;-;

@Herringson

you fokin liar.

Alright, so if nothing happens by the end of the week, I'm going to take steps to start actually moving things forward. Hopefully the unofficial hiatus was good for those who needed it.

I'm going to hit the ground running and start the NoC up next week, so you may discuss among yourselves OOC which badge you plan on having your characters wear. just make sure anything you have planned comes out in IC

Now, some of you may have spotted the loophole where you do not necessarily have to wear just one badge. And in typical Danganronpa fashion, you most certainly may wear both badges! But good luck getting either sides to not kill you on sight.

alright unfortunate news.

schedules stacked and i don't have time for interwebs this semester which means no drp. I'm relinquishing all my roles in this RP to whomever would like them, provided BP has no objections, until further notice.

i'll check in from time to time but otherwise i'll be on an extended hiatus for three to four months. sorry that it turned out this way.

Unfortunate to hear, @Herringson. God speed, and good luck.

The RP will be moving forward a bit sooner than expected. I hope everyone knows what they want to do.

@Herringson Godspeed o7
It was an honor to have known you

@Herringson

Godspeed, brotha. Good luck in school n stuff.

@FamishedPants@Vocab@Mateotis@Majoras End@addamas

Almighty, so...

#1) Posted. I've been waiting for this. Hopefully my Thomas persona is close enough to pass muster.

#2) I decided not to take us all the way to the NoC YET. I will do that over the weekend most likely. I thought it would be bad to just cut directly to the NoC being how Jezebel handled the situation. I would be up for writing a collab or doing some back and forth with Jezebel and/or Denis if anyone wants to collab.

#3) I've tried to contact a few people, and if you're tagged in this announcement, you're one of the few people who are still active in this RP. @Aewin has been "semi-active" in discord, but I know most everyone else is either not interested in posting or is MIA. Point is, if you have any collabs in the works, you might want to post them before the time skip to the noc arrives.

Get ready to trash some robo waifus.

Or get trashed, heh.

Whoa shit, I had to edit my post because I made Thomas call the herbalist by name. whew.

You guys are great, btw.

Xd

happy thanksgiving everyone o/

Likewise, happy turkey day!

That reminds me, I need to post. Heh.

To prevent the RP from becoming a 1x1 between Majora and myself, I'll hold off on posting for the entire month of December. I will post sooner if more people are able to respond, but at present, that does not seem to be the trend. Regardless, our newest member should be ready to start posting come January, so there's that to look forward to.

Happy New Year.

Have a post.

Alright fam, I'm pretty sure everyone saw this post with me gushing posted just a few hours ago. Read it if you haven't. I don't hand out praise very often, and lord knows you deserve it.

Read it? Good. Now I'm going to catch everyone up to speed on the state of the RP.

When this RP started, it had about ten players and seventeen characters. Somehow, we wound up with close to fifteen players by the start of last year, and now we're hanging on with fewer people. Hard to say how many because some are busy/quiet. Trying to get the RP to last a lot longer would be a mistake, I think. Interests wane and I'm not willing to gamble that the next year will bring more players. We're three trials in now and the RP is half over. Nobody new is going to want to join. Fortunately, ending before the year is very doable. Here's the game plan.

First we're going to get done with the NoC. This is going to be a short one, and I hope it won't last any longer than one or two months tops. The blackened hasn't been very active recently, but that should be more than enough time to finish things up. I'd rather run things without them than drag things out for the first quarter of the year. The fifth chapter is going to be our shortest one. I won't say too much about it for obvious reasons, but the case is already done. So I'll be pushing to start the case as soon as possible. Then we start chapter six. As per the norm, this case is going to be entirely about uncovering what the world is. The case isn't done, but it should just take me a week or so to compile everything and run with it. Accounting for a few problems here and there, we should be done by June-July. Missing this deadline is not the end of the world, but every month after July will really slow things down, and we risk losing players due to collage/etc until January comes around again.

To make a long story short, things are going to be happening, and they are going to happen fast. No one likes to be rushed, but taking a hiatus is no longer an attractive option. If this new pace is something you're going to struggle with, please contact me. I'm sure we can make things work for you. For the moment though, I'd just like to see people posting again now that the new year has arrived.

There will be setbacks, but it's nothing any of us haven't shouldered before. I know we're all here for the long haul.

Well, this is farewell for good :). It was all fun while it lasted, but it's time for my towel to be thrown in. In true Warpy fashion, I leave you all with one final cryptic message.

x(t) = ((-41/6 sin(37/24 - 11 t) - 23/14 sin(35/23 - 6 t) + 4445/43 sin(t + 63/40) + 1977/53 sin(2 t + 30/19) + 442/25 sin(3 t + 49/31) + 381/37 sin(4 t + 49/31) + 44/19 sin(5 t + 59/38) + 53/13 sin(7 t + 67/42) + 46/21 sin(8 t + 59/37) + 85/31 sin(9 t + 18/11) + 219/43 sin(10 t + 67/42) + 39/7 sin(12 t + 141/88) - 15669/34) θ(127 π - t) θ(t - 123 π) + (5534/33 sin(t + 11/7) + 176/21 sin(2 t + 47/30) + 145/9 sin(3 t + 96/61) + 135/58 sin(4 t + 96/61) + 161/31 sin(5 t + 96/61) + 15/11 sin(6 t + 53/34) + 52/17 sin(7 t + 39/25) + 6/17 sin(8 t + 80/53) + 45/28 sin(9 t + 31/20) + 30/41 sin(10 t + 17/11) + 31/39 sin(11 t + 35/23) + 23/42 sin(12 t + 334/223) + 21697/36) θ(123 π - t) θ(t - 119 π) + (-291/290 sin(48/31 - 11 t) - 33/37 sin(25/16 - 9 t) - 51/19 sin(113/72 - 7 t) - 124/13 sin(69/44 - 3 t) - 2092/23 sin(69/44 - t) + 624/23 sin(2 t + 85/54) + 317/60 sin(4 t + 69/44) + 82/33 sin(5 t + 155/33) + 72/31 sin(6 t + 25/16) + 22/35 sin(8 t + 32/21) + 19/33 sin(10 t + 46/29) + 15/59 sin(12 t + 58/37) + 5867/18) θ(119 π - t) θ(t - 115 π) + (-9/16 sin(25/16 - 12 t) - 32/45 sin(64/41 - 10 t) - 11/6 sin(47/30 - 8 t) - 150/19 sin(58/37 - 4 t) - 213/10 sin(91/58 - 2 t) + 1002/11 sin(t + 11/7) + 406/41 sin(3 t + 113/72) + 59/20 sin(5 t + 36/23) + 48/31 sin(6 t + 155/33) + 49/30 sin(7 t + 30/19) + 41/33 sin(9 t + 11/7) + 10/21 sin(11 t + 30/19) + 307/25) θ(115 π - t) θ(t - 111 π) + (-12/19 sin(50/33 - 23 t) - 1341/11 sin(58/37 - 2 t) + 6968/7 sin(t + 47/30) + 4234/33 sin(3 t + 47/30) + 2613/55 sin(4 t + 108/23) + 1417/20 sin(5 t + 75/16) + 125/24 sin(6 t + 95/61) + 743/26 sin(7 t + 108/23) + 155/28 sin(8 t + 121/26) + 59/36 sin(9 t + 23/14) + 184/17 sin(10 t + 163/35) + 343/50 sin(11 t + 77/48) + 31/33 sin(12 t + 83/19) + 169/36 sin(13 t + 101/22) + 396/37 sin(14 t + 37/24) + 189/22 sin(15 t + 79/17) + 178/21 sin(16 t + 139/30) + 5/2 sin(17 t + 31/18) + 244/17 sin(18 t + 397/85) + 381/40 sin(19 t + 61/41) + 245/33 sin(20 t + 74/49) + 1487/63 sin(21 t + 245/53) + 268/19 sin(22 t + 119/26) + 493/27 sin(24 t + 47/32) + 214/27 sin(25 t + 38/25) + 937/38 sin(26 t + 143/31) + 19/20 sin(27 t + 194/57) + 379/43 sin(28 t + 29/20) + 47/6 sin(29 t + 49/34) + 184/35 sin(30 t + 155/34) + 379/37 sin(31 t + 73/16) + 19/10 sin(32 t + 35/8) + 79/46 sin(33 t + 45/31) + 201/32 sin(34 t + 52/37) + 201/34 sin(35 t + 31/21) + 127/38 sin(36 t + 125/28) + 233/23 sin(37 t + 145/32) + 985/179 sin(38 t + 95/21) + 65/33 sin(39 t + 206/47) + 4/11 sin(40 t + 92/21) + 32/29 sin(41 t + 77/40) + 245/58 sin(42 t + 190/43) + 37/40 sin(43 t + 136/39) + 268/23 sin(44 t + 137/31) + 2094/103 sin(45 t + 114/25) + 415/24 sin(46 t + 32/21) + 173/11 sin(47 t + 97/21) + 41/9 sin(48 t + 20/13) + 105/22 sin(49 t + 57/37) + 692/39 sin(50 t + 178/39) + 227/55 sin(51 t + 1303/651) + 198/19 sin(52 t + 127/27) + 40441/98) θ(111 π - t) θ(t - 107 π) + (-32/63 sin(113/72 - 11 t) - 62/37 sin(102/65 - 7 t) - 412/13 sin(58/37 - 3 t) + 1719/25 sin(t + 11/7) + 640/23 sin(2 t + 11/7) + 158/41 sin(4 t + 41/26) + 35/18 sin(5 t + 127/27) + 143/37 sin(6 t + 47/30) + 12/7 sin(8 t + 107/68) + 35/43 sin(9 t + 108/23) + 1/8 sin(10 t + 55/37) + 16/27 sin(12 t + 49/31) - 125/21) θ(107 π - t) θ(t - 103 π) + (-175/41 sin(14/9 - 4 t) + 1703/24 sin(t + 41/26) + 395/44 sin(2 t + 30/19) + 270/19 sin(3 t + 46/29) + 51/28 sin(5 t + 39/25) + 143/35 sin(6 t + 34/21) + 41/48 sin(7 t + 14/9) + 19/41 sin(8 t + 261/56) + 29/31 sin(9 t + 115/72) + 17/12 sin(10 t + 47/29) + 1/17 sin(11 t + 37/8) + 1/7 sin(12 t + 20/13) - 5317/51) θ(103 π - t) θ(t - 99 π) + (-737/39 sin(102/65 - 6 t) - 607/36 sin(58/37 - 2 t) + 9365/31 sin(t + 58/37) + 830/39 sin(3 t + 108/23) + 927/49 sin(4 t + 39/25) + 697/30 sin(5 t + 58/37) + 551/23 sin(7 t + 39/25) + 27/68 sin(8 t + 7/6) + 2503/139 sin(9 t + 131/28) + 137/15 sin(10 t + 164/35) + 295/33 sin(11 t + 38/25) + 183/43 sin(12 t + 45/29) + 3091/25) θ(99 π - t) θ(t - 95 π) + (-17/22 sin(39/25 - 11 t) - 14/23 sin(17/11 - 10 t) - 11/19 sin(17/11 - 8 t) - 32/33 sin(39/25 - 7 t) - 13/28 sin(29/19 - 6 t) - 95/31 sin(69/44 - 5 t) - 3004/21 sin(102/65 - t) + 1061/42 sin(2 t + 11/7) + 250/21 sin(3 t + 212/45) + 21/32 sin(4 t + 63/40) + 2/3 sin(9 t + 127/27) + 1/11 sin(12 t + 8/5) - 14953/40) θ(95 π - t) θ(t - 91 π) + (-47/43 sin(14/9 - 11 t) - 56/25 sin(81/52 - 9 t) - 14/13 sin(31/20 - 8 t) - 77/19 sin(87/56 - 6 t) - 157/64 sin(25/16 - 5 t) - 271/31 sin(91/58 - 3 t) - 553/22 sin(69/44 - t) + 1360/53 sin(2 t + 11/7) + 628/35 sin(4 t + 52/33) + 239/47 sin(7 t + 30/19) + 21/20 sin(10 t + 59/38) + 20/23 sin(12 t + 107/67) + 29464/83) θ(91 π - t) θ(t - 87 π) + (10364/49 sin(t + 74/47) + 167/51 sin(2 t + 131/28) + 1605/112 sin(3 t + 58/37) + 11/6 sin(4 t + 177/38) + 217/44 sin(5 t + 113/72) + 127062/199) θ(87 π - t) θ(t - 83 π) + (-497/113 sin(11/7 - 5 t) - 152/25 sin(102/65 - 4 t) - 330/29 sin(58/37 - 3 t) - 321/14 sin(11/7 - 2 t) - 5533/25 sin(11/7 - t) - 58175/288) θ(83 π - t) θ(t - 79 π) + (-21/20 sin(36/23 - 21 t) - 8/27 sin(45/29 - 15 t) - 9/23 sin(32/23 - 12 t) - 22/13 sin(17/11 - 5 t) - 339/19 sin(36/23 - t) + 5490/37 sin(2 t + 85/54) + 123/16 sin(3 t + 58/37) + 551/69 sin(4 t + 74/47) + 447/31 sin(6 t + 30/19) + 22/29 sin(7 t + 43/28) + 25/33 sin(8 t + 31/20) + 37/59 sin(9 t + 8/5) + 109/15 sin(10 t + 30/19) + 13/12 sin(11 t + 61/13) + 14/25 sin(13 t + 108/65) + 119/53 sin(14 t + 30/19) + 3/23 sin(16 t + 45/29) + 14/57 sin(17 t + 42/25) + 37/25 sin(18 t + 107/68) + 7/36 sin(19 t + 143/31) + 79/99 sin(20 t + 30/19) + 1/5 sin(22 t + 37/24) + 13/51 sin(23 t + 51/31) + 19361/33) θ(79 π - t) θ(t - 75 π) + (-1/23 sin(131/105 - 19 t) - 27/34 sin(69/44 - 17 t) - 29/21 sin(25/16 - 11 t) + 604/29 sin(t + 11/7) + 4556/35 sin(2 t + 11/7) + 169/45 sin(3 t + 103/22) + 199/19 sin(4 t + 46/29) + 13/19 sin(5 t + 88/19) + 389/29 sin(6 t + 52/33) + 17/13 sin(7 t + 61/39) + 22/45 sin(8 t + 30/19) + 31/30 sin(9 t + 47/10) + 59/13 sin(10 t + 107/68) + 34/27 sin(12 t + 21/13) + 8/29 sin(13 t + 193/42) + 11/7 sin(14 t + 19/12) + 16/43 sin(15 t + 53/33) + 19/17 sin(16 t + 19/12) + 59/50 sin(18 t + 19/12) + 8/41 sin(20 t + 53/34) + 4/25 sin(21 t + 31/20) + 23/25 sin(22 t + 62/39) + 5/21 sin(23 t + 51/11) + 2/3 sin(24 t + 21/13) + 9/23 sin(25 t + 31/19) + 1/189 sin(26 t + 39/35) + 25/32 sin(27 t + 113/72) - 7157/24) θ(75 π - t) θ(t - 71 π) + (-15/14 sin(32/21 - 26 t) - 1823/304 sin(36/23 - 24 t) - 203/30 sin(71/46 - 17 t) - 133/24 sin(44/29 - 16 t) - 50/7 sin(53/34 - 10 t) + 5435/28 sin(t + 11/7) + 722/25 sin(2 t + 30/19) + 535/24 sin(3 t + 41/26) + 1188/35 sin(4 t + 80/51) + 157/49 sin(5 t + 61/13) + 436/21 sin(6 t + 113/72) + 46/39 sin(7 t + 29/18) + 79/14 sin(8 t + 52/33) + 28/11 sin(9 t + 31/20) + 46/15 sin(11 t + 23/15) + 57/28 sin(12 t + 108/23) + 217/37 sin(13 t + 71/44) + 203/31 sin(14 t + 37/23) + 31/25 sin(15 t + 49/31) + 43/13 sin(18 t + 35/22) + 143/30 sin(19 t + 37/23) + 7/17 sin(20 t + 61/13) + 45/31 sin(21 t + 20/13) + 47/38 sin(22 t + 134/29) + 246/31 sin(23 t + 41/26) + 29/37 sin(25 t + 62/45) + 40/31 sin(27 t + 8/5) + 7376/11) θ(71 π - t) θ(t - 67 π) + (-19/3 sin(87/56 - 26 t) - 158/19 sin(113/72 - 24 t) - 65/12 sin(65/42 - 22 t) - 283/22 sin(39/25 - 19 t) - 875/146 sin(36/23 - 7 t) + 6221/26 sin(t + 11/7) + 269/38 sin(2 t + 91/58) + 212/15 sin(3 t + 85/54) + 1436/287 sin(4 t + 49/31) + 575/38 sin(5 t + 41/26) + 102/25 sin(6 t + 36/23) + 23/30 sin(8 t + 203/45) + 179/26 sin(9 t + 113/72) + 61/18 sin(10 t + 11/7) + 425/41 sin(11 t + 41/26) + 10/17 sin(12 t + 253/169) + 238/25 sin(13 t + 212/45) + 54/29 sin(14 t + 135/29) + 133/30 sin(15 t + 62/39) + 816/815 sin(16 t + 188/125) + 661/37 sin(17 t + 30/19) + 497/51 sin(18 t + 49/31) + 70/19 sin(20 t + 34/21) + 42/25 sin(21 t + 49/32) + 44/39 sin(23 t + 21/13) + 191/33 sin(25 t + 69/44) + 173/40 sin(27 t + 107/67) - 2129/12) θ(67 π - t) θ(t - 63 π) + (-215/19 sin(25/16 - 11 t) - 809/18 sin(53/34 - 3 t) + 2209/33 sin(t + 58/37) + 15226/33 sin(2 t + 107/68) + 4854/73 sin(4 t + 63/40) + 1307/32 sin(5 t + 52/33) + 165/8 sin(6 t + 91/58) + 842/27 sin(7 t + 146/31) + 789/35 sin(8 t + 52/33) + 653/34 sin(9 t + 49/31) + 316/37 sin(10 t + 30/19) + 227/23 sin(12 t + 27/17) + 10290/31) θ(63 π - t) θ(t - 59 π) + (10613/23 sin(t + 63/40) + 7/11 sin(2 t + 190/51) + 953/18 sin(3 t + 41/26) + 20/31 sin(4 t + 75/31) + 872/47 sin(5 t + 27/17) + 2/11 sin(6 t + 101/30) + 243/26 sin(7 t + 157/98) + 5/44 sin(8 t + 98/29) + 98/17 sin(9 t + 49/31) + 4/7 sin(10 t + 35/18) + 125/33 sin(11 t + 43/27) + 4/23 sin(12 t + 119/27) + 8771/26) θ(59 π - t) θ(t - 55 π) + (-6/13 sin(58/37 - 12 t) - 30/37 sin(23/15 - 10 t) - 19/113 sin(13/9 - 9 t) - 166/95 sin(53/34 - 8 t) - 11/32 sin(47/31 - 7 t) - 35/19 sin(36/23 - 6 t) - 367/51 sin(25/16 - 4 t) - 160/21 sin(39/25 - 3 t) - 937/30 sin(58/37 - 2 t) + 2049/44 sin(t + 11/7) + 27/37 sin(5 t + 35/23) + 5/31 sin(11 t + 41/26) - 14153/113) θ(55 π - t) θ(t - 51 π) + (5717/21 sin(t + 11/7) + 97/38 sin(2 t + 35/22) + 863/28 sin(3 t + 74/47) + 19/20 sin(4 t + 163/35) + 148/13 sin(5 t + 52/33) + 1/3 sin(6 t + 143/32) + 133/24 sin(7 t + 63/40) - 788/15) θ(51 π - t) θ(t - 47 π) + (-143/107 sin(42/41 - 71 t) - 50/37 sin(33/25 - 70 t) - 158/49 sin(71/57 - 68 t) - 29/20 sin(144/103 - 66 t) - 49/31 sin(36/29 - 64 t) - 203/62 sin(39/32 - 61 t) - 438/175 sin(39/31 - 59 t) - 21/23 sin(38/29 - 57 t) - 26/23 sin(37/32 - 56 t) - 59/33 sin(19/15 - 54 t) - 56/33 sin(37/27 - 53 t) - 189/38 sin(35/27 - 52 t) - 19/26 sin(15/11 - 50 t) - 145/46 sin(41/31 - 49 t) - 130/31 sin(29/23 - 47 t) - 81/29 sin(26/21 - 45 t) - 74/21 sin(35/27 - 44 t) - 38/13 sin(75/53 - 42 t) - 595/62 sin(43/31 - 40 t) - 15/22 sin(40/31 - 38 t) - 172/31 sin(183/137 - 36 t) - 428/93 sin(102/73 - 35 t) - 173/34 sin(41/29 - 33 t) - 203/31 sin(25/18 - 31 t) - 84/37 sin(58/43 - 29 t) - 67/25 sin(21/16 - 28 t) - 117/38 sin(50/37 - 26 t) - 126/29 sin(19/13 - 24 t) - 284/37 sin(217/145 - 22 t) - 121/24 sin(46/31 - 17 t) - 79/20 sin(59/39 - 15 t) - 293/27 sin(172/115 - 13 t) - 784/51 sin(119/79 - 12 t) - 42/5 sin(41/27 - 10 t) - 1150/27 sin(20/13 - 9 t) - 437/13 sin(41/27 - 8 t) - 475/6 sin(44/29 - 5 t) - 1459/35 sin(36/23 - 4 t) - 28762/23 sin(39/25 - 2 t) + 819/20 sin(t + 18/11) + 1291/24 sin(3 t + 47/29) + 6283/40 sin(6 t + 109/68) + 1174/25 sin(7 t + 27/17) + 655/19 sin(11 t + 31/19) + 113/33 sin(14 t + 173/99) + 110/39 sin(16 t + 8/5) + 539/30 sin(18 t + 43/26) + 29/12 sin(19 t + 19/12) + 412/35 sin(20 t + 37/22) + 178/31 sin(21 t + 112/67) + 142/25 sin(23 t + 131/75) + 119/39 sin(25 t + 39/23) + 473/61 sin(27 t + 46/27) + 376/55 sin(30 t + 29/16) + 53/44 sin(32 t + 23/5) + 291/56 sin(34 t + 50/29) + 293/147 sin(37 t + 17/10) + 103/43 sin(39 t + 51/29) + 31/28 sin(41 t + 35/19) + 5/11 sin(43 t + 43/25) + 268/89 sin(46 t + 63/34) + 3/11 sin(48 t + 55/12) + 13/35 sin(51 t + 75/38) + 31/39 sin(55 t + 65/37) + 17/27 sin(58 t + 73/40) + 95/47 sin(60 t + 44/23) + 1/4 sin(62 t + 198/73) + 2/15 sin(63 t + 47/32) + 91/58 sin(65 t + 50/27) + 23/32 sin(67 t + 67/40) + 151/63 sin(69 t + 60/31) + 8/27 sin(72 t + 117/40) + 2/7 sin(73 t + 36/25) + 8067/34) θ(47 π - t) θ(t - 43 π) + (-6/35 sin(55/36 - 12 t) - 91/44 sin(18/17 - 11 t) - 241/29 sin(7/50 - 5 t) - 401/32 sin(7/30 - 3 t) + 2535/28 sin(t + 109/55) + 205/22 sin(2 t + 145/33) + 363/25 sin(4 t + 113/43) + 148/25 sin(6 t + 77/23) + 3/10 sin(7 t + 43/41) + 43/32 sin(8 t + 285/89) + 80/29 sin(9 t + 212/49) + 9/29 sin(10 t + 112/111) + 34942/31) θ(43 π - t) θ(t - 39 π) + (-51/13 sin(33/26 - 11 t) - 129/47 sin(113/85 - 9 t) - 343/61 sin(71/46 - 8 t) - 100/19 sin(15/28 - 7 t) - 44/5 sin(23/35 - 6 t) + 33395/48 sin(t + 40/31) + 1081/7 sin(2 t + 40/31) + 414/29 sin(3 t + 7/22) + 653/34 sin(4 t + 1/499) + 34/5 sin(5 t + 54/29) + 73/22 sin(10 t + 93/26) + 59/21 sin(12 t + 91/25) + 19/29 sin(13 t + 99/29) + 23/24 sin(14 t + 131/34) + 14/17 sin(15 t + 71/19) + 31/29 sin(16 t + 51/28) + 11/26 sin(17 t + 43/27) - 12621/34) θ(39 π - t) θ(t - 35 π) + (-427/37 sin(50/41 - 4 t) - 761/55 sin(9/35 - 3 t) - 1046/21 sin(17/23 - t) + 1376/33 sin(2 t + 35/29) + 2078/189 sin(5 t + 49/15) + 277/57 sin(6 t + 74/59) + 87/62 sin(7 t + 109/28) + 19/21 sin(8 t + 176/47) + 24/47 sin(9 t + 73/16) + 42/19 sin(10 t + 32/21) + 13/6 sin(11 t + 155/37) + 85/66 sin(12 t + 7/19) - 22045/22) θ(35 π - t) θ(t - 31 π) + (-16/15 sin(41/35 - 6 t) - 101/18 sin(25/43 - 4 t) - 49/3 sin(24/37 - 3 t) + 106/33 sin(t + 13/12) + 397/44 sin(2 t + 47/19) + 39/34 sin(5 t + 28/37) + 67/56 sin(7 t + 23/16) + 23/27 sin(8 t + 25/6) + 23/31 sin(9 t + 8/65) + 3/22 sin(10 t + 93/23) + 53/80 sin(11 t + 19/22) + 13/35 sin(12 t + 84/23) + 13643/24) θ(31 π - t) θ(t - 27 π) + (-21/46 sin(21/22 - 11 t) - 121/35 sin(61/50 - 5 t) + 366/35 sin(t + 83/50) + 59/31 sin(2 t + 86/45) + 549/49 sin(3 t + 171/64) + 123/11 sin(4 t + 51/22) + 51/25 sin(6 t + 118/117) + 33/40 sin(7 t + 81/22) + 31/52 sin(8 t + 97/27) + 19/56 sin(9 t + 313/78) + 13/30 sin(10 t + 70/17) + 25/42 sin(12 t + 123/35) - 15811/54) θ(27 π - t) θ(t - 23 π) + (789/11 sin(t + 94/63) + 28367/50) θ(23 π - t) θ(t - 19 π) + (2321/36 sin(t + 69/59) - 12515/42) θ(19 π - t) θ(t - 15 π) + (-19/21 sin(86/57 - 9 t) - 66/29 sin(13/45 - 6 t) - 93/34 sin(24/35 - 4 t) - 243/61 sin(27/25 - 2 t) + 5102/31 sin(t + 209/104) + 921/52 sin(3 t + 59/20) + 156/25 sin(5 t + 18/5) + 134/51 sin(7 t + 131/31) + 103/42 sin(8 t + 1/33) + 103/52 sin(10 t + 4/13) + 5/39 sin(11 t + 105/31) + 89/74 sin(12 t + 26/37) + 22439/36) θ(15 π - t) θ(t - 11 π) + (5413/35 sin(t + 52/33) + 124/23 sin(2 t + 187/49) + 427/36 sin(3 t + 107/57) + 193/56 sin(4 t + 232/65) + 52/15 sin(5 t + 123/52) + 38/17 sin(6 t + 61/17) + 13/9 sin(7 t + 37/13) + 49/31 sin(8 t + 142/37) + 37/34 sin(9 t + 98/31) + 27/26 sin(10 t + 61/15) + 42/41 sin(11 t + 84/25) + 35/69 sin(12 t + 81/19) - 8263/34) θ(11 π - t) θ(t - 7 π) + (3437/11 sin(t + 65/37) + 311/33 sin(2 t + 28/11) + 1723/61 sin(3 t + 53/27) + 266/37 sin(4 t + 142/41) + 276/29 sin(5 t + 39/19) + 70/17 sin(6 t + 190/51) + 71/12 sin(7 t + 62/27) + 76/27 sin(8 t + 109/25) + 119/38 sin(9 t + 70/27) + 51/31 sin(10 t + 59/14) + 16/9 sin(11 t + 298/99) + 32/27 sin(12 t + 94/21) - 1211/23) θ(7 π - t) θ(t - 3 π) + (-319/106 sin(58/77 - 14 t) - 142/19 sin(74/49 - 13 t) - 680/27 sin(8/17 - 9 t) - 1073/33 sin(31/28 - 2 t) + 34773/29 sin(t + 46/41) + 3826/37 sin(3 t + 97/32) + 6839/103 sin(4 t + 133/40) + 125/6 sin(5 t + 45/11) + 563/13 sin(6 t + 107/41) + 394/33 sin(7 t + 25/21) + 211/28 sin(8 t + 95/36) + 309/20 sin(10 t + 41/37) + 175/29 sin(11 t + 191/50) + 239/32 sin(12 t + 21/11) + 112/29 sin(15 t + 78/29) + 70/19 sin(16 t + 90/23) + 40/11 sin(17 t + 5/27) + 213/37 sin(18 t + 49/19) + 2936/27) θ(3 π - t) θ(t + π)) θ(sqrt(sgn(sin(t/2))))

Thanks for everything, and I wish you all the best!

Comes in, creates a new villain, turns the RP on its head, then leaves us in the critical moment with the Nic Cage graph. What a man.

@Herringson In all seriousness, it was always a pleasure to read your writing. I wish you stuck around to the end, but you already gave this RP a lot. Thanks for everything!

Adios. May we meet again someday. But for now...

leaked footage of @BrokenPromise writing the latest post