a couple of rumour hooks for follow-up stuff. They also have a sentient fungus friend named King Slaver that they dropped off at their home-port, who has set-up in <a href="https://theunlawfulneutral.itch.io/gourmet-street-fantasy-food">Gourmet Food Street</a>.</span></div>
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Last session, I asked the players which rumour they wanted to follow-up on so I could plan for it.</div>
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The unanimous response was FORGET PROFITABLE RUMOURS, LET'S HANG OUT MORE IN GOURMET FOOD STREET!</div>
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I love sandbox play.</div>
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<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;"><img alt=" " height="640" src="https://i.pinimg.com/564x/9f/c5/cd/9fc5cd37a81fdc50f26590908616f761.jpg" style="margin-left: auto; margin-right: auto;" width="280" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Artist unknown</td></tr>
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<b style="mso-bidi-font-weight: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;"><br /></span></b>
<b style="mso-bidi-font-weight: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;">GOURMET STREET FOODCRAWL<o:p></o:p></span></b></div>
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<i style="mso-bidi-font-style: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;">The system is based off the GLOG, and uses
roll-under, the Risk Die from the Black Hack and limited inventory slots. $10=1GP.
Alter to suit your home game. 'Relevant tables' refer to the appropriate food/stall/NPC tables in Gourmet Food Street.<o:p></o:p></span></i></div>
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<b style="mso-bidi-font-weight: normal;"><u><span lang="EN-SG" style="mso-ansi-language: EN-SG;">Mini-Games<o:p></o:p></span></u></b></div>
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<b style="mso-bidi-font-weight: normal;"><u><span lang="EN-SG" style="mso-ansi-language: EN-SG;"><br /></span></u></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;">Food Crawl<br />
</span></b><span lang="EN-SG" style="mso-ansi-language: EN-SG;">Push your luck.
Divide your CON by 2. This is your eating capacity. Whenever you sample a new
dish (roll on relevant table) pay $5, bank 50 bonus XP and roll a die. If you
roll over your eating capacity, you’ve over-eaten! Deathly sick, vomiting, lose
all that bonus XP. Start at d4, increase die size by 1 for each dish. <o:p></o:p></span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;">All U Can Eat<br />
</span></b><span lang="EN-SG" style="mso-ansi-language: EN-SG;">Eating Competition!
$50 entrance fee. Roll up competitor names on relevant table. Divide your CON
by 2. This is your eating capacity. Every round, describe an aspect of your
eating technique and roll a die. If you roll over your eating capacity, you’re
out. Start at d4, increase die size by 1 for each dish. Winner gets a
food-related magic item. Runner up gets $200. <i style="mso-bidi-font-style: normal;">Note: Competitors drop out at the end of rounds 2, 4 and 5.<o:p></o:p></i></span></div>
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<span lang="EN-SG" style="mso-ansi-language: EN-SG;"><i style="mso-bidi-font-style: normal;"><br /></i></span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;">Rich Lads on Tour<br />
</span></b><span lang="EN-SG" style="mso-ansi-language: EN-SG;">5 loudly-dressed
fops from the mainland want to sample ‘local culture’. No taste whatsoever,
will overpay for a ‘local guide’. Show players pictures of food: they have 20
seconds to create a name for the dish. Fops pay $10 per syllable, but won’t buy
if they lose confidence in you. A bonus $20 for a bogus story about the food’s
‘exotic’ origins.<o:p></o:p></span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;">Food Taster – <i style="mso-bidi-font-style: normal;">Diego’s <s>Potions</s> Dishes</i><br />
</span></b><span lang="EN-SG" style="mso-ansi-language: EN-SG;">A wizard is
quitting his stressful wizard job to pursue his dream of being a chef. Wants
volunteers to try his recipes. Unfortunately, his only experience in cooking is
brewing illicit potions for horse-racing. PCs are given $50, and have to roll
on the table. Duplicate rolls just induce vomiting.<o:p></o:p></span></div>
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<td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 251.5pt;" valign="top" width="335"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;">1 </span></i></b><i style="mso-bidi-font-style: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;">Too spicy. Lose 1HP permanently. Your vomit is corrosive. Now, how to
induce vomiting? <o:p></o:p></span></i></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 251.5pt;" valign="top" width="335"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;">2</span></i></b><i style="mso-bidi-font-style: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;"> Garlicky. Disadvantage to all CHA Tests. You smell unpalatable to
monsters.<o:p></o:p></span></i></div>
</td>
</tr>
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<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 251.5pt;" valign="top" width="335"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;">3 </span></i></b><i style="mso-bidi-font-style: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;">Heavy Meal. Your bones turn to Lead. You can’t run, Disadvantage to
swimming. <o:p></o:p></span></i></div>
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</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 251.5pt;" valign="top" width="335"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;">4 </span></i></b><i style="mso-bidi-font-style: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;">Gassy. You swell up, permanently. Lose an inventory slot, Advantage to
floating, Disadvantage to diving.<o:p></o:p></span></i></div>
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</tr>
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<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 251.5pt;" valign="top" width="335"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;">5 </span></i></b><i style="mso-bidi-font-style: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;">MSG-induced premonition. You have a premonition of the future. 1 bonus
reroll this session. <o:p></o:p></span></i></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 251.5pt;" valign="top" width="335"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;">6 </span></i></b><i style="mso-bidi-font-style: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;">Flavour blast. Too intense. Lose your sense of taste permanently. Gain
100XP, transcendental experience.<o:p></o:p></span></i></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;"><br />
Save the Soup <br />
</span></b><span lang="EN-SG" style="mso-ansi-language: EN-SG;">A prominent chef
has slipped and is lying unconscious! The customers clamour for soup, but
nobody is there to cook it! Every round, Test INT to toss herbs and salts into
the pot. Failure = -1 Flavour. Success = +1 Flavour. Start at 0 Flavour. Waiter
comes to serve the soup in Rd8 rounds.<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-SG" style="mso-ansi-language: EN-SG;"><br /></span></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 251.5pt;" valign="top" width="335"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;">Negative Flavour </span></i></b><i style="mso-bidi-font-style: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;">A disaster. Rampant food poisoning, you are banned from this
establishment.<o:p></o:p></span></i></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 251.5pt;" valign="top" width="335"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;">0-1</span></i></b><i style="mso-bidi-font-style: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;"> Unappetising. Customers complain and start to leave. Chef is unhappy
when he wakes.<o:p></o:p></span></i></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 251.5pt;" valign="top" width="335"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;">2-3 </span></i></b><i style="mso-bidi-font-style: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;">Appetising! Soup is saved. Chef tells you he ‘sees a lot of himself in
you’, gives you $150 worth of tips. <span style="mso-spacerun: yes;"> </span><o:p></o:p></span></i></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 251.5pt;" valign="top" width="335"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;">4++ </span></i></b><i style="mso-bidi-font-style: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;">Feted! Customers flock to see the cook and shake them by the hand.
Make a new influential contact. Jealous chef seeks your downfall. (Note: chef
looks like the villain from Ratatouille) <o:p></o:p></span></i></div>
</td>
</tr>
</tbody></table>
<br />
<br />
<div class="MsoNormal">
<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;"><img alt="National Geographic, august 1960 : Pekin, a pictorial record by Brian Brake from Magnum." height="400" src="https://i.pinimg.com/564x/19/b0/76/19b0764d494296f350fca2dfabbb9342.jpg" style="margin-left: auto; margin-right: auto;" width="259" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Brian Brake, National Geographic August 1960</td></tr>
</tbody></table>
<b style="mso-bidi-font-weight: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;"></span></b><br />
<b style="mso-bidi-font-weight: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;"><br /></span></b>
<b style="mso-bidi-font-weight: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;"><b style="mso-bidi-font-weight: normal;"><u><span lang="EN-SG" style="mso-ansi-language: EN-SG;">1d6 Random Encounters</span></u></b></span></b></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><u><span lang="EN-SG" style="mso-ansi-language: EN-SG;"><br /></span></u></b></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 251.5pt;" valign="top" width="335"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;">1 </span></i></b><i style="mso-bidi-font-style: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;">Gang of populist Classicists carry signs, harass a member of the New
Alchemists. A one-sided beating is about to take place.<o:p></o:p></span></i></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 251.5pt;" valign="top" width="335"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;">2 </span></i></b><i style="mso-bidi-font-style: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;">Two guards put up Wanted posters: they seek someone the PCs know. ‘Psst!
Over here!’ A member of the New Classicists waves the PCs over, resentful of local
authority.<b style="mso-bidi-font-weight: normal;"> </b><o:p></o:p></span></i></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 251.5pt;" valign="top" width="335"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;">3 </span></i></b><i style="mso-bidi-font-style: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;">Aggressive tout keeps telling PCs NOT to eat at a particular stall.
Lucio has recently read (and misunderstood) a book on Reverse Psychology.<o:p></o:p></span></i></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 251.5pt;" valign="top" width="335"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;">4 </span></i></b><i style="mso-bidi-font-style: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;">Commotion. A frog-man named Blert is being chased by an angry Brewer
for eating a jellied bloat-fly. ‘Help! Don’t let him get me!’ He seeks his
estranged father, Lutz, lost in the wide world. <o:p></o:p></span></i></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 251.5pt;" valign="top" width="335"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;">5 </span></i></b><i style="mso-bidi-font-style: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;">Angry customers harangue serving staff. At the back, an open door reveals
a chef sprawled on the floor next to a dead rat (See: Save the Soup)<o:p></o:p></span></i></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 251.5pt;" valign="top" width="335"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;">6 </span></i></b><i style="mso-bidi-font-style: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;">Vinegar Knight on street-corner. ‘As the milk curdles and the fruit
rots, so man returns to vinegar!’ Has pamphlets, knows password to the
Pickling-Pits, where the righteous wrestle for the privilege to be interred. They
will pay for rare animal specimens. <o:p></o:p></span></i></div>
</td>
</tr>
</tbody></table>
<br />
<img alt="Where to Find Bangkok's Best Street Food While You Can - The New ..." height="266" src="https://static01.nyt.com/images/2018/04/15/travel/15bangkok1/15bangkok1-superJumbo.jpg" width="400" /><br />
<br />Sam Chttp://www.blogger.com/profile/17586453413723852458noreply@blogger.com0tag:blogger.com,1999:blog-3820809921508480440.post-78586242563835168752020-07-06T23:20:00.000-07:002020-07-08T22:05:48.333-07:00Brevity in Writing, Gythora's RestI've been obsessed with <a href="https://zedecksiew.tumblr.com/">Zedeck Siew's</a> terse, evocative writing style recently.<br />
<br />
Reading through <i><a href="https://athousandthousandislands.itch.io/">A Thousand Thousand Islands</a>, </i>his South-East Asian RPG zine on itch.io, I've been struck by the extent to which he takes sentences to write what other modules would do in paragraphs. There's reams of world-building condensed here.<br />
<br />
Take, for example, the entirety of this NPC entry in the <i>Upper Heleng</i> collection:<br />
<b><u><br /></u></b>
<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;"><img alt="" height="303" 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" style="margin-left: auto; margin-right: auto;" width="320" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">All of these are also up as sample pages on itch.io, so I figure I'm ok to share them</td></tr>
</tbody></table>
<b><u><br /></u></b>
<b><u>SRI JAHISHA, ITINERANT SWORDFISH</u></b><br />
<br />
<i>She struck a deal with Sahong, the fisherman who caught her. She would lend him</i><br />
<i>magic. In return, he would serve as steed and squire.</i><br />
<i><br /></i>
<i>Fed a diet of swordfish vomit, Sahong is one of the strongest men alive. The pair roam</i><br />
<i>the uplands; Sri Jahisha wishes to see the un-oceaned world.</i><br />
<i><br /></i>
That's it. There's that lovely illustration of a man in a sarong shouldering a massive, garlanded swordfish, but that's all the text. Yet there's <i>so much</i> here.<br />
<br />
1. Swordfish can talk<br />
2. Swordfish have a knightly class, or they are knights<br />
3. Swordfish are magic<br />
4. Swordfish vomit makes you strong<br />
5. This NPC pair is up for adventure and exploration. Lots of Don Quixote / Sancho Panza vibes<br />
<br />
That's 5 discrete ideas in about 280 characters. Here's another:<br />
<br />
<img alt="" height="160" 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" width="400" /><br />
<br />
<b><u>AR-YM-SR, ARCHAEOLOGIST</u></b><br />
<i><br /></i>
<i>A famous adventurer, now retired – the demon idols of the interior took too many of</i><br />
<i>his limbs. Will send you on missions.</i><br />
<i><br /></i>
<i>“Six days east, following the Goldfish Canal, there’s a fort. Red walls, too smooth to</i><br />
<i>climb, no entrance.” He chuckles, a predatory grumble. “Thankfully I’ve got this keg</i><br />
<i>of blasting sulfur!”</i><br />
<i><br /></i>
<i>Ar-Ym-Sr buys books and artefacts to destroy them. He locks such things in his under-</i><br />
<i>water treasury, where they rot in the river’s cleansing flow.</i><br />
<br />
1. Crocodiles are NPCs.<br />
2. Demons live in the interior, but there's treasure<br />
3. There's a dungeon hook<br />
4. Someone was building forts around here<br />
5. You could rob this guy maybe<br />
6. Someone might hire you to 'rescue' an artefact from his treasury<br />
<br />
I love it. Go get <i>Thousand Thousand Islands, </i>also because more South-East-Asian fantasy is always a good thing.<br />
<br />
All this is in contrast with <a href="https://shop.swordfishislands.com/the-dark-of-hot-springs-island/#:~:text=Hot%20Springs%20Island%20is%20a%20hexcrawl%2C%20and%20the%20Dark%20contains,lair%20of%20a%20vain%20efreet.">Hot Springs Island</a>, which I picked up recently and was reading through. There's <i>so much</i> <i>text</i> there: the faction summaries take up pages and pages, and if you forget anything at the table, you have to pause the game and spend time skimming. Now, it's a little churlish of me to complain about this, because <i>Thousand Thousand Islands</i> isn't a hexcrawl, and doesn't aim to provide the same kind of tools that <i>Hot Spring Islands </i>does... but I found reading the former a lot easier and enjoyable than making my way through the latter.<br />
<br />
My point is just that this brevity in RPG writing is so useful. Let's talk about some advantages/features of good RPG hooks.<br />
<br />
<b>1. Readability</b><br />
The number one. Short text is easy to read, easy to refer to, easy to look up. Modules with chunks and chunks of text are a <i>pain</i> to run on the fly. We're so used to this that it's standard advice to go through a module with a highlighter <i>before</i> you try to run it: that's always a sign that things aren't designed for play at the table<br />
<br />
<b>2. Freedom to Move</b><br />
Terseness of writing = gaps = space where the GM is free to improvise. The mania for exhaustive detail in RPG writing can be debilitating: there's no space for the GM to make the world theirs. You're trying to replicate someone else's brain-space. See Luka Rejec's <a href="https://www.wizardthieffighter.com/2019/anti-canon-worlds-and-the-uvg/">anti-canon</a><br />
<br />
<b>3. Evokes Discovery</b><br />
OSR play leans heavily on <i>Discovery</i> as one of the <a href="https://theangrygm.com/gaming-for-fun-part-1-eight-kinds-of-fun/">modes of play</a>. Typically, discovery is reserved for the PCs: the GM maps everything out, the PCs explore. Random tables go some way towards alleviating this. Terse, well-written prose that leaves room for imaginative speculation can do this too.<br />
<br />
<b>4. Disequilibrium / Instability</b><br />
This one's more from <i>Apocalypse World</i>. A good hook suggests instability: <i>something </i>will change here, very soon, and PC intervention will only determine the shape and outcome of that change, not whether change happens. The world is a stack of slipping plates, and the PCs enter a chaotic system. Terse writing can leave room for possibility. (not a given, but I'm just putting this here anyway)<br />
<br />
<b>5. Approaches Poetry</b><br />
Nobody really cares about this but me, I think, but that's ok. Treating RPG hooks as a form of poetry, with its own rhythms and movement, is a fun little thing to do.<br />
<br />
Let's try this out. I knocked together a short series of prompts for a competition over the weekend. The prompt was to design or detail a waystation, inn or interstitial travelling space.<br />
<br />
Here's what I made. It's not perfect: the intro para could probably be tightened, and some entries (eg, Location 4) could do with clearer stakes. But it's good enough, for my purposes.<br />
<i><br /></i>
<i>------</i><br />
<i><br /></i>
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<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;"><img alt="ArtStation - Jungle somewhere -for sale 22x15.7" (57x40cm), Arthur Haas" height="400" src="https://i.pinimg.com/564x/c5/20/56/c52056a8fc4629b91f262d503d2e3caf.jpg" style="margin-left: auto; margin-right: auto;" width="270" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">By Arthur Haas</td></tr>
</tbody></table>
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<tr><td style="text-align: center;"></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><br /></td></tr>
</tbody></table>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="clear: right; float: right; margin-bottom: 1em; text-align: center;"><tbody>
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<tr><td class="tr-caption" style="text-align: center;"><br /></td></tr>
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<i></i><br />
<i></i>
<br />
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;">GYTHORA’S REST<o:p></o:p></span></b></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;"></span></b><br />
<b style="mso-bidi-font-weight: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;"></span></b></div>
<div class="MsoNormal">
<span lang="EN-SG" style="mso-ansi-language: EN-SG;">Four days
trek through the lush, alien growths of the lowlands, then another day’s climb
up the hard carapace. There are handholds, crude walkways made of chitin and
scabbing. A luminous sign, mounted with a sticky residue to the side of a
jagged hole that still has traces of dark ichor. <span style="mso-spacerun: yes;"> </span>It’s humid inside, and warm, but the clientele
doesn’t mind. The barkeep scuttles down from the ceiling, cleaning his limbs.<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-SG" style="mso-ansi-language: EN-SG;"><br /></span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><u><span lang="EN-SG" style="mso-ansi-language: EN-SG;">1d6 Fixtures and Patrons<o:p></o:p></span></u></b></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><u><span lang="EN-SG" style="mso-ansi-language: EN-SG;"><br /></span></u></b></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;">1 Kybbir</span></b><span lang="EN-SG" style="mso-ansi-language: EN-SG;"> <b style="mso-bidi-font-weight: normal;">the
Barkeep</b><br />
Cheerful, almost manic. His life-cycle is almost up: already the half-grown
successor-head droops from his torso. Kybbir has 24 hours left to live and is
desperate to leave some trace. He’s heard how some beings ‘paint’: pigments
arranged on a rigid body, pregnant with meaning. Can you teach him?<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-SG" style="mso-ansi-language: EN-SG;"><br /></span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;">2 Jorvi, Low-Gut Diver<br />
</span></b><span lang="EN-SG" style="mso-ansi-language: EN-SG;">Enthusiastic
greetings. ‘Jorvi! Where’ve you been? Come sit by me!’ Jorvi is being piloted
by a gutworm parasite living in his skull cavity, and is looking for somewhere
to lay eggs. Another warm body will do.<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-SG" style="mso-ansi-language: EN-SG;"><br /></span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;">3 Bartlett, Memory-carrier<br />
</span></b><span lang="EN-SG" style="mso-ansi-language: EN-SG;">Guileless, loudly lamenting.
A scout from one of the upper hives, Bartlett is very far from home and doesn’t
know how to get back. His memory sacs are bulging: eat one, and you’ll know the
location of a precious, profitable chamber of untouched biomass. A
scavenger-gang has taken note.<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-SG" style="mso-ansi-language: EN-SG;"><br /></span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;">4 Plotts, Wallstrider Merchant<br />
</span></b><span lang="EN-SG" style="mso-ansi-language: EN-SG;">Pleasantly buzzed.
’Ah, you look a tough sort! Listen: I’m going Up-Gut in a few hours, and I
could use someone like you along for safety!’ Offers a Wallstrider in payment.
The Wallstrider in question is sick with Fungal Rot, and will suddenly drop
dead in 1d4 days while climbing a vertical surface. </span></div>
<div class="MsoNormal">
<span lang="EN-SG" style="mso-ansi-language: EN-SG;"><br /><b>
5 Trill and Trull, Itinerant Missionaries</b><br />
Intense, speaking in staccato-harmony. Two heads emerging from a half-split
torso, preaching the message of Binary Fission. Offers to take you to the Caves
of Multiplicity, where you can be plunged in the Holy Pools to begin the divine
process of splitting.<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-SG" style="mso-ansi-language: EN-SG;"><br /></span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;">6 Diane, Expert Haruspex<br />
</span></b><span lang="EN-SG" style="mso-ansi-language: EN-SG;">Distracted, terse. An
expert navigator with a man-sized retractor strapped to her back for forcing
tight crawl-spaces. Knows all the signs of gut-quake, parasite-swarm,
gas-surge. Last night, she dreamt she drowned to death in a pus-flood. She
knows this is the last journey she’ll ever undertake.<o:p></o:p></span><br />
<span lang="EN-SG" style="mso-ansi-language: EN-SG;"><br /></span>
<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;"><img alt="ArtStation - the OTHERS-'seven sins'-board game, adrian smith" height="400" src="https://i.pinimg.com/564x/3d/3d/a4/3d3da49015be5c97cecc7af133bbe99b.jpg" style="margin-left: auto; margin-right: auto;" width="343" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Adrian Smith</td></tr>
</tbody></table>
<span lang="EN-SG" style="mso-ansi-language: EN-SG;"></span></div>
<div class="MsoNormal">
<span lang="EN-SG" style="mso-ansi-language: EN-SG;"><br /></span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><u><span lang="EN-SG" style="mso-ansi-language: EN-SG;">1d6 Points of Interest<o:p></o:p></span></u></b></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><u><span lang="EN-SG" style="mso-ansi-language: EN-SG;"><br /></span></u></b></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;">1 Enzyme Pools<br />
</span></b><span lang="EN-SG" style="mso-ansi-language: EN-SG;">Past a thin
membrane, someone’s drilled a hole in the soft wall, and installed a tap: pools
of digestive enzymes, mixed with glow-root and hard-flower, the house-special.
There’s competitors that would kill to get theirs hands on a gourd of raw
enzyme.<b style="mso-bidi-font-weight: normal;"><o:p></o:p></b></span></div>
<div class="MsoNormal">
<span lang="EN-SG" style="mso-ansi-language: EN-SG;"><br /></span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;">2 Grub Tunnels</span></b><span lang="EN-SG" style="mso-ansi-language: EN-SG;"><br />
Multi-limbed crawler-urchins squeeze through the tunnels, hunting for bar-grubs
to serve to the patrons. One of them is stuck and calls for help. Unknown to
everyone, a rogue antibody has gotten in the tunnels. Its blind lamprey-mouth
seeks warm prey.<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-SG" style="mso-ansi-language: EN-SG;"><br /></span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;">3 Barman’s Nest<br />
</span></b><span lang="EN-SG" style="mso-ansi-language: EN-SG;">Clusters of
wasp-like eggs, stuck to the walls and ceilings. If left to hatch, this could
be the start of a brand new colony. The largest town in the Gut has put the
word out: none of those eggs must be allowed to hatch. A spy is already casing
the bar, insinuating herself with the other patrons.<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;">4 Nutrient Intake<br />
</span></b><span lang="EN-SG" style="mso-ansi-language: EN-SG;">A slurping, greedy
nozzle like an elephant’s trunk drinks from a nutrient-vat. The Bar itself has
to be regularly fed, for everything to work as it should. Kybbir’s running out
of nutrient-slop, and will pay well for more. <o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-SG" style="mso-ansi-language: EN-SG;"><br /></span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;">5 Lookout Point<br />
</span></b><span lang="EN-SG" style="mso-ansi-language: EN-SG;">A short climb up
through bone-laced tunnels, to a sudden drop. A stunning view of the Gut-Swamps
far below, dimly lit by methane flares. A faint cry, on a lower ridge just out
of sight. ‘Help! Help me!’ A deceitful mimic-fluke waits for fresh prey. <o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-SG" style="mso-ansi-language: EN-SG;"><br /></span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-SG" style="mso-ansi-language: EN-SG;">6 Empty side-chamber<br />
</span></b><span lang="EN-SG" style="mso-ansi-language: EN-SG;">A faint pulsing,
felt through the floor. If you dig, a passageway leads to a chamber with a
secondary brain, with a psychic null-lance still embedded in it from long ago.
The null-lance is a valuable artefact, but if removed, a deep rumble: the
slumbering Gythora himself starts to wake, his titanic limbs stir.<o:p></o:p></span></div>
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<span lang="EN-SG" style="mso-ansi-language: EN-SG;"><br /></span></div>
<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;"><img alt="" height="254" 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" 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<tr><td class="tr-caption" style="text-align: center;">From the British Library's Public Collection</td></tr>
</tbody></table>
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<i></i>Sam Chttp://www.blogger.com/profile/17586453413723852458noreply@blogger.com1tag:blogger.com,1999:blog-3820809921508480440.post-44413544767523469832020-07-02T19:05:00.000-07:002020-07-02T19:05:05.369-07:00Enthusiastic Pirate Bois v1.6 (Updated)I just finished a major update to <a href="https://enthusiasticskeletonboys.blogspot.com/2020/05/enthusiastic-pirate-bois-osr-wavecrawl_17.html">Enthusiastic Pirate Bois (v1.6)</a>!<br />
<br />
The rules and formatting are a lot tighter, and it features the new rules for Detachments and neater ship combat rules. I think it's looking good so far!<br />
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<br />Sam Chttp://www.blogger.com/profile/17586453413723852458noreply@blogger.com0tag:blogger.com,1999:blog-3820809921508480440.post-51348696436849870602020-06-26T01:52:00.001-07:002020-07-06T23:25:25.287-07:00Detachments, Forts and Large-Scale Battles: Part 2, Integrating Sub-systems<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;"><img alt="Don't Mention the Corpses: The Erasure of Violence in Colonial ..." height="222" src="https://www.nlb.gov.sg/biblioasia/wp-content/uploads/2019/08/1-1-e1565856991306.jpg" style="margin-left: auto; margin-right: auto;" width="400" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><br /></td></tr>
</tbody></table>
Note: This post is a continuation of <a href="https://enthusiasticskeletonboys.blogspot.com/2020/06/detachments-forts-and-large-scale-play.html">this post-mortem.</a><br />
<br />
A post on <a href="https://gundobadgames.blogspot.com/2020/05/simpler-domains-warbands-part-4-really.html">Gundobad Games</a> about adapting <i>ItO </i>for Domain-play pointed out solutions for scaling Detachments: to steal from <i>Apocalypse World's </i>lovely gang-system, which I've used before and loved.<br />
<br />
<u>Detachments and Size</u><br />
<br />
The basic idea is that <b>Detachments</b> now have an additional size, based on the number of people in the unit.<br />
Small (20+)<br />
Medium (40+)<br />
Large (80+)<br />
Huge (160+)<br />
<br />
So, two Small Detachments can combine to form a Medium one, two Medium Detachments can combine to form a Large etc etc.<br />
<br />
This means I can still use ship stats with specific Crew Scores, as each point represents 20 sailors. So a Sloop with Crew Score 2 can field 2 Small Detachments, or merge everyone into a big angry Medium Detachment of pirates.<br />
<br />
For every step of size advantage against a target, a Detachment gains <b>+1 bonus dmg die</b>, and <b>+2 AV</b>. (The base +1 dmg / +1 armour in <i>AW</i> is far too low, because it's based around a system where everything has about 6 HP)<br />
<br />
Individuals attacking a Detachment suffer those size penalties, and <b>deal impaired damage (d4)</b> unless they use <b>Area</b> attacks. Detachments can hit multiple individuals at once.<br />
<br />
Instead of HD reflecting size, the HD of a detachment is <b>equal to the HD of a single member</b>. Their damage die is based on equipment. Since there are 20 men per Small Detachment, you'd just multiply the cost of, say, a pistol, by 20 to equip them all with pistols.<br />
<br />
So a Small Detachment of twenty HD3 Grenadiers wielding sabres would look like this:<br />
<br />
<i>Grenadier Detachment, HD3, Small, Sabres (d6)</i><br />
<i><br /></i>
If they go up against an individual PC, they gain +1 bonus dmg die and +2 AV, or:<br />
<br />
<i>Grenadier Detachment, HD3, Small, Sabres (2d6), AV2</i><br />
<i><br /></i>
Considering that individuals always deal impaired damage to Detachments without Blast weapons, that AV2 means there's a 50% chance that lone PC won't make a dent on the unit. But the reverse is true if the Grenadiers go up against 40 goblins: they'll be rolling 1d6 against AV2. Those are still better odds than that PC had, especially since those goblins are HD1 and have 3HP collectively.<br />
<br />
If a Detachment is <b>dropped to zero HP</b>, they <b>drop a size </b>and <b>Test Morale</b>. I'm putting a placeholder <b>1d6 </b>as the Morale Die for now, since Detachment HD doesn't scale that high. A Small Detachment dropped to zero HP is wiped out. This means that there are now 3 failure-states for Detachment-level warfare:<br />
<br />
1) Detachment is destroyed (if it's small)<br />
2) Detachment is reduced but stays in the fight<br />
3) Detachment is reduced and flees / surrenders<br />
<br />
<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;"><img alt="Secrets of the Dead | Spanish and French Battle for Florida ..." height="224" src="https://image.pbs.org/video-assets/ar0OW3h-asset-mezzanine-16x9-m8hi6Sh.png" style="margin-left: auto; margin-right: auto;" width="400" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Fortress rules</td></tr>
</tbody></table>
<br />
<u>Forts</u><br />
<u><br /></u>
Forts use similar principles. They're rare enough that I didn't mind assigning arbitrary HD values, but they all have a <b>Size</b> and <b>additional AV based on the type of fortifications</b>. This also makes it easier to make rulings on what happens if a Detachment were to eg, hole up in a tower. I'd give them either +AV2 or +AV3 depending on whether I thought the tower was closer to a palisade or stone walls.<br />
<br />
As so:<br />
<br />
<table border="1" cellpadding="0" cellspacing="0" class="MsoTable15Grid2Accent3" style="border-collapse: collapse; border: none; mso-border-bottom-alt: solid #C9C9C9 .25pt; mso-border-bottom-themecolor: accent3; mso-border-bottom-themetint: 153; mso-border-top-alt: solid #C9C9C9 .25pt; mso-border-top-themecolor: accent3; mso-border-top-themetint: 153; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: -1; mso-yfti-lastfirstrow: yes;">
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: none; border-top: solid windowtext 1.0pt; mso-background-themecolor: background1; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 100.85pt;" valign="top" width="134"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 5; text-align: center;">
<b><span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">EXAMPLE<o:p></o:p></span></b></div>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: none; border-top: solid windowtext 1.0pt; mso-background-themecolor: background1; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 45.15pt;" valign="top" width="60"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 1; text-align: center;">
<b><span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">SIZE<o:p></o:p></span></b></div>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: none; border-top: solid windowtext 1.0pt; mso-background-themecolor: background1; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 70.0pt;" valign="top" width="93"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 1; text-align: center;">
<b><span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">AV<o:p></o:p></span></b></div>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: none; border-top: solid windowtext 1.0pt; mso-background-themecolor: background1; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 75.05pt;" valign="top" width="100"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 1; text-align: center;">
<b><span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">STATS<o:p></o:p></span></b></div>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: none; border-top: solid windowtext 1.0pt; mso-background-themecolor: background1; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 50.95pt;" valign="top" width="68"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 1; text-align: center;">
<b><span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">SUPPLIES<o:p></o:p></span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 0;">
<td style="background: #EDEDED; border: none; mso-background-themecolor: accent3; mso-background-themetint: 51; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 100.85pt;" valign="top" width="134"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 68; text-align: center;">
<span style="color: black; font-size: 10.0pt;">Outpost<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 68; text-align: center;">
<span style="color: black; font-size: 10.0pt;">(20-man
Garrison)<o:p></o:p></span></div>
</td>
<td style="background: #EDEDED; border-left: solid #C9C9C9 1.0pt; border: none; mso-background-themecolor: accent3; mso-background-themetint: 51; mso-border-left-alt: solid #C9C9C9 .25pt; mso-border-left-themecolor: accent3; mso-border-left-themecolor: accent3; mso-border-left-themetint: 153; mso-border-left-themetint: 153; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 45.15pt;" valign="top" width="60"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 64; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Small<o:p></o:p></span></div>
</td>
<td style="background: #EDEDED; border: none; mso-background-themecolor: accent3; mso-background-themetint: 51; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 70.0pt;" valign="top" width="93"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 64; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Sandbags (+AV1)<o:p></o:p></span></div>
</td>
<td style="background: #EDEDED; border: none; mso-background-themecolor: accent3; mso-background-themetint: 51; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 75.05pt;" valign="top" width="100"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 64; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Level 2, d6<o:p></o:p></span></div>
</td>
<td style="background: #EDEDED; border: none; mso-background-themecolor: accent3; mso-background-themetint: 51; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 50.95pt;" valign="top" width="68"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 64; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">A few days<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border: none; padding: 0in 5.4pt 0in 5.4pt; width: 100.85pt;" valign="top" width="134"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 4; text-align: center;">
<span style="color: black; font-size: 10.0pt;">Wooden Fort<br />
(100-man Company) <o:p></o:p></span></div>
</td>
<td style="border-left: solid #C9C9C9 1.0pt; border: none; mso-border-left-alt: solid #C9C9C9 .25pt; mso-border-left-themecolor: accent3; mso-border-left-themecolor: accent3; mso-border-left-themetint: 153; mso-border-left-themetint: 153; padding: 0in 5.4pt 0in 5.4pt; width: 45.15pt;" valign="top" width="60"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Medium<o:p></o:p></span></div>
</td>
<td style="border: none; padding: 0in 5.4pt 0in 5.4pt; width: 70.0pt;" valign="top" width="93"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Palisade (+AV2)<o:p></o:p></span></div>
</td>
<td style="border: none; padding: 0in 5.4pt 0in 5.4pt; width: 75.05pt;" valign="top" width="100"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Level 4, d8<o:p></o:p></span></div>
</td>
<td style="border: none; padding: 0in 5.4pt 0in 5.4pt; width: 50.95pt;" valign="top" width="68"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">A week<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="background: #EDEDED; border: none; mso-background-themecolor: accent3; mso-background-themetint: 51; padding: 0in 5.4pt 0in 5.4pt; width: 100.85pt;" valign="top" width="134"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 68; text-align: center;">
<span style="color: black; font-size: 10.0pt;">Coastal
Fort <br />
(400-man Battalion)<o:p></o:p></span></div>
</td>
<td style="background: #EDEDED; border-left: solid #C9C9C9 1.0pt; border: none; mso-background-themecolor: accent3; mso-background-themetint: 51; mso-border-left-alt: solid #C9C9C9 .25pt; mso-border-left-themecolor: accent3; mso-border-left-themecolor: accent3; mso-border-left-themetint: 153; mso-border-left-themetint: 153; padding: 0in 5.4pt 0in 5.4pt; width: 45.15pt;" valign="top" width="60"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 64; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Large <o:p></o:p></span></div>
</td>
<td style="background: #EDEDED; border: none; mso-background-themecolor: accent3; mso-background-themetint: 51; padding: 0in 5.4pt 0in 5.4pt; width: 70.0pt;" valign="top" width="93"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 64; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Stone Walls (+AV3)<o:p></o:p></span></div>
</td>
<td style="background: #EDEDED; border: none; mso-background-themecolor: accent3; mso-background-themetint: 51; padding: 0in 5.4pt 0in 5.4pt; width: 75.05pt;" valign="top" width="100"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 64; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Level 6, d10, Large-Scale<o:p></o:p></span></div>
</td>
<td style="background: #EDEDED; border: none; mso-background-themecolor: accent3; mso-background-themetint: 51; padding: 0in 5.4pt 0in 5.4pt; width: 50.95pt;" valign="top" width="68"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 64; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">A few months<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3; mso-yfti-lastrow: yes;">
<td style="border: none; padding: 0in 5.4pt 0in 5.4pt; width: 100.85pt;" valign="top" width="134"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-yfti-cnfc: 4; text-align: center;">
<span style="color: black; font-size: 10.0pt;">Star Fort<br />
(1000-man Regiment)<o:p></o:p></span></div>
</td>
<td style="border-left: solid #C9C9C9 1.0pt; border: none; mso-border-left-alt: solid #C9C9C9 .25pt; mso-border-left-themecolor: accent3; mso-border-left-themecolor: accent3; mso-border-left-themetint: 153; mso-border-left-themetint: 153; padding: 0in 5.4pt 0in 5.4pt; width: 45.15pt;" valign="top" width="60"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Huge<o:p></o:p></span></div>
</td>
<td style="border: none; padding: 0in 5.4pt 0in 5.4pt; width: 70.0pt;" valign="top" width="93"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Reinforced Fort
(+AV4)<o:p></o:p></span></div>
</td>
<td style="border: none; padding: 0in 5.4pt 0in 5.4pt; width: 75.05pt;" valign="top" width="100"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Level 8, d12, Large-Scale<o:p></o:p></span></div>
</td>
<td style="border: none; padding: 0in 5.4pt 0in 5.4pt; width: 50.95pt;" valign="top" width="68"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Years<o:p></o:p></span></div>
</td>
</tr>
</tbody></table>
<br />
Forts would <i>also</i> benefit from Size advantages. It's suicide for a Small Detachment to attack a Star Fort: it has AV10 AND deals 3d12 damage relative to them.<br />
<br />
PCs can attempt missions to lower individual stats: undermining the walls might lower AV, or sabotaging the powder stores might reduce that damage die. Forts should be very hard to take without subterfuge and advance planning, or a huge force-advantage. Or you could siege them.<br />
<br />
Forts can <b>create HD2 Detachments of their respective Sizes </b>by <b>reducing their HD by 2</b>.<br />
<br />
So a Coastal Fort could create a Large Detachment of HD2 soldiers, in exchange for being depleted to HD4. If an Outpost creates a Small Detachment, well, the whole garrison has up and left.<br />
<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;"><img alt="War Junks | Weapons and Warfare" height="400" src="https://weaponsandwarfare.files.wordpress.com/2019/02/dvsfvbfb.jpg" style="margin-left: auto; margin-right: auto;" width="297" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Ship Rules</td></tr>
</tbody></table>
<u>Ships:</u><br />
<br />
Ships follow the same Size principles. One exception is that Detachments need Cannon to attack a ship at all. Coastal Forts / Star Forts are assumed to have Cannons.<br />
<br />
Ship Sizes are largely equivalent, except for the biggest warships/galleons. It's really there to enable them to interact with Detachments while still keeping manageable damage dice / hull points.<br />
<br />
Don't mind all the stats here. The two damage values are the 'stock' and 'maximum' amount of guns. Crew values are probably too low, especially for Warships, but there's a separate sailing sub-system that uses Crew score and this current system leans towards play rather than simulation.<br />
<u><br /></u>
<br />
<table align="left" border="0" cellpadding="0" cellspacing="0" class="MsoTable15Plain3" style="border-collapse: collapse; margin-left: 7.5pt; margin-right: 7.5pt; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-table-anchor-horizontal: margin; mso-table-anchor-vertical: page; mso-table-layout-alt: fixed; mso-table-left: left; mso-table-lspace: 9.0pt; mso-table-rspace: 9.0pt; mso-table-top: 55.15pt; mso-yfti-tbllook: 1184; width: 0px;">
<tbody>
<tr style="height: 12.2pt; mso-yfti-firstrow: yes; mso-yfti-irow: -1; mso-yfti-lastfirstrow: yes;">
<td style="border-bottom: solid #7F7F7F 1.0pt; border-left: none; border-right: none; border-top: solid windowtext 1.0pt; height: 12.2pt; mso-border-bottom-alt: solid #7F7F7F .5pt; mso-border-bottom-themecolor: text1; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 128; mso-border-bottom-themetint: 128; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 94.5pt;" valign="top" width="194"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 517;">
<b><span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; text-transform: uppercase;">SHIP TYPE<o:p></o:p></span></b></div>
</td>
<td style="border-bottom: solid #7F7F7F 1.0pt; border-left: none; border-right: none; border-top: solid windowtext 1.0pt; height: 12.2pt; mso-border-bottom-alt: solid #7F7F7F .5pt; mso-border-bottom-themecolor: text1; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 128; mso-border-bottom-themetint: 128; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .75in;" valign="top" width="111"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 1; text-align: center;">
<b><span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; text-transform: uppercase;">Size<o:p></o:p></span></b></div>
</td>
<td style="border-bottom: solid #7F7F7F 1.0pt; border-left: none; border-right: none; border-top: solid windowtext 1.0pt; height: 12.2pt; mso-border-bottom-alt: solid #7F7F7F .5pt; mso-border-bottom-themecolor: text1; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 128; mso-border-bottom-themetint: 128; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 40.75pt;" valign="top" width="84"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 1; text-align: center;">
<b><span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; text-transform: uppercase;">SPEED<o:p></o:p></span></b></div>
</td>
<td style="border-bottom: solid #7F7F7F 1.0pt; border-left: none; border-right: none; border-top: solid windowtext 1.0pt; height: 12.2pt; mso-border-bottom-alt: solid #7F7F7F .5pt; mso-border-bottom-themecolor: text1; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 128; mso-border-bottom-themetint: 128; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 55.95pt;" valign="top" width="115"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 1; text-align: center;">
<b><span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; text-transform: uppercase;">MANVR.<o:p></o:p></span></b></div>
</td>
<td style="border-bottom: solid #7F7F7F 1.0pt; border-left: none; border-right: none; border-top: solid windowtext 1.0pt; height: 12.2pt; mso-border-bottom-alt: solid #7F7F7F .5pt; mso-border-bottom-themecolor: text1; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 128; mso-border-bottom-themetint: 128; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 55.95pt;" valign="top" width="115"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 1; text-align: center;">
<b><span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; text-transform: uppercase;">HULL<o:p></o:p></span></b></div>
</td>
<td style="border-bottom: solid #7F7F7F 1.0pt; border-left: none; border-right: none; border-top: solid windowtext 1.0pt; height: 12.2pt; mso-border-bottom-alt: solid #7F7F7F .5pt; mso-border-bottom-themecolor: text1; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 128; mso-border-bottom-themetint: 128; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 55.95pt;" valign="top" width="115"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 1; text-align: center;">
<b><span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; text-transform: uppercase;">GUNS<o:p></o:p></span></b></div>
</td>
<td style="border-bottom: solid #7F7F7F 1.0pt; border-left: none; border-right: none; border-top: solid windowtext 1.0pt; height: 12.2pt; mso-border-bottom-alt: solid #7F7F7F .5pt; mso-border-bottom-themecolor: text1; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 128; mso-border-bottom-themetint: 128; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 95.15pt;" valign="top" width="195"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 1; text-align: center;">
<b><span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; text-transform: uppercase;">CREW (min. / MAX)<o:p></o:p></span></b></div>
</td>
<td style="border-bottom: solid #7F7F7F 1.0pt; border-left: none; border-right: none; border-top: solid windowtext 1.0pt; height: 12.2pt; mso-border-bottom-alt: solid #7F7F7F .5pt; mso-border-bottom-themecolor: text1; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 128; mso-border-bottom-themetint: 128; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 47.55pt;" valign="top" width="98"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 1; text-align: center;">
<b><span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; text-transform: uppercase;">CARGO<o:p></o:p></span></b></div>
</td>
</tr>
<tr style="height: 12.2pt; mso-yfti-irow: 0;">
<td style="background: white; border-right: solid #7F7F7F 1.0pt; border: none; height: 12.2pt; mso-background-themecolor: background1; mso-border-right-alt: solid #7F7F7F .5pt; mso-border-right-themecolor: text1; mso-border-right-themecolor: text1; mso-border-right-themetint: 128; mso-border-right-themetint: 128; padding: 0in 5.4pt 0in 5.4pt; width: 94.5pt;" valign="top" width="194"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 68;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; text-transform: uppercase;">Raiding Sloop
<o:p></o:p></span></div>
</td>
<td style="background: #F2F2F2; height: 12.2pt; mso-background-themecolor: background1; mso-background-themeshade: 242; padding: 0in 5.4pt 0in 5.4pt; width: .75in;" valign="top" width="111"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 64; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Medium<o:p></o:p></span></div>
</td>
<td style="background: #F2F2F2; height: 12.2pt; mso-background-themecolor: background1; mso-background-themeshade: 242; padding: 0in 5.4pt 0in 5.4pt; width: 40.75pt;" valign="top" width="84"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 64; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">12<o:p></o:p></span></div>
</td>
<td style="background: #F2F2F2; height: 12.2pt; mso-background-themecolor: background1; mso-background-themeshade: 242; padding: 0in 5.4pt 0in 5.4pt; width: 55.95pt;" valign="top" width="115"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 64; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">12<o:p></o:p></span></div>
</td>
<td style="background: #F2F2F2; height: 12.2pt; mso-background-themecolor: background1; mso-background-themeshade: 242; padding: 0in 5.4pt 0in 5.4pt; width: 55.95pt;" valign="top" width="115"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 64; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">6<o:p></o:p></span></div>
</td>
<td style="background: #F2F2F2; height: 12.2pt; mso-background-themecolor: background1; mso-background-themeshade: 242; padding: 0in 5.4pt 0in 5.4pt; width: 55.95pt;" valign="top" width="115"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 64; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">d4 / d8<o:p></o:p></span></div>
</td>
<td style="background: #F2F2F2; height: 12.2pt; mso-background-themecolor: background1; mso-background-themeshade: 242; padding: 0in 5.4pt 0in 5.4pt; width: 95.15pt;" valign="top" width="195"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 64; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">1 / 2<o:p></o:p></span></div>
</td>
<td style="background: #F2F2F2; height: 12.2pt; mso-background-themecolor: background1; mso-background-themeshade: 242; padding: 0in 5.4pt 0in 5.4pt; width: 47.55pt;" valign="top" width="98"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 64; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">4<o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 12.2pt; mso-yfti-irow: 1;">
<td style="background: white; border-right: solid #7F7F7F 1.0pt; border: none; height: 12.2pt; mso-background-themecolor: background1; mso-border-right-alt: solid #7F7F7F .5pt; mso-border-right-themecolor: text1; mso-border-right-themecolor: text1; mso-border-right-themetint: 128; mso-border-right-themetint: 128; padding: 0in 5.4pt 0in 5.4pt; width: 94.5pt;" valign="top" width="194"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 4;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; text-transform: uppercase;">Pirate Brig<o:p></o:p></span></div>
</td>
<td style="height: 12.2pt; padding: 0in 5.4pt 0in 5.4pt; width: .75in;" valign="top" width="111"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Medium<o:p></o:p></span></div>
</td>
<td style="height: 12.2pt; padding: 0in 5.4pt 0in 5.4pt; width: 40.75pt;" valign="top" width="84"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">11<o:p></o:p></span></div>
</td>
<td style="height: 12.2pt; padding: 0in 5.4pt 0in 5.4pt; width: 55.95pt;" valign="top" width="115"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">11<o:p></o:p></span></div>
</td>
<td style="height: 12.2pt; padding: 0in 5.4pt 0in 5.4pt; width: 55.95pt;" valign="top" width="115"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">12<o:p></o:p></span></div>
</td>
<td style="height: 12.2pt; padding: 0in 5.4pt 0in 5.4pt; width: 55.95pt;" valign="top" width="115"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">d6 / 10<o:p></o:p></span></div>
</td>
<td style="height: 12.2pt; padding: 0in 5.4pt 0in 5.4pt; width: 95.15pt;" valign="top" width="195"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">1 / 3<o:p></o:p></span></div>
</td>
<td style="height: 12.2pt; padding: 0in 5.4pt 0in 5.4pt; width: 47.55pt;" valign="top" width="98"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">5<o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 12.2pt; mso-yfti-irow: 2;">
<td style="background: white; border-right: solid #7F7F7F 1.0pt; border: none; height: 12.2pt; mso-background-themecolor: background1; mso-border-right-alt: solid #7F7F7F .5pt; mso-border-right-themecolor: text1; mso-border-right-themecolor: text1; mso-border-right-themetint: 128; mso-border-right-themetint: 128; padding: 0in 5.4pt 0in 5.4pt; width: 94.5pt;" valign="top" width="194"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 68;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; text-transform: uppercase;">Merchant Junk<o:p></o:p></span></div>
</td>
<td style="background: #F2F2F2; height: 12.2pt; mso-background-themecolor: background1; mso-background-themeshade: 242; padding: 0in 5.4pt 0in 5.4pt; width: .75in;" valign="top" width="111"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 64; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Medium<o:p></o:p></span></div>
</td>
<td style="background: #F2F2F2; height: 12.2pt; mso-background-themecolor: background1; mso-background-themeshade: 242; padding: 0in 5.4pt 0in 5.4pt; width: 40.75pt;" valign="top" width="84"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 64; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">10<o:p></o:p></span></div>
</td>
<td style="background: #F2F2F2; height: 12.2pt; mso-background-themecolor: background1; mso-background-themeshade: 242; padding: 0in 5.4pt 0in 5.4pt; width: 55.95pt;" valign="top" width="115"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 64; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">10<o:p></o:p></span></div>
</td>
<td style="background: #F2F2F2; height: 12.2pt; mso-background-themecolor: background1; mso-background-themeshade: 242; padding: 0in 5.4pt 0in 5.4pt; width: 55.95pt;" valign="top" width="115"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 64; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">8<o:p></o:p></span></div>
</td>
<td style="background: #F2F2F2; height: 12.2pt; mso-background-themecolor: background1; mso-background-themeshade: 242; padding: 0in 5.4pt 0in 5.4pt; width: 55.95pt;" valign="top" width="115"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 64; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">d4 / d8<o:p></o:p></span></div>
</td>
<td style="background: #F2F2F2; height: 12.2pt; mso-background-themecolor: background1; mso-background-themeshade: 242; padding: 0in 5.4pt 0in 5.4pt; width: 95.15pt;" valign="top" width="195"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 64; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">1 / 3<o:p></o:p></span></div>
</td>
<td style="background: #F2F2F2; height: 12.2pt; mso-background-themecolor: background1; mso-background-themeshade: 242; padding: 0in 5.4pt 0in 5.4pt; width: 47.55pt;" valign="top" width="98"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 64; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">6<o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 12.2pt; mso-yfti-irow: 3;">
<td style="background: white; border-right: solid #7F7F7F 1.0pt; border: none; height: 12.2pt; mso-background-themecolor: background1; mso-border-right-alt: solid #7F7F7F .5pt; mso-border-right-themecolor: text1; mso-border-right-themecolor: text1; mso-border-right-themetint: 128; mso-border-right-themetint: 128; padding: 0in 5.4pt 0in 5.4pt; width: 94.5pt;" valign="top" width="194"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 4;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; text-transform: uppercase;">Slave-Galley<o:p></o:p></span></div>
</td>
<td style="height: 12.2pt; padding: 0in 5.4pt 0in 5.4pt; width: .75in;" valign="top" width="111"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Medium<o:p></o:p></span></div>
</td>
<td style="height: 12.2pt; padding: 0in 5.4pt 0in 5.4pt; width: 40.75pt;" valign="top" width="84"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">8<o:p></o:p></span></div>
</td>
<td style="height: 12.2pt; padding: 0in 5.4pt 0in 5.4pt; width: 55.95pt;" valign="top" width="115"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">8<o:p></o:p></span></div>
</td>
<td style="height: 12.2pt; padding: 0in 5.4pt 0in 5.4pt; width: 55.95pt;" valign="top" width="115"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">16<o:p></o:p></span></div>
</td>
<td style="height: 12.2pt; padding: 0in 5.4pt 0in 5.4pt; width: 55.95pt;" valign="top" width="115"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">d4 / d8<o:p></o:p></span></div>
</td>
<td style="height: 12.2pt; padding: 0in 5.4pt 0in 5.4pt; width: 95.15pt;" valign="top" width="195"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">2 / 4<o:p></o:p></span></div>
</td>
<td style="height: 12.2pt; padding: 0in 5.4pt 0in 5.4pt; width: 47.55pt;" valign="top" width="98"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">7<o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 12.2pt; mso-yfti-irow: 4;">
<td style="background: white; border-right: solid #7F7F7F 1.0pt; border: none; height: 12.2pt; mso-background-themecolor: background1; mso-border-right-alt: solid #7F7F7F .5pt; mso-border-right-themecolor: text1; mso-border-right-themecolor: text1; mso-border-right-themetint: 128; mso-border-right-themetint: 128; padding: 0in 5.4pt 0in 5.4pt; width: 94.5pt;" valign="top" width="194"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 68;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; text-transform: uppercase;">Galleon<o:p></o:p></span></div>
</td>
<td style="background: #F2F2F2; height: 12.2pt; mso-background-themecolor: background1; mso-background-themeshade: 242; padding: 0in 5.4pt 0in 5.4pt; width: .75in;" valign="top" width="111"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 64; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Large<o:p></o:p></span></div>
</td>
<td style="background: #F2F2F2; height: 12.2pt; mso-background-themecolor: background1; mso-background-themeshade: 242; padding: 0in 5.4pt 0in 5.4pt; width: 40.75pt;" valign="top" width="84"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 64; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">7<o:p></o:p></span></div>
</td>
<td style="background: #F2F2F2; height: 12.2pt; mso-background-themecolor: background1; mso-background-themeshade: 242; padding: 0in 5.4pt 0in 5.4pt; width: 55.95pt;" valign="top" width="115"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 64; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">7<o:p></o:p></span></div>
</td>
<td style="background: #F2F2F2; height: 12.2pt; mso-background-themecolor: background1; mso-background-themeshade: 242; padding: 0in 5.4pt 0in 5.4pt; width: 55.95pt;" valign="top" width="115"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 64; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">16<o:p></o:p></span></div>
</td>
<td style="background: #F2F2F2; height: 12.2pt; mso-background-themecolor: background1; mso-background-themeshade: 242; padding: 0in 5.4pt 0in 5.4pt; width: 55.95pt;" valign="top" width="115"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 64; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">d8 / d12<o:p></o:p></span></div>
</td>
<td style="background: #F2F2F2; height: 12.2pt; mso-background-themecolor: background1; mso-background-themeshade: 242; padding: 0in 5.4pt 0in 5.4pt; width: 95.15pt;" valign="top" width="195"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 64; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">1 / 3<o:p></o:p></span></div>
</td>
<td style="background: #F2F2F2; height: 12.2pt; mso-background-themecolor: background1; mso-background-themeshade: 242; padding: 0in 5.4pt 0in 5.4pt; width: 47.55pt;" valign="top" width="98"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 64; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">9<o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 12.2pt; mso-yfti-irow: 5;">
<td style="background: white; border-right: solid #7F7F7F 1.0pt; border: none; height: 12.2pt; mso-background-themecolor: background1; mso-border-right-alt: solid #7F7F7F .5pt; mso-border-right-themecolor: text1; mso-border-right-themecolor: text1; mso-border-right-themetint: 128; mso-border-right-themetint: 128; padding: 0in 5.4pt 0in 5.4pt; width: 94.5pt;" valign="top" width="194"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 4;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; text-transform: uppercase;">Patrol Cutter<o:p></o:p></span></div>
</td>
<td style="height: 12.2pt; padding: 0in 5.4pt 0in 5.4pt; width: .75in;" valign="top" width="111"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Medium<o:p></o:p></span></div>
</td>
<td style="height: 12.2pt; padding: 0in 5.4pt 0in 5.4pt; width: 40.75pt;" valign="top" width="84"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">13<o:p></o:p></span></div>
</td>
<td style="height: 12.2pt; padding: 0in 5.4pt 0in 5.4pt; width: 55.95pt;" valign="top" width="115"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">14<o:p></o:p></span></div>
</td>
<td style="height: 12.2pt; padding: 0in 5.4pt 0in 5.4pt; width: 55.95pt;" valign="top" width="115"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">10<o:p></o:p></span></div>
</td>
<td style="height: 12.2pt; padding: 0in 5.4pt 0in 5.4pt; width: 55.95pt;" valign="top" width="115"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">d6 / d8<o:p></o:p></span></div>
</td>
<td style="height: 12.2pt; padding: 0in 5.4pt 0in 5.4pt; width: 95.15pt;" valign="top" width="195"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">1 / 2<o:p></o:p></span></div>
</td>
<td style="height: 12.2pt; padding: 0in 5.4pt 0in 5.4pt; width: 47.55pt;" valign="top" width="98"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">3<o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 12.2pt; mso-yfti-irow: 6;">
<td style="background: white; border-right: solid #7F7F7F 1.0pt; border: none; height: 12.2pt; mso-background-themecolor: background1; mso-border-right-alt: solid #7F7F7F .5pt; mso-border-right-themecolor: text1; mso-border-right-themecolor: text1; mso-border-right-themetint: 128; mso-border-right-themetint: 128; padding: 0in 5.4pt 0in 5.4pt; width: 94.5pt;" valign="top" width="194"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 68;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; text-transform: uppercase;">Customs
Frigate<o:p></o:p></span></div>
</td>
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<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Medium<o:p></o:p></span></div>
</td>
<td style="background: #F2F2F2; height: 12.2pt; mso-background-themecolor: background1; mso-background-themeshade: 242; padding: 0in 5.4pt 0in 5.4pt; width: 40.75pt;" valign="top" width="84"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 64; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">11<o:p></o:p></span></div>
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<td style="background: #F2F2F2; height: 12.2pt; mso-background-themecolor: background1; mso-background-themeshade: 242; padding: 0in 5.4pt 0in 5.4pt; width: 55.95pt;" valign="top" width="115"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 64; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">12<o:p></o:p></span></div>
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<td style="background: #F2F2F2; height: 12.2pt; mso-background-themecolor: background1; mso-background-themeshade: 242; padding: 0in 5.4pt 0in 5.4pt; width: 55.95pt;" valign="top" width="115"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 64; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">14<o:p></o:p></span></div>
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<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">d8 / d10<o:p></o:p></span></div>
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<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">1 / 3<o:p></o:p></span></div>
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<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">4<o:p></o:p></span></div>
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<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; text-transform: uppercase;">Warship<o:p></o:p></span></div>
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<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Large<o:p></o:p></span></div>
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<td style="height: 12.25pt; padding: 0in 5.4pt 0in 5.4pt; width: 40.75pt;" valign="top" width="84"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.0pt; mso-element-top: 55.15pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">10<o:p></o:p></span></div>
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<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">11<o:p></o:p></span></div>
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<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">18<o:p></o:p></span></div>
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<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">d10 / d12<o:p></o:p></span></div>
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<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">2 / 4<o:p></o:p></span></div>
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<span style="font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">5<o:p></o:p></span></div>
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<tr><td style="text-align: center;"><img alt="Naval long gun - Wikipedia" height="302" src="https://upload.wikimedia.org/wikipedia/commons/b/b5/Tir.jpg" style="margin-left: auto; margin-right: auto;" width="400" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Bring the noise</td></tr>
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<u>Cannons / Area / Large-Scale Weapons:</u><br />
<br />
You might have noticed the 'Large-Scale' tag in the Fort stats above. I'm still messing around with the terminology: I started with 'Ordnance', though I wondered whether 'Large-Scale' was more direct.<br />
<br />
This directly addresses the troll-attacks-a-Detachment problem in the previous post. In <i>Electric Bastionland</i>, individuals deal d4 damage to Detachments unless they do Blast damage.<br />
<br />
It's a sensible rule, which I've kept and renamed to the <b>Area</b> tag. This allows an individual creature to <b>hit multiple opponents in 1-on-1 combat</b>, or to <b>keep their damage die</b> in Detachment combat.<br />
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(Note: This tag is now very, very important for monsters that want to go up against large groups of foes. In my mind, it makes sense. If a big scary monster can only make 1 or 2 attacks a turn against individual foes, it's essentially the same as doing d4 damage against a Detachment of 20. Then the question is whether the monster can plink the Detachment to death, before they get through its hit-point sink.)<br />
<br />
The next tool is the <b>Large-Scale tag</b>. This gives the benefits of the <b>Area tag</b> <i>and </i>allows attacks to <b>ignore Size AV.</b> It should be reserved for especially destructive weapons, like cannons, machine-guns or giant dinosaurs.<br />
<br />
The final step is just to declare the creature so big that it's a Detachment itself, which is <i>ItO's </i>solution. Then you'd just run it using Detachment rules.<br />
<br />
<br />
<u>Test-Run:</u><br />
<br />
So:<br />
<br />
<i>Tyrannosaurus Rex, HD10, Bite (2d10), Rampage (d6, Large-Scale)</i><br />
<i><br /></i>
Let's put him up against 20 brave (foolish?) dinosaur hunters.<br />
<br />
<i>Dinosaur Hunters, HD2, Small Detachment, Muskets (1d8)</i><br />
<i><br /></i>
The dinosaur hunters are a Small Detachment, so they'd do 2d8 damage, whilst the Rex does d6 but ignores Size AV. Considering HD2 is about 6 HP, the Rex would take around 2 rounds to eat through the hunters, and take 4d8 damage (or 4x4.5dmg), for an average of 18 points of damage. The Rex is wounded, but triumphant.<br />
<br />
If 40 hunters got together, that would increase damage to 3d8. The Rex still takes 2 rounds to eat 20 hunters, but now takes around 6d8 damage (or an average of 27 points of damage). The 40 hunters might get lucky and take down the Rex in 1 round, but are more likely to get reduced by half, and have to Test Morale to see if the remaining 20 men break and run. The solution might be to buy them all armour, or hire better soldiers.<br />
<br />
The exact numbers would need to be tweaked, but this seems workable.<br />
<br />
I'd probably put Cannons at d10, Large-Scale. This also means that Detachments can take cannons off of ships, use the ship damage die, and just the Large-Scale tag.<br />
<br />
Maybe cannons could default to the Size of their base ship if used by PCs in individual-scale combat? So a Sloop's culverin would do 3d4 damage if a PC really insisted on taking it with them, because a Medium Sloop gives +2 damage dice.<br />
<i><br /></i>
<br />
POSSIBLE PROBLEMS:<br />
- What if a large army of soldiers armed with spears tries to attack a monster that is functionally a tank? The bonus damage dice would overwhelm natural armour, even though an individual spear wouldn't be able to pierce it. The easy solution is to multiply natural armour by number of damage dice, but at this point I can see my players' eyes glazing over.<br />
<br />
- Large-scale tags scale downward, but not up. A Large detachment with cannons does 3d10 damage against a yeti, compared to the 2d10 of a Medium detachment. But both would do 1d10 to a Huge detachment. I'm ok with sacrificing this level of granularity.<br />
<br />
- Does this system incentivize throwing together ludicrous numbers of peasants, indifferently arming them, and sending them against foes? ...Actually, is this a problem?<br />
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<i><br /></i>Sam Chttp://www.blogger.com/profile/17586453413723852458noreply@blogger.com0tag:blogger.com,1999:blog-3820809921508480440.post-59830368677617573622020-06-25T21:00:00.001-07:002020-07-06T23:25:11.891-07:00Detachments, Forts and Large-Scale Play: Part 1, Post-Mortem<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
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<tr><td class="tr-caption" style="text-align: center;">pew pew</td></tr>
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<div>
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When my players asked to do an age-of-sail piracy campaign, I thought I'd hack up some sailing rules, throw 'em on my <a href="https://enthusiasticskeletonboys.blogspot.com/2020/05/yet-another-glog-hack.html">GLOG Hack</a> and call it a day.</div>
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I ended up adding a liiiiitttle bit more than I intended, and writing a whole new system.</div>
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Part of that system needed to have rules for large-scale combat because ships had <i>big crews</i>. A cursory google threw up a figure of about 75 men for a sloop, which was the <i>smallest </i>practical pirate ship in the system.</div>
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<div>
Taking a cue from Sid Meier's Pirates! and the domain-play goals of<span style="font-family: inherit;"> <a href="https://lurkerablog.wordpress.com/tag/counter-colonial-heistcrawl/" style="background-color: white; color: #4d469c; text-align: center;">Counter-Colonial Heistcrawl</a>, I also thought I'd throw Forts in there. So I created a couple of sub-systems hacked from <i>Into the Odd / Electric Bastionland, </i>using Detachment rules. </span></div>
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<span style="font-family: inherit;"><br /></span></div>
<div>
<span style="font-family: inherit;">Very simply, large groups of soldiers are a Detachment. They have a HP value and a damage die like all NPCs, except the damage die is used primarily against other Detachments. Against individuals, Detachments deal d12 damage and only take d4 (unless Blast weapons are used). Some monsters were Colossal and fought as Detachments. Pretty simple!</span></div>
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<span style="font-family: inherit;"><br /></span></div>
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<span style="font-family: inherit;">Thus far my goals were:</span></div>
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<span style="font-family: inherit;">1) Simulate large-scale play</span></div>
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<span style="font-family: inherit;">2) Allow PCs to build up and equip larger crews</span></div>
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<span style="font-family: inherit;">3) Have rules to allow crews to fight individuals or take on forts</span></div>
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<span style="font-family: inherit;">4) Minimise rules over-head</span></div>
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<span style="font-family: inherit;"><br /></span></div>
<div>
<span style="font-family: inherit;">I made a generic sailing system and integrated a 'Crew Score', and had the bright idea of tying the HD of a Detachment to Crew Score. Done, and done.</span></div>
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<span style="font-family: inherit;"></span><br />
<span style="font-family: inherit;"></span></div>
<div>
<span style="font-family: inherit;">Then my PCs took a gang of 40 trash sailors to a swamp to fight a large troll and it all fell apart. I realised that <i>ItO's </i>detachment rules meant there wasn't any granularity: a gang of 40 goblins with sticks were as effective as 20 trained and armoured soldiers against a troll. Maybe more so, because I'd tied HD to numbers. But in terms of damage, they both dealt d12 and took d4. </span></div>
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<span style="font-family: inherit;"><br /></span></div>
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Now, in the moment I bodged together some fortune rolls and it kind of worked out, but as I looked over my rules I saw more problems.</div>
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<span style="font-family: inherit;"></span><br />
<span style="font-family: inherit;"></span></div>
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<span style="font-family: inherit;">I realised there were all these edge cases that didn't work. I'd made a ship sailing system and kept the numbers low, but this meant all kinds of rulings had to be made once the discrete categories of individual / detachment / fort / ship were breached. What if a particularly dangerous monster attacked a detachment, but it wasn't big enough to justify being Colossal? How were losses tracked? What happens if PCs say 'I take a cannon from the ship and push it on land with the crew'? </span><br />
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I realise there's a 5th goal I had missed out:</div>
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5) Subsystems need a way to interact with each other</div>
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More problems. <i>ItO / Electric Bastionland</i> Detachments assumed 50 people, but age of sail ships could have crews ranging from a couple dozen for small ships to around eight <i>hundred</i> people. There wasn't a good way to scale for that, aside from increasing HD, which meant that very large-scale battles would just involved prolonged flailing at big hit-point-sink armies until one side fell over. Because I'd tied the HD of Detachments to size, there wasn't a good way to represent better <i>trained</i> units except by bodging arbitrary +HD bonuses.<br />
<br />
(Side-note: in the current Black-Hack inspired rule-set I'm using, HD alone can be a stand-in for skill, because 1) morale rolls are against HD and 2) tests against higher HD opponents incur disadvantage)<br />
<br />
I needed to rewrite large-scale rules.</div>
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<br /></div>
<div>
I'll put my new thoughts in a separate blog post.</div>
Sam Chttp://www.blogger.com/profile/17586453413723852458noreply@blogger.com0tag:blogger.com,1999:blog-3820809921508480440.post-3025814938152895422020-06-03T17:50:00.000-07:002020-07-06T23:24:57.093-07:00Combat is an OSR Puzzle <table cellpadding="0" cellspacing="0" class="tr-caption-container" style="clear: right; float: right; margin-bottom: 1em; text-align: center;"><tbody>
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<i>This post is a continuation of <a href="https://enthusiasticskeletonboys.blogspot.com/2020/06/doing-away-with-initiative.html">this one,</a> which talks about doing away with initiative entirely, while <a href="https://lithyscaphe.blogspot.com/2020/05/problem-solving-combat-example-in.html">a combat example on Lithyscape</a> crystallised some ideas that had been kicking around my head.</i><br />
<br />
I once attended a pick-up game of D&D at a local community centre. It was terrible: the GM was new and inexperienced, and <i>fully 2 hours </i>of a 4 hour session was spent on a fight with some introductory kobolds. It was like pulling teeth, that combat. Enemies were all hit-point sink, the only complexity was which kobold to attack, and because it was an introductory fight we'd been railroaded there <i>and the only way forward was through.</i><br />
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A large part of that could be chalked up to GM and player inexperience, but the whole thing soured me on elaborate combats with complex stats. My take-away was <i>combat is tense but should be brief, and short, and we should get it over with as soon as possible.</i><br />
<br />
I can't be the only one who thinks this way. There's lists of OSR <a href="http://goblinpunch.blogspot.com/2016/03/1d135-osr-style-challenges.html">challenges</a> or <a href="http://www.bastionland.com/2018/08/34-good-traps.html?showComment=1534815083019#c2392226686871908545">traps</a> which provide all sorts of ingenious set-ups for players to deal with, but I rarely see similar lists of <i>combat</i> situations on OSR blogs. Combat is the lethal thing that parties might die to, it's a semi-fail state for when the plan doesn't work, or a glorious lop-sided affair where the PCs wipe out their foes with poison, ambush, and bomb.<br />
<br />
What if combat wasn't that, but a continuation of OSR puzzle-solving?<br />
<br />
A lot of fixes I've tried with combat are mechanical (lower HP pools, auto-damage, death and injury tables), but here's a procedural one. (I'm trying to run an initiative-less system, but conceivably this could work for trad initiative-resolution combats too)<br />
<br />
<b>PROCEDURE:</b><br />
<i>1. Every round, the GM establishes a new tactical situation</i><br />
<i>2. The party discusses their approach</i><br />
<i>3. The GM resolves the collective approach, calling for rolls as appropriate</i><br />
<i><br /></i>
This isn't an earth-shaking new mechanic. There's plenty of GMs who do something like this, maybe broken up into initiative order, but I want to try <i><u>explicitly seeing each round</u> </i>as an OSR puzzle.<br />
<br />
The GM draws inspiration from the list below, and mixes them up. If this was a PbtA game they'd be GM Moves, or whatever.<br />
<br />
<b>ELEMENTS OF A COMBAT PUZZLE:</b><br />
<br />
<b>1. Enemies just deal damage </b><br />
<i>Eg. The goblin warriors rush forward, hacking at your shields and trying to slash you. </i><br />
NOTE: I'm using Into the Odd's automatic damage. Enemies in this situation just do damage at the round's end.<br />
<br />
<b>2. A wind-up threat -> </b>Something that threatens greater consequences if not dealt with<br />
<i>Eg. The poison bombardier stands at the back, mixing up vials into a grenade bottle.</i><br />
<i>The wizard waves his hands, and arcane sigils float in the air.</i><br />
<i><br /></i>
<b>3. Limit their freedom of action</b><br />
<i>Eg. The room is filled with waist-deep water.</i><br />
<i>Assassin vines grasp at your feet.</i><br />
<i>The floor is slippery and covered with grease.</i><br />
<i><br /></i>
<b>4. Separate them</b><br />
<i>Eg. Doeg the fighter stands on top of the cross-piece. Far below, Lucius duels the pirate captain.</i><br />
<i><br /></i>
<b>5. Factor in terrain</b><br />
<i>Eg. The air is filled with soporific fumes.</i><br />
<i>Thick choking smog fills the room.</i><br />
<i>The volcano around you rumbles, spewing lava.</i><br />
<i><br /></i>
<b>6. Threaten something they care about</b><br />
<i>Eg. One of the goblins peels off and runs towards your cowering hireling.</i><br />
<i>An orc carrying a torch runs off towards the wall. He's going to blow the bomb!</i><br />
<i><br /></i>
<b>7. Offer a prize out of reach, with or without time pressure</b> -> Read broadly, this can be a valuable treasure or some sort of opportunity.<br />
<i>Eg. Behind the spearwall, the priest is legging it with the jewels!</i><br />
<i>As you fend off the blows of the shadow creature, you think you hear someone muttering and chanting behind the wall. Is it the caster?</i><br />
<br />
There's probably others I haven't thought of, and anyway, they overlap. Reading broadly, a GM might cobble together a simple scene. Here's one from <i>S</i><span style="background-color: white; color: #222222;"><span style="font-family: inherit;"><i>acré Bleu, </i>which my players are currently running through.</span></span><br />
<span style="background-color: white; color: #222222;"><span style="font-family: inherit;"><br /></span></span>
It combines elements of <i>dealing damage, having a wind-up threat, using terrain </i>and <i>limiting their movement.</i><br />
<br />
<span style="background-color: white; color: #222222;"><span style="font-family: inherit;"><i>The goblin riflemen rain fire down on you from the safe position on the hill-top. Behind them, a trio of goblins are manhandling a cumbersome weapon into place. The rock you're crouched behind gives some cover, but stepping out from behind it means braving a fusillade of shots. </i></span></span><br />
<br />
There's all kinds of things going on behind the scenes here. By default, the goblins are dealing reduced damage, but are hard to reach. Stepping out from the rocks would probably require some kind of Dex Test to not take additional damage. If the PCs don't get past the line of riflemen to take out the goblin weapon-crew, the machine gun opens fire and blows through their cover.<br />
<br />
The advantage of this is that the GM is free to slow down combat and make it an interesting puzzle that PCs can discuss, or just speed it up and say <i>Ok there's four ant-men and they all run at you angrily trying to bite you.</i><br />
<i><br /></i>
Every round, the GM creates a new tactical scene based on the resolution of the last.<br />
<br />Sam Chttp://www.blogger.com/profile/17586453413723852458noreply@blogger.com3tag:blogger.com,1999:blog-3820809921508480440.post-91253867672733189792020-06-03T01:51:00.002-07:002020-06-03T02:07:30.481-07:00Random Over-world Event Tables, Colonial Pirate-CrawlThe <a href="https://enthusiasticskeletonboys.blogspot.com/2020/05/enthusiastic-pirate-bois-osr-wavecrawl_17.html">pirate wavecrawl campaign</a> is going swimmingly. I've stolen liberally from loads of places, and finally (finally!) have an excuse to break out my library of weird modules and seed them around the over-map as rumours.<br />
<br />
One of the goals for my design documents was to create a player-facing sandbox system that (sorta kinda) ran itself. As part of that, I ended up looking at the yearly and monthly event tables of 1985's Oriental Adventures. The TLDR was that, besides the text not aging well <i>at all</i>, I found the tables very big on verisimilitude, but with lacking easy ways for players to engage with what was happening.<br />
<br />
My philosophy is that modern gaming happens in such brief chunks. Having, say, 2 hours a week is an <i>incredible </i>luxury, so I want those 2 hours to be full of <i>actionable</i> things that players can directly engage with. All rolls should be viewed through the lens of why they might matter to a group of pirate PCs. Wars and politics matter only insofar as they would matter to a pirate.<br />
<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQOFG4bzlj1NwL7AG_n1G52nhBupBPRK5dvjx-Hsoe86AkBFPdGFUHoBcwLaFlimT_duZxP_XYMRpriN2ZHB5W7tP1kGgTqgDh2McI_ZZOtcv6MwNEshKCVse0Ntx9DU1Ieq67ztuBLZKd/s1600/Random+overworld+table.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="613" data-original-width="753" height="325" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQOFG4bzlj1NwL7AG_n1G52nhBupBPRK5dvjx-Hsoe86AkBFPdGFUHoBcwLaFlimT_duZxP_XYMRpriN2ZHB5W7tP1kGgTqgDh2McI_ZZOtcv6MwNEshKCVse0Ntx9DU1Ieq67ztuBLZKd/s400/Random+overworld+table.png" width="400" /></a></div>
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<br />
<b><u>MAJOR POWER CONFLICT:</u></b><br />
<b><u><br /></u></b>
<span lang="EN-SG" style="font-family: "calibri" , sans-serif; line-height: 107%;">Once a Major Power Conflict has begun, determine the participants.
Periodically roll to determine the theatre the Major Powers are sparring in
(probably every time you roll for Overworld Events). Victory is 50-50 to either
side and can be resolved with a d6, though the GM can give Advantage /
Disadvantage to any one side. If the players interfere, adjust results
accordingly. Keep a running tally of Victory Points, and assign a winner when the
Conflict is resolved. It shouldn’t really matter to the PCs who wins, since
it’s really the fallout of the conflict that affects them. </span><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtu3Zc3brVU-9OUD5lN6pKJCbSVCPLtoafSls4J_Uy4rme9feAOztKPJNkDCdCPht-0EEhZFym24fH-VSzuJ3wrsPDLvN4_dFk3IONCtjiFqS5Y4tN8Yzb_gBil9kdDWq_IUEsfiFNxQ57/s1600/Untitled.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="274" data-original-width="431" height="253" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtu3Zc3brVU-9OUD5lN6pKJCbSVCPLtoafSls4J_Uy4rme9feAOztKPJNkDCdCPht-0EEhZFym24fH-VSzuJ3wrsPDLvN4_dFk3IONCtjiFqS5Y4tN8Yzb_gBil9kdDWq_IUEsfiFNxQ57/s400/Untitled.png" width="400" /></a></div>
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<tbody>
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<b>VPs<o:p></o:p></b></div>
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<b>RESOLVING
<o:p></o:p></b></div>
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<i>-<o:p></o:p></i></div>
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Stalemate<o:p></o:p></div>
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<i>1<o:p></o:p></i></div>
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Minor victory<o:p></o:p></div>
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<i>2<o:p></o:p></i></div>
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Major victory, <o:p></o:p></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: page; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 327.05pt; mso-element-top: 11.45pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; mso-yfti-cnfc: 64;">
some concessions<o:p></o:p></div>
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<i>3<o:p></o:p></i></div>
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Humiliating victory, large concessions<o:p></o:p></div>
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<b style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-style: normal;">EXAMPLES OF FALL-OUT / CONSEQUENCES THAT MIGHT IMPACT PCs:</span></b></div>
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<u><span style="line-height: 107%;">Diplomatic/Intelligence</span></u><span style="line-height: 107%;"> <br />
<i style="mso-bidi-font-style: normal;">During: More port scrutiny, bounty-hunters,
encounter spies<br />
After: Strange law passed, defection, mutiny/unrest, betrayal</i></span><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><o:p></o:p></i></b><br />
<span style="line-height: 107%;"><i style="mso-bidi-font-style: normal;"><br /></i></span></div>
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<u><span style="line-height: 107%;">Sabotage/Economic <br />
</span></u><i style="mso-bidi-font-style: normal;"><span style="line-height: 107%;">During: More navy
patrols, prices plummet, damaged merchant ships<br />
After: Damaged patrols, Trade-good monopoly <o:p></o:p></span></i><br />
<i style="mso-bidi-font-style: normal;"><span style="line-height: 107%;"><br /></span></i></div>
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<u><span style="line-height: 107%;">Military<br />
</span></u><i style="mso-bidi-font-style: normal;"><span style="line-height: 107%;">During: More demand for
arms, increased troop movements<br />
After: Town/fort changes hands, troop/ship presence, named general<span style="font-size: 10pt;"><o:p></o:p></span></span></i></div>
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<br />Sam Chttp://www.blogger.com/profile/17586453413723852458noreply@blogger.com0tag:blogger.com,1999:blog-3820809921508480440.post-60734142208338193982020-06-03T01:21:00.000-07:002020-06-03T01:52:02.024-07:00Doing Away with InitiativeI've been trying to strip down game systems as much as possible recently. The OSR philosophy of 'rulings not rules' has felt wonderfully freeing, and Into the Odd/Electric Bastionland have sold me on roll-under systems, simple stat arrays, and dealing automatic damage (more on that some other time).<br />
<br />
It's Initiative rolls that have been bugging me for a little while.<br />
<br />
There's something about that formal switch into 'combat' that signals that this, <i>this</i> kind of interaction, is somehow fundamentally different from other kinds of interactions in D&D play, not to mention the rigid turn-taking seems forced and arbitrary.<br />
<br />
I thought switching to Testing Dex to see if you go before/after monsters was elegant, but I eventually realised that, after the first round, it <i>doesn't make any functional difference </i>whether PCs go before or after. Let's say Shloo, Kouda and Eli are all fighting a bunch of goblins. They Test Dex and Kouda goes before the goblins.<br />
<br />
The round looks like this:<br />
<br />
<b>ROUND 1:</b><br />
<i>Kouda</i><br />
Goblins<br />
<i>Shloo </i><br />
<i>Eli</i><br />
<i><br /></i>
<b>ROUND 2: </b><br />
<i>Kouda</i><br />
Goblins<br />
<i>Shloo</i><br />
<i>Eli</i><br />
<i><br /></i>
See the problem? There's technically a whole chunk of actions spilling over from Round 1 to Round 2 that's really just one big group phase: Shloo, Eli and Kouda all act, and then the goblins act. For multi-round fights, by Round 4 or 5, you're basically just doing group actions.<br />
<br />
Reading <a href="https://lithyscaphe.blogspot.com/2020/04/problem-solving-combat-breaking-cage-of.html">this post</a> and <a href="https://methodsetmadness.blogspot.com/2020/05/minimalist-d-ii-ditch-initiative.html?">this post</a> made me think that having initiative isn't really <i>buying</i> any additional tactical choices for a party. At the same time, I'm not sure an initiative order that fluctuates based on attack rolls is much better: it's more randomness, but it also has weird edge cases that make it hard to come up with <i>group </i>plans. More so because I've committed to using automatic damage and roll-under stat, and I don't want to add in complexity I've already taken out.<br />
<br />
I think anything that makes combat more like non-combat problem-solving is great, so I'm going to try something a little bit like PbtA, where actions of PCs and NPCs are happening simultaneously.<br />
<br />
It would look something like this:<br />
<br />
Every round, the GM sets up the situation in front of the PCs (in the same way that the GM <a href="http://www.bastionland.com/2018/09/the-ici-doctrine-information-choice.html">gives information to prompt a choice</a> in non-combat situations). The <u>default</u> is that most foes are simply charging and attacking, but the GM is free to hint at <u>especially damaging foes</u> winding up an attack, or <u>introduce dilemmas.</u><br />
<br />
<i>Example: The five goblin warriors charge at Shloo, Eli and Kouda, swinging their swords. Behind them, the beast-master is fiddling with the mechanism of the lock on the slime-hound cage...</i><br />
<i><br /></i>
PCs declare <i>collectively, before any dice are rolled, </i>what they will individually do. They're free to attack (which automatically hits and deals damage), try out lateral solutions, or explicitly try to interrupt foes.<br />
<br />
<i>Example: Kouda will fire his pistol at the goblin warriors. Shloo tries to push past the goblins and cast sleep on the beast-master. Eli will help Shloo.</i><br />
<br />
The GM adjudicates and resolves actions simultaneously. Damage is automatically done, <u>unless</u> PCs have explicitly found a way to negate or reduce damage (I'm using 'impaired damage' rules from ItO that downgrade weak hits to a d4)<br />
<br />
<i>Example: The goblins collectively deal their damage to Shloo, Kouda and Eli based on positioning. Kouda deals damage to the goblins. Shloo makes a Strength Test to push through, with Advantage because Eli is helping, then casts sleep. If she fails, the beast-master releases the slime-hound, which will make its attack.</i><br />
<i><br /></i>
Conceptually, I'm thinking of the PbtA concept of hard vs soft moves. PbtA can sometimes be a little too PC-centric for my taste, but I like the central idea that the GM introduces a complication, and then PCs roll to respond to it. Whereas in PbtA, the 'soft move' assumption is that damage can be avoided (<i>The goblin is hacking at your shield! What do you do?</i>), here the OSR combat-is-deadly assumption is that damage is a given, and you want to end the combat quickly before it becomes a problem.<br />
<i><br /></i>
There's plenty of grey areas of course: PCs shouting 'I shoot him before he can fire!' for instance. But I wonder whether I'm just over-complicating this: one of the appeals of the OSR philosophy is being able to make rulings on weird edge cases, and there's a whole arsenal of tools that OSR GMs have for non-combat encounters (Fortune rolls, Advantage/Disadvantage, Test a stat, so on and so on). As a GM, I could probably figure something out.<br />
<br />
Note:<br />
In the edge case above, I'd say that attacks that aim to kill or incapacitate are <i>already</i> the assumption of automatic damage, so the player would deal and take damage as per normal. But maybe they could trade reduced damage to reduce an enemy's damage die with harassing fire...<br />
<br />
<b><u>But what about getting the drop on your enemy???</u></b><br />
<b><u><br /></u></b>
This is the one advantage to an initiative system that I can think of. I'd just adjudicate surprise as a separate thing in and of itself: if your PCs achieve surprise, they do damage before anyone can act. Vice versa for your NPCs. Neat and simple.<br />
<br />
<br />
<br />
<br />Sam Chttp://www.blogger.com/profile/17586453413723852458noreply@blogger.com0tag:blogger.com,1999:blog-3820809921508480440.post-24215061944197614252020-05-17T20:45:00.003-07:002020-07-02T19:02:09.548-07:00Enthusiastic Pirate Bois: An OSR Wavecrawl rpg<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;"><img alt="Retro Science Fiction Art" src="https://pbs.twimg.com/media/DazkUYAUQAA36Zj.jpg" style="margin-left: auto; margin-right: auto;" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Illustration from <i>20,000 Leagues Under the Sea</i></td></tr>
</tbody></table>
<span style="font-family: inherit;">My players wanted to play a pirate campaign based off my GLOG-Hack, and quarantine has been doing wonders for my writing productivity.</span><br />
<span style="font-family: inherit;"><br /></span>
<span style="font-family: inherit;">I give you:</span><br />
<span style="font-family: inherit;"><br /></span>
<a href="https://drive.google.com/file/d/1lgsKVv3JDSrwV3D2qUv1L3Nuc6PTPCCz/view?usp=sharing"><span style="font-family: inherit;">Enthusiastic Pirate Bois v1.1</span></a><br />
<span style="font-family: inherit;"><br /></span>
<a href="https://drive.google.com/file/d/1aNFuvVWg62wgIb162qysNTYGYN-kLVHw/view?usp=sharing"><span style="font-family: inherit;">ESP Player Reference + Character Sheet v1.1</span></a><br />
<span style="font-family: inherit;"><br /></span>
<br />
<span style="font-family: inherit;">EDIT (updated changes): </span><br />
<br />
<span style="font-family: inherit;"><a href="https://drive.google.com/file/d/1uXThxEdpAyfvGXBJXeT9s7h8_8js1OGh/view?usp=sharing">Enthusiastic Pirate Bois v1.6</a></span><br />
<br />
<a href="https://drive.google.com/file/d/1nYlGeBVYdXIZJxgp_n5EcI3bpdnXRlUi/view?usp=sharing">Enthusiastic Pirate Bois v1.6 (Core Rules for Players)</a><br />
<br />
<a href="https://drive.google.com/file/d/18un3V9ViiDrE554BD8Y3LdhJ4v1OHfXi/view?usp=sharing">ESB Character Creation v1.6</a><br />
<span style="font-family: inherit;"><br /></span>
<br />
<div class="MsoNormal">
<span style="font-family: inherit;">The main source of inspiration was the excellent <a href="https://lurkerablog.wordpress.com/tag/counter-colonial-heistcrawl/" style="text-align: center;">Counter-Colonial Heistcrawl</a>, and the bones of the rules and classes are taken from <a href="https://coinsandscrolls.blogspot.com/2018/08/osr-glog-pirates-megapost.html">Coins and Scrolls' Pirate GLOG</a>. The sailing system is my own.</span></div>
<div class="MsoNormal">
<span style="font-family: inherit;"><br /></span></div>
<div class="MsoNormal">
<span style="font-family: inherit;">I've made edits and hacks along the way, including:</span></div>
<div class="MsoNormal">
<div style="text-align: left;">
<span style="color: blue;"><span lang="EN-SG" style="font-family: inherit; line-height: 107%;">Expedition resources from<i> </i></span><span style="font-family: inherit; line-height: 107%;"><i><span lang="EN-SG" style="line-height: 107%;"><a href="https://blog.thesconesalone.com/2018/07/a-simple-resource-management-system-for.html">The Scones Alone blog</a></span></i></span></span><br />
<span style="color: blue;">Carousing rules from <a href="http://jrients.blogspot.com/2011/09/carousing-in-wessex.html">Jeff Rients</a></span><br />
<span style="color: blue;">Usage Dice from <i>The Black Hack 2E</i></span><br />
<span style="color: blue;">Fast combat resolution and Company rules from <i>Into the Odd</i></span></div>
</div>
<div class="MsoNormal">
<div style="text-align: left;">
<b style="font-family: inherit; text-align: center;"><span lang="EN-SG" style="color: blue; font-weight: normal;">Haggling for sales price from <span style="font-style: italic;">The Ultraviolent Grasslands</span></span></b></div>
<span style="text-align: center;"><br /></span>
<span style="text-align: center;">The design principles were to make something:</span></div>
<div class="MsoNormal">
<span style="font-family: inherit;"><span style="text-align: center;"><b><span lang="EN-SG" style="font-family: inherit; font-weight: normal;">- Quick to pick up</span></b></span></span></div>
<div class="MsoNormal">
<span style="font-family: inherit;"><span style="text-align: center;"><b><span lang="EN-SG" style="font-family: inherit; font-weight: normal;">- Roll under</span></b></span></span></div>
<div class="MsoNormal">
<span style="font-family: inherit;"><span style="text-align: center;"><b><span lang="EN-SG" style="font-family: inherit; font-weight: normal;">- No fiddly bonuses </span></b></span></span></div>
<div class="MsoNormal">
<span style="font-family: inherit;"><span style="text-align: center;"><b><span lang="EN-SG" style="font-family: inherit; font-weight: normal;">- Fast combat resolution</span></b></span></span></div>
<div class="MsoNormal">
<span style="font-family: inherit;"><span style="text-align: center;"><b><span lang="EN-SG" style="font-family: inherit; font-weight: normal;">- Less math (with the exception of getting/spending loot because pirates love to count loot)</span></b></span></span></div>
<div class="MsoNormal">
<span style="text-align: center;"><span lang="EN-SG" style="font-family: inherit;"><span style="font-family: inherit;">- NOT a generic </span>Caribbean<span style="font-family: inherit;"> pirate-crawl</span></span></span></div>
<div class="MsoNormal">
<span style="font-family: inherit;"><br /></span></div>
<div class="MsoNormal" style="text-align: left;">
<span style="font-family: inherit;">It includes</span></div>
<div class="MsoNormal" style="text-align: left;">
<span style="font-family: inherit;">- Decadent slug-people</span></div>
<div class="MsoNormal" style="text-align: left;">
<span style="font-family: inherit;">- Weirdly bureaucratic mole-men</span></div>
<div class="MsoNormal" style="text-align: left;">
<span style="font-family: inherit;">- Systems for individual, crew and ship combat</span></div>
<div class="MsoNormal" style="text-align: left;">
<span style="font-family: inherit;">- Loot tables</span></div>
<div class="MsoNormal" style="text-align: left;">
<span style="font-family: inherit;">- Encounter tables for safe -> dangerous -> uncharted sea lanes</span></div>
<div class="MsoNormal" style="text-align: left;">
<span style="font-family: inherit;">- A carousing table where you can drink so hard you forget your identity like the protagonist from <i>Disco Elysium</i></span></div>
<div class="MsoNormal" style="text-align: left;">
<span style="font-family: inherit;"><i>- </i>A retirement table where you can become Jay Gatsby</span></div>
<div class="MsoNormal" style="text-align: left;">
<span style="font-family: inherit;">- Opium, colonialism, anti-colonialism (if you like)</span></div>
<div class="MsoNormal" style="text-align: left;">
<span style="font-family: inherit;"><br /></span></div>
<div class="MsoNormal" style="text-align: left;">
<span style="font-family: inherit;">Also I read <i>The Rime of the Ancient Mariner</i> and why has nobody ever made a game from that yet?</span></div>
<div class="MsoNormal">
<span style="font-family: inherit;"><span style="text-align: center;"><b><span lang="EN-SG" style="font-family: inherit; font-weight: normal;"><br /></span></b></span></span></div>
<div class="MsoNormal">
<span style="font-family: inherit;"><span style="text-align: center;"><b><span lang="EN-SG" style="font-family: inherit; font-weight: normal;">Races and islands were collaboratively written by the table. There's wizards in there because one of my players <i>really wants to be a wizard</i> but feel free to drop them if you don't want them.</span></b></span></span><br />
<span style="font-family: inherit;"><span style="text-align: center;"><b><span lang="EN-SG" style="font-family: inherit; font-weight: normal;"><br /></span></b></span></span>
<span style="font-family: inherit;"><span style="text-align: center;">I am inordinately proud of the random tables. I'll probably make an additional table in the future for random sea-ports/villages and rumours, but the rule-set is playable as is.</span></span></div>
<div class="MsoNormal">
<span style="font-family: inherit;"><span style="text-align: center;"><b><span lang="EN-SG" style="font-family: inherit; font-weight: normal;"><i><br /></i></span></b></span></span></div>
<div>
<br /></div>
Sam Chttp://www.blogger.com/profile/17586453413723852458noreply@blogger.com2tag:blogger.com,1999:blog-3820809921508480440.post-58694599808873656942020-05-10T17:19:00.002-07:002020-05-10T17:19:41.251-07:00Yet Another GLOG HackHere's yet another hack based off <a href="https://coinsandscrolls.blogspot.com/2019/10/osr-glog-based-homebrew-v2-many-rats-on.html">Skerples' GLOG rules</a> and The Black Hack 2E.<br />
<br />
I made it to solve specific issues at my table (see below)<br />
<br />
There's two version: v0.2 is really just the GLOG and the Black Hack mashed up, while v0.5 incorporates all sorts of other, weirder changes: fast combat from Into the Odd, thoughts on inventory systems from <a href="https://diyanddragons.blogspot.com/2019/04/mechanics-for-resource-management-part.html">DIY & Dragons</a>, Arnold K's <a href="http://goblinpunch.blogspot.com/2020/04/popcorn-leveling-and-big-fucking.html">popcorn-treasure</a>, and other tinkering.<br />
<br />
<a href="https://drive.google.com/file/d/1UoIGEdaoPav6f7tP3vLtfobVLM4h2wcd/view?usp=sharing">v 0.2 (GLOG+Black Hack)</a><br />
<br />
<a href="https://drive.google.com/file/d/1m0CR6MzngzjnwiVuMJ2LvEjRM5DeEz6e/view?usp=sharing">v 0.5 (All sorts of stuff, like a stir-fry)</a><br />
<br />
<br />
<b><u>ISSUES IT'S TRYING TO SOLVE:</u></b><br />
<b><u><br /></u></b>
- As little math as possible. <br /><i>Everything is either Advantage/Disadvantage or stepping die sizes up or down</i><br />
<br />
- Inventory systems count as math. Buying supplies takes FOREVER. Players are bored by book-keeping.<br />
<i>This is the least OSR thing, maybe. All adventuring gear is simplified down to 1 of 4 generic packages: Supplies, Camp Gear, Tools, and Torches. If 1 player has a package, there's enough for everyone. Packages either can be tested for special bonuses, or are there for the GM to impose location/time pressure. The party starts with all 4 packages and can dive right in. </i><br />
<i><br /></i>
- Players don't really care about inventory slots in short sessions.<br />
<i>Limited inventory systems. Armour takes up a lot of slots. Treasure is always Bulky. </i><br />
<i><br /></i>
- High-level players are hitpoint sinks<br />
<i>GLOG tops out at Level 4 for class templates. HP is low across the board. The Black Hack's armour system is there to give players an 'out', but extended adventuring is a risky choice. </i><i>No heal-bot clerics: you get a weird priest type instead, who's like a very religious bard.</i><br />
<i><br /></i>
<i>- </i>Magic is a bit boring in TBH<br />
<i>I just used the GLOG's magic system. </i><br />
<i><br /></i>
<i>- </i>Low investment in XP / What kind of tone are we going for here?<br />
<i>This could just be my table: my players don't really care about the Black Hack's XP systems, so I created 3 so they could choose a tone they wanted.</i><br />
<i><br /></i>
<i>- </i>No retirement tables<br />
<i>I made a retirement table. </i><br />
<i><br /></i>
<i>- </i>I quite like mutation tables. The Black Hack one is a bit gonzo, isn't it?<br />
<i>I made a less gonzo mutation table.</i><br />
<i><br /></i>
<i><br /></i>
<b><u>HEY U FORGOT MONSTER STATS</u></b><br />
<i><br /></i>
For monsters, all you need is a Level (i.e. a hit die), an armour value from 1 to 3 (which functions as straight damage resistance), a damage die, and a list of special abilities.<br />
<br />
As so:<br />
<br />
<i>Ogre (Level 5), Armour 2, d10.<br />(Seize and fling. Test Dex or be grabbed and thrown at another PC. d8 to 2 PCs)</i><br />
<i><br /></i>
----<br />
<br />
Salt and pepper with your favourite subsystems as you wish.<br />
<i><br /></i>Sam Chttp://www.blogger.com/profile/17586453413723852458noreply@blogger.com3tag:blogger.com,1999:blog-3820809921508480440.post-76262347668998749612020-05-02T22:25:00.002-07:002020-05-17T22:12:42.615-07:00One-Shot Adventure: The Day of Fools<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;"><img alt="ArtStation - Frog bishop, Mariusz Sawiński" height="320" src="https://cdna.artstation.com/p/assets/images/images/015/337/598/large/mariusz-sawinski-frog-bishop.jpg?1547984779" style="margin-left: auto; margin-right: auto;" width="320" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Credit: <a href="https://www.artstation.com/artwork/oO0LoB">Mariusz Sawiński</a></td></tr>
</tbody></table>
<br />
I made a one-page system-neutral starter adventure:<br />
<br />
<a href="https://drive.google.com/file/d/1wwTs0veXFRK58SEVYYIaCgSO_t01Mpl1/view?usp=sharing">The Day of Fools v2.0</a><br />
<br />
These days, I normally run short sessions for new players (around 2.5 hours or so), so I wanted to make something that could be run in that time.<br />
<br />
I'd probably run this with <i>Into the Odd.</i><br />
<i><br /></i>
The adventure's really designed to teach problem-solving. All the ogres are probably too tough to fight on their own, but you could trick them, flatter them, distract them etc. PCs have to figure out how to negotiate with Mellifax and Muddrick without upsetting them as much as possible.<br />
<br />
Also I really wanted to have frog-priests.Sam Chttp://www.blogger.com/profile/17586453413723852458noreply@blogger.com0tag:blogger.com,1999:blog-3820809921508480440.post-65612970964508834682020-04-26T04:36:00.003-07:002020-04-26T04:50:19.758-07:00GLOG Class: Memory Monk, (Post) Colonial forgettingReading Zedeck Siew's musings on <a href="https://zedecksiew.tumblr.com/post/148828505951/4-vampire-penanggalan">South-East Asian hantu</a>, I was struck by one section:<br />
<br />
<div style="background-color: white; color: #626566; font-family: "Helvetica Neue", Arial, Helvetica, sans-serif; font-size: 13px; margin-bottom: 20px; padding: 0px;">
<i>Just yesterday somebody idly asked me whether I’d categorise the jiangshi as a revenant, zombie, or vampire.</i></div>
<div style="background-color: white; color: #626566; font-family: "Helvetica Neue", Arial, Helvetica, sans-serif; font-size: 13px; margin-bottom: 20px; padding: 0px;">
<i>The answer is both all, or neither, of course. The hopping ghost doesn’t scan to any one western typeset.</i></div>
<div style="background-color: white; color: #626566; font-family: "Helvetica Neue", Arial, Helvetica, sans-serif; font-size: 13px; margin-bottom: 20px; padding: 0px;">
<i>Nevertheless it can be a relevant query - because post-colonialism is a thing, and creators have to deal with how central the Occident is to our thoughts and imaginations.</i></div>
He's right, of course. There's games that deal with the experience of colonialism, like <a href="https://www.drivethrurpg.com/product/198050/Dog-Eat-Dog">Dog Eat Dog</a>, or place you in the resistance against it, like <a href="https://rowanrookanddecard.com/spire-rpg/">Spire</a>, but Zedeck's talking about what comes afterwards.<br />
<br />
It's almost embarrassing. I studied English Literature for my degree: I could tell you about the fey or Arthurian romance, or renaissance-era religion, but there's a big question-mark over the stories of the region I actually live in, aside from half-remembered children's stories. Doubly so, because I'm ethnically Chinese, a fourth-generation migrant, meaning the mythology of my <i>land</i> is not the same as the mythology of my <i>ethnicity</i>. Postcolonialism is the experience of forgetting, of knowing that you <i>should</i> know something but you <i>don't</i>.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8ArnqMyzGddkag1dWZX2PUo3aI7_hvC4a6kpuzt2trJIri7xTK15_2kIb1SxnTkp0qVKkCKahFroQdJyVCxGt94Bgwxmpbt-Fb9KVEy_qvrSKCkC0HPmW-H7lgp-Yh4bC9q9Jj-SoDeM1/s1600/Singapore-through-19th-century_pp.-108-109.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="510" data-original-width="984" height="165" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8ArnqMyzGddkag1dWZX2PUo3aI7_hvC4a6kpuzt2trJIri7xTK15_2kIb1SxnTkp0qVKkCKahFroQdJyVCxGt94Bgwxmpbt-Fb9KVEy_qvrSKCkC0HPmW-H7lgp-Yh4bC9q9Jj-SoDeM1/s320/Singapore-through-19th-century_pp.-108-109.jpg" width="320" /></a></div>
<br />
<br />
Anyway, here's a GLOG-class.<br />
<br />
<b>----</b><br />
<br />
Scholars debate the exact origin of gods, but they all agree on one thing: each god has incredible power over a small limited domain. And despite that, each god is greedy, and insatiable, and wants more.<br />
<br />
It is, after all, common knowledge that the Blood God requires blood. Shrines to the blood-god always include a jar of engorged leeches, for tithes. Acolytes of the Swollen Fertility Goddess must swear vows of childlessness. And monasteries to Cinta, the Open-Hearted God of Love, are rife with betrayal and politicking. These are sacrifices that devotees make because their god craves these things.<br />
<br />
Deep in the highlands, on the red ridges of the jungle mountains, a sect exists that worships the God of Memory.<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/AVvXsEhg0me_f8dxGW41GvZPucU61nKUnU7EG9rFV-sKvkX6sDD92UanLICoND5XRL3c75-tbULleD5P22y2ALZCC4fENSiZSkYC1ZLmXrYVaaVGqGPmjbi09vuz2KnNiBwetm3mnqtFLDGBZUPi/s1600/620e558d4dd332ac0dc6dd0c6c920c23.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="611" data-original-width="474" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhg0me_f8dxGW41GvZPucU61nKUnU7EG9rFV-sKvkX6sDD92UanLICoND5XRL3c75-tbULleD5P22y2ALZCC4fENSiZSkYC1ZLmXrYVaaVGqGPmjbi09vuz2KnNiBwetm3mnqtFLDGBZUPi/s320/620e558d4dd332ac0dc6dd0c6c920c23.jpg" width="248" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">by <a href="https://www.artstation.com/artwork/N08Gq">Minsu Kim</a></td></tr>
</tbody></table>
<br />
<b><br /></b>
<b>Monks of Memory</b><br />
<b><br /></b>
<i>The novices of the God of Memory travel long distances from their mountain monasteries in search of experiences, which can then be offered up to the God of Memory, whose name nobody now remembers. </i><br />
<i><br /></i>
<b>Starting Equipment: </b><i>heavy robes (as leather), iron cudgel, forgotten trinket (roll on table)</i><br />
<b>Skills: </b><i>Literacy, Religion</i><br />
<i><br /></i>
<b>A: </b><i>Tithe, </i><i>Forgotten Things</i><br />
<b>B: </b><i>Tithe, Self-Edit, </i><i>Forgettable</i><br />
<b>C: </b><i>Tithe, </i><i>Take Memories</i><br />
<b>D: </b><i>Tithe, Erasure</i><br />
<i><br /></i>
<i>Forgotten Trinket: you carry an item of significance around with you, but can no longer remember why. Roll 1d6</i><br />
<i>1. A loop of hair, bound in red silk</i><br />
<i>2. A fragment of rich brocade </i><br />
<i>3. An ivory carving of a mounted rider </i><br />
<i>4. A polished human fingerbone</i><br />
<i>5. A miniature painting of a stranger</i><br />
<i>6. A jasmine-scented letter you cannot read</i><br />
<i><br /></i>
<b>A: Tithe</b><br />
At first level, list down a significant memory you have tithed to the God of Memory. It can be things like <i>the sound of my mother's voice</i>, or <i>the face of my mentor</i>. Every time you take a level in this class, detail another memory that you have forgotten. The last significant memory you will tithe is your name. Once you tithe your name, you can only ever be addressed as <i>Monk. </i>Your true name is lost.<br />
<br />
<b>A: Forgotten Things</b><br />
The monk may call on the God of Memory to remember things forgotten, or secrets concealed. You may <b>Test Wisdom</b> when confronted with a situation that has been forgotten by living memory (Eg, an ancient trap-mechanism, a dead sorcerer-king's tomb from a hundred years ago.) If you succeed, the God of Memory reveals useful memories about this place. On a failure, the memories are false, partial or misleading.<br />
<br />
<b>B: Self Edit</b><br />
Your memories are plastic, and can be edited by you. You have an eidetic memory. You can ignore the effects of long-term mental trauma by conveniently forgetting it.<br />
<br />
<b>B: Forgettable</b><br />
The God of Memory has claimed you, and so you do not stick in the minds of others. If you do not draw attention to yourself, you can pass as a banal servant, a background figure, a harmless bystander. There is a 1 in 6 chance you will not be remembered when you meet someone again.<br />
<br />
<b>C: Take Memories</b><br />
If you concentrate for a few moments, a series of ritual blows on the head from your cudgel can scramble someone's short-term memories. Your opponent has to be restrained or vulnerable in some way in order to deliver the blows. The target loses all memory of the last hour. The GM can choose to reroll on the Reaction Table if appropriate.<br />
<b><br /></b>
<b>D: Erasure</b><br />
You know a ritual that can erase a person from remembrance. It takes a week, a cart-load of herbs and rare metals, and a part of the person in question (hair, teeth or fingernails work fine). The person's name is forgotten, and all their acquaintances can no longer remember them. The God of Memory will take a valuable memory from you in exchange. A very well-known target (like a king or vizier) might require a higher price, like the knowledge of how to walk.Sam Chttp://www.blogger.com/profile/17586453413723852458noreply@blogger.com0tag:blogger.com,1999:blog-3820809921508480440.post-47119856820552521402020-04-23T23:23:00.001-07:002020-04-26T21:30:46.738-07:00Alternative XP Systems<br />
So I've been thinking about XP systems as a driver of play recently. I've been spending quarantine throwing together a hack of the GLOG, the Black Hack 2E, and other bits, and I was writing up different XP systems and trying to represent different schools of thought.<br />
<br />
Please note that all titles are the actual ones I've used in my hack, and are entirely self-deprecating.<br />
<br />
<div class="MsoNormal">
<b><i><span lang="EN-SG"><br /></span></i></b></div>
<div class="MsoNormal">
<b><i><span lang="EN-SG">GRASPING CAPITALISTS (blatantly stolen from </span></i></b><i><a href="http://goblinpunch.blogspot.com/2020/04/popcorn-leveling-and-big-fucking.html">Goblin Punch</a><b>)</b></i></div>
<div class="MsoNormal">
<b><i><span lang="EN-SG"><br />
</span></i></b><span lang="EN-SG">Over the course
of your adventure, you might discover Treasure, if you look. You will know it
when you see it. (eg, a jewelled egg the size of a fist, a coruscating crystal
of pure life-force, an ancient tome with the names of all the angels)<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-SG"><br /></span></div>
<div class="MsoNormal">
<span lang="EN-SG">Each
Treasure is worth one level, to only one player. At the end of the adventure,
discuss as a group who contributed the most to the party and why. That player
takes a d12 die. Discuss who was the most entertaining, and why. That player
takes a d10. They cannot be the same player. </span>Then
everyone rolls:</div>
<div class="MsoNormal">
<span lang="EN-SG"><br />
1d10+(Bonus die) <o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-SG"><br /></span></div>
<div class="MsoNormal">
<span lang="EN-SG">Give out
Treasure in order from highest to lowest rolls. Re-roll ties. Loop around if
you somehow have more treasure than players. </span></div>
<div class="MsoNormal">
<span lang="EN-SG"><br /></span></div>
<div class="MsoNormal">
<span lang="EN-SG">This is really for me the distillation of the OSR gold-as-xp approach: you're meant to go into dungeons and weird places. You're meant to stick your hand down weird holes and feel about for things and pull out glowing gems from frog-idols and run away from yetis that don't want you to take the gems.</span><br />
<span lang="EN-SG"><br /></span>
<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;"><img alt="Rhys-Davies dishes on new 'Indiana Jones' Blu-ray treasure | Newsday" height="179" src="https://cdn.newsday.com/polopoly_fs/1.4011497.1347920711!/httpImage/image.jpg_gen/derivatives/landscape_768/image.jpg" style="margin-left: auto; margin-right: auto;" width="320" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><br /></td></tr>
</tbody></table>
<span lang="EN-SG"></span></div>
<div class="MsoNormal">
<b><i><span lang="EN-SG">IMPULSIVE MANCHILDREN </span></i></b><i style="font-weight: bold;"> </i><span style="font-weight: bold;"><i>(The Black Hack's approach)</i></span></div>
<div class="MsoNormal">
<b><i><span lang="EN-SG"><br />
</span></i></b><span lang="EN-SG">Every PC
requires XP equal to their level to advance.<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-SG"><br /></span></div>
<div class="MsoNormal">
<span lang="EN-SG">Every
session, XP is awarded for the following activities:<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-SG"><br /></span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span lang="EN-SG">-<span style="font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-SG"><i>Failing
catastrophically in an entertaining way<o:p></o:p></i></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><i><span lang="EN-SG">-<span style="font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-SG">Overcoming
an important named foe or obstacle<o:p></o:p></span></i></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><i><span lang="EN-SG">-<span style="font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-SG">Seizing
an especially valuable treasure <o:p></o:p></span></i></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><i><span lang="EN-SG">-<span style="font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-SG">Completing
a quest for an NPC<o:p></o:p></span></i></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><i><span lang="EN-SG">-<span style="font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--></i><span lang="EN-SG"><i>Achieving
some difficult and worthwhile personal goal</i><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<span lang="EN-SG"><i><br /></i></span></div>
<div class="MsoNormal">
<span lang="EN-SG">If in
doubt, the table discusses if it’s worth an experience. </span>This
rewards PCs for all the screwing around they were going to do anyway. Awarding XP for a 'difficult and worthwhile personal goal' is really just codifying giving players XP for the ludicrous things they already want their PCs to do, like declaring a personal vendetta against the town shoemaker because of reasons.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Really, this is a sort of PbtA approach to XP. <i>Whatever the characters choose to do</i> is <i>ipso facto</i> an important act. XP for <i>you</i>! And XP for <i>you</i>! XP for everybody! Pursue your bliss. </div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
XP for catastrophic failure is also very story-games. The intent is less on solving problems and overcoming challenges, and more just poking a reactive world and seeing what happens. Failures are entertaining detours, not something to avoid with conservative play.<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;"><img alt="Flipboard: Dungeons & Dragons Vs. Rick And Morty Review: Yes ..." height="163" src="https://static2.thegamerimages.com/wordpress/wp-content/uploads/2019/11/IMG-8536-e1574331321240.jpg" style="margin-left: auto; margin-right: auto;" width="320" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><br /></td></tr>
</tbody></table>
</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-SG"><i style="font-weight: bold;">QUIRKY MISFITS SOLVE A
CRIME </i><span style="font-weight: bold;"><i>(Dungeon World's approach with Traits thrown in)</i></span></span></div>
<div class="MsoNormal">
<b><i><span lang="EN-SG"><br />
</span></i></b><span lang="EN-SG">Every PC
requires XP equal to (current level+4) to level up. <o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-SG"><br /></span></div>
<div class="MsoNormal">
<span lang="EN-SG">As a group,
at the end of every session, answer the following questions:<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-SG"><br /></span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span lang="EN-SG">-<span style="font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> <i>
</i></span></span><!--[endif]--><span lang="EN-SG"><i>Did
we defeat a powerful foe?<o:p></o:p></i></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><i><span lang="EN-SG">-<span style="font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-SG">Did
we discover a valuable treasure?<o:p></o:p></span></i></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><i><span lang="EN-SG">-<span style="font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-SG">Did
we learn something new and important about the world?<o:p></o:p></span></i></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><i><span lang="EN-SG">-<span style="font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--></i><span lang="EN-SG"><i>Did
we work together to achieve our goal? </i><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<span lang="EN-SG"><br /></span></div>
<div class="MsoNormal">
<span lang="EN-SG">For every
one you answered yes to, gain 1 XP.<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-SG"><br /></span></div>
<div class="MsoNormal">
<span lang="EN-SG">In
addition, each PC should write <u>two</u> traits that define their character.
Traits should be an action or behaviour that disadvantages the PC in some way. For
instance:<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-SG"><br /></span></div>
<div class="MsoNormal" style="margin-left: .5in;">
<i><span lang="EN-SG">Honourable – </span></i><span lang="EN-SG">Refuse to gain an unfair advantage
over a foe<br />
<i>Impulsive </i>– Reject planning to leap
into a problem<br />
<i>Kind </i>– Help someone weak at a cost to
myself<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: .5in;">
<span lang="EN-SG"><br /></span></div>
<div class="MsoNormal">
<span lang="EN-SG">You may
gain 1 XP if you act out one of your traits per session. You may not get this
XP more than once.</span></div>
<div class="MsoNormal">
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<tr><td style="text-align: center;"><img alt="These Actors Star In The New 'Scooby-Doo' Movie" height="241" src="https://www.cheatsheet.com/wp-content/uploads/2019/03/scooby-doo-gang.jpg" style="margin-left: auto; margin-right: auto;" width="320" /></td></tr>
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This is your modern cooperative approach, and also basically <i>Dungeon World's </i>XP triggers. The basic unit is the team, the PCs differentiate themselves through characterisation, but really the aims are pursued as a party, there's an implied wider narrative and collective team goal. I don't know if this approach counts as OSR? There's interpretations where players are problem-solving, and your PC's endearing flaws are played out <i>up until it starts to negatively impact the efficiency of the party</i>. </div>
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<span lang="EN-SG">A PbtA player-as-a-barbarian would absolutely insult the troll king mid-negotiation because it's what the fiction demands. An OSR player, not so much, I think? I feel I need to see how other tables and play cultures handle this. </span></div>
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The thing is, all of these approaches remind me a little of how D&D as a <i>genre</i> is really very American. By which I mean the central conceit is that you have these rugged individualist types running around, problem solving or actualising or seeking treasure, and they're making their mark on the fictional world and also becoming more skilled and capable versions of themselves.<br />
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I was reading a blog-post which I cannot find anymore for the life of me, which argued that early Gygaxian D&D wasn't drawing from european sources, but from the Wild West: these enterprising types going out into essentially untamed wilderness and coming back with treasure.<br />
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Are there <i>other</i> ways of playing D&D? Reading <a href="https://lurkerablog.wordpress.com/tag/counter-colonial-heistcrawl/">counter-colonial Hexcrawl</a> and <a href="https://lotbieth.blogspot.com/2019/06/a-spectre-73-hd-is-haunting-flaeness.html?m=1">marxist D&D</a> have me thinking of alternative reward structures in addition to alternative campaign framings, but all the ones I know lean in the direction of story-games: XP triggers that seem to reward a particular genre experience. 'XP for opposing tyranny' or 'XP for wealth redistribution' seem to make assumptions about 'correct' moral values which run against the freedom of sandbox play.<br />
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What do?<br />
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<br />Sam Chttp://www.blogger.com/profile/17586453413723852458noreply@blogger.com1tag:blogger.com,1999:blog-3820809921508480440.post-44143113035708870332020-04-20T21:18:00.002-07:002020-07-06T23:51:37.851-07:00D&D isn't fun enough (or: Enthusiastic Skeleton Boys)<br />
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What I mean by this (hyperbolic) statement is that modern iterations of D&D, with an emphasis on elaborate settings, tightly balanced mechanics (combat, because it's always combat), and insistence on narrative and character development can miss the forest for the trees.<br />
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D&D isn't enough about play.<br />
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D&D should be a modern day <a href="https://en.wikipedia.org/wiki/Feast_of_Fools">Feast of Fools</a>. It should be about chugging <i>all the potions</i> on the wizards shelf.<i> </i>It should be about setting the courthouse on fire. It should be about a frog-priest giving a sanctimonious liturgy to a mutant crab-man who used to be the wizard.<br />
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My personal theory is that the <a href="http://udan-adan.blogspot.com/2016/09/osr-aesthetics-of-ruin.html">aesthetics of ruin</a> are useful because they give players permission to play <i>garbage people. </i>I don't mean <i>edgy grim-dark i'm an orphan and fight crime</i> people, or <i>i steal from the paladin because i'm an amoral rogue ho ho.</i> I mean the kind of garbage person who would find a centuries-old crusted pot in the tomb of a God-King and lick the rim on the off-chance they get super-powers.<br />
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Play your PCs like they're stolen cars. Die horribly. Roll up a new one.<br />
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<b>ENTHUSIASTIC SKELETON BOYS (with apologies to Holbein the Younger)</b><br />
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Death is horrible.<br />
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The body rots away, the soul-stuff leaks and dissipates into the aether,<br />
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So why are skeletons in such a good mood all the time?<br />
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<tr><td style="text-align: center;"><img alt="Danse Macabre - Wikipedia" height="272" src="https://upload.wikimedia.org/wikipedia/commons/thumb/a/a7/Nuremberg_chronicles_-_Dance_of_Death_%28CCLXIIIIv%29.jpg/1200px-Nuremberg_chronicles_-_Dance_of_Death_%28CCLXIIIIv%29.jpg" style="margin-left: auto; margin-right: auto;" width="320" /></td></tr>
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The undead are soul-stuff and spirits tugged back into earthly shells for one more go. And they are perpetually <i>thrilled to be here</i> because <i>nobody else gets the joke</i>. We're walking around in our robes and furs like we're important but really, what separates the noble from the peasant? Everything rots in the end. It's like watching a monkey put on a top-hat and pretend to be posh.<br />
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Sure, when you summon a skeleton it'll do what you want. Why not? What a lark. They'll prance and twist and hold parties if you let them. They're polite to you because you brought them back, like a someone inviting them to a ball. They'll stab a man for you because hey we're all going the same way. It's like helping a man with his coat. Off, ye lendings. </div>
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If you meet a skeleton and they're not trying to kill you (nothing personal!), they're prodding at your flesh and clacking their teeth in amusement at how much meat you have on you.<br />
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<tr><td style="text-align: center;"><img alt="The Dance of Death by Hans Holbein review – capering skeletons and ..." height="320" src="https://i.guim.co.uk/img/media/a16b5ce51716017251c4e1a58f0cc5a3fbe0ff9f/0_0_2416_3240/master/2416.jpg?width=700&quality=85&auto=format&fit=max&s=cecafc4137434a1a3b0b37023b0d5bea" style="margin-left: auto; margin-right: auto;" width="238" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">i am the law you're coming with me</td></tr>
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This is also why necromancers are always jolly and giggly and corpulent, like a morbid santa. You know that thing in public speaking where you're meant to imagine your audience naked? It's like that but all they see are bones bones bones<br />
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<tr><td style="text-align: center;"><img alt="Hans Holbein's Dance of Death (1523–5) – The Public Domain Review" height="320" src="https://the-public-domain-review.imgix.net/collections/hans-holbeins-dance-of-death-1523-5/40786240374_3055515819_o.jpg?w=600" style="margin-left: auto; margin-right: auto;" width="243" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">i mean look at this guy, he's having a ball</td></tr>
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<b>What are these skeletons up to? (1d8)</b></div>
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1. Playing a game of nine-pins with their own bones</div>
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2. Trying to get a terrified peasant to dance</div>
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3. Taunting a confused owlbear (skeletons don't smell like food)</div>
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4. Pretending to be dead so they can jump up and spook yez</div>
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5. Found some robes somewhere and quietly joined a group of pilgrims. Just <i>waiting</i> for when someone asks them to tell a story.</div>
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6. Intercepted a travelling theatre-troupe. Holding a play with their props while the actors cower.</div>
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7. Kidnapped a cow, fleeing the scene</div>
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8. Intentionally misunderstanding frustrated junior necromancer<br />
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Sam Chttp://www.blogger.com/profile/17586453413723852458noreply@blogger.com3