tag:blogger.com,1999:blog-39359988830458817352024-03-14T03:40:32.730+11:00The Creeping DarknessCreeping Darknesshttp://www.blogger.com/profile/11016745853034606300noreply@blogger.comBlogger57125tag:blogger.com,1999:blog-3935998883045881735.post-36737546241927092582016-08-07T21:25:00.000+10:002016-08-07T21:25:09.805+10:003d printing model bits<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-eixEP8mE_5k/V6cZeZzCEsI/AAAAAAAAAj0/ojzTb22yS5wMyW7OFpS83ZXt90cB6zxBQCLcB/s1600/scope-dev.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="223" src="https://3.bp.blogspot.com/-eixEP8mE_5k/V6cZeZzCEsI/AAAAAAAAAj0/ojzTb22yS5wMyW7OFpS83ZXt90cB6zxBQCLcB/s400/scope-dev.png" width="400" /> </a></div>
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Thanks to Blender and Shapeways, 3d printing your own custom components for 28mm scale models is totally achievable.<br />
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<a name='more'></a>For example, here's the scope (seen above in Blender) printed in Frosted Detail Acrylic from Shapeways, and stuck onto a Dark Eldar:<br />
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<a href="https://3.bp.blogspot.com/-D710HALV3Cw/V6cZjofJdII/AAAAAAAAAj4/wcWDBMsZ700PKvkqVWsf_94-F2pKMUjLwCLcB/s1600/Kabalite.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://3.bp.blogspot.com/-D710HALV3Cw/V6cZjofJdII/AAAAAAAAAj4/wcWDBMsZ700PKvkqVWsf_94-F2pKMUjLwCLcB/s320/Kabalite.jpg" width="320" /></a></div>
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Suddenly, not being good with green stuff need not be a barrier to customising your army...<br />
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I'm pretty excited by this. You may have guessed. I'll be sure to keep you posted on what else I come up with!Creeping Darknesshttp://www.blogger.com/profile/11016745853034606300noreply@blogger.com3tag:blogger.com,1999:blog-3935998883045881735.post-51753958204263316252015-08-12T14:43:00.001+10:002015-08-12T14:43:55.104+10:00Fixing Snap Shots (& Overwatch)The idea of the snap shot made its debut in 6ed. The advent of flyers seemed to require a mechanic to make them harder to hit, and the simple idea of needing 6s stepped up to the plate. As is often the case, once the mechanic had emerged, it seemed to find a home in a range of other places too, helping fast moving and pinned troops remain involved in the game.<br />
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Overwatch was a big part of 2ed, but was removed in the transition to 3ed. Overwatch then was a very different beast to the rule we have now; it cost a unit it's turn, but allowed them to fire during the following enemy movement phase. This allowed a unit to cover an approach from an as yet unseen enemy. As charging also happened in the movement phase in 2ed, it could also be used by a unit that expected to be assaulted next turn, which could occasionally prove useful if the enemy were presently out of range of some of your good guns. Unfortunately, taken to extremes it resulted in games stagnating, with both sides hidden and on overwatch to punish whomever came out of hiding first. This is no doubt one of the reasons it was removed. It's return in 6ed leveraged the new snap shot mechanic, with a kludge for templates, and a more limited focus.<br />
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So what's the problem?<br />
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Sadly, there are several.<br />
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- Inequitable. Snap shots don't effect everyone equally. A BS4 Space Marine has lost a much greater proportion of his effective shooting capacity than a BS2 Ork (75% vs 50%).<br />
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- Too limiting. Snap shots make flyers and invisible units much harder to hit than they should be, resulting in some situations that are not very fun at all. For a game, this is a problem. If you want to play a game and not have fun, you should be playing Monopoly, not 40k.<br />
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- Arbitrarily restrictive. As the simplistic mechanic doesn't support other forms of shooting, templates and blast weapons in particular suffer for no good reason. If a Space Marine is perfectly capable of shooting a krak missile at a flying Hive Tyrant, why should he not be able to shoot a frag missile at it if for some reason he wanted to? Why can he shoot a multimelta at an enemy flyer, and a plasmagun, but not a plasma cannon?<br />
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- No stacking. Snap shot conditions don't interact. Consider a few scenarios with a Space Marine firing a lascannon.<br />
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- Standing still, firing at a Gretchin 48" away. Chance to hit: 66.7%.<br />
- Walking forwards, firing at a Land Raider 2" away. Chance to hit: 16.7%<br />
- Leaning out of a Rhino moving at Cruising speed, firing at a speeding flyer. Chance to hit: 16.7%.<br />
- Gone to ground, firing his lascannon with his butt-cheeks at an Ork charging him from behind. Chance to hit: 16.7%.<br />
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I accept that in a system without hit modifiers there is going to be odd situations, particularly when targeting large static things from close range. But that doesn't mean we have to settle for a flat 16.7% chance across all armies, all situations.<br />
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The fourth problem is the easiest to solve. Simply add the caveat that multiple conditions that would ordinarily force a model to fire only snap shots instead prevent the model from shooting. Moving a heavy weapon on a normal infantry model is a snap shot condition. Shooting at a flyer is a snap shot condition. Trying to do both at once should result in not being able to shoot.<br />
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The other three problems can be resolved by tying snap shots to characteristics, in much the same way that almost everything else in the game is. I think the easiest way is to replace the requirement to roll 6s to hit with a requirement to reroll successful hits. Blast weapons that snapfire should be rerolled at the opponents discretion, and template weapons should reroll successful wounds instead, in a mirror of the twin-linked effect on weapons. Twin-linked and snap shooting would therefore cancel each other out, and a model forced to snap fire a twin-linked weapon resolves it as a normal shooting effect, without the benefit of twin-linked or the penalty of rerolling successful hits.<br />
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Rerolling hits allows for snap shooting to scale with the shooter's BS, maintaining the proportion of effectiveness lost between different unit types. It also makes snap-only targets much easier to hit (unless you are an Ork, in which case it is slightly worse, but with that many dice to throw it really should be). This is great for reining in flyers, but does reduce the efficacy of pinning, and poses a major problem with overwatch becoming much more deadly.<br />
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In truth though there are other problems unique to overwatch, beyond the issues with snap shots outlined and solved above.<br />
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- Lack of tactical depth. You get charged, you get to overwatch, it's that simple. The only consideration for the assaulter to affect this is the order in which he charges his units.<br />
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- No mitigation mechanism. The only ways to prevent overwatch, currently, are by fiat in an ad hoc selection of Codicies. This means that units that really suffer from overwatch often have no defence, severely comprimising their utility and often relegating them to the shelf. See Wyches, Genestealers, and the like.<br />
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- The elephant in the room. Shooting units are already more powerful than assault units. Why tip the scales further?<br />
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Removing overwatch entirely would be one way of addressing the concerns, especially the last. However, the idea and feel of overwatch is probably worth preserving. So perhaps there are other solutions.<br />
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First, let's take assault grenades. Their current role of allowing units to assault into cover at no penalty (or a reduced penalty, initially) has been in place since 3ed. That made sense in 3-5ed, where being struck from behind cover was even rationalised as sometimes incorporating close ranged fire from prepared defenders. But 6ed changed to explicitly representing this close ranged fire with overwatch, without changing the effect of assault grenades.<br />
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Assault grenades should prevent overwatch. After all, surely it is harder to fire at your very immediate enemy if there are grenades exploding around you? However, the range of the thrown grenade in 6-7ed is only 8". So let's simply say that defending models within 8" of an unengaged enemy model with assault grenades may not fire overwatch.<br />
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In this phrasing, any model may supply the grenades, which I think is ok. This allows supporting units to cover the way of other units not equipped with grenades, and gives a greater role to characters with grenades provided that they are willing to put themselves within range. Some tactical depth is therefore given to the attacker, allowing him not only to better utilise support units but also to angle his attack for maximum benefit. At the same time, it disincentivises "long shot" 10 - 12" charges, adding a greater cost. Additionally, the defender may employ countertactics, deploying in greater depth than usual to allow rear ranks to fire overwatch even if the front rank is suppressed.<br />
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There is also the possibility of defining defensive grenades as neutralising an attacker's assault grenades, enabling overwatch again, although my favoured route would instead be a -2" to charge moves against a unit with defensive grenades.<br />
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The final piece of the puzzle, I think, is arc of fire. Vehicles already use the fire arc concept, and while infantry are surely more flexible, I don't think that they should receive a free pass. Notably, flying monstrous creatuers would be less extravagant if they were no longer able to shoot devourers out of their arses.<br />
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With fire arcs, there would finally be some benefit to flanking and charges executed at an enemy's rear, namely escaping overwatch by sneaking around them. Additionally, shooting units in general would effectively be less maneuverable, and pinned units could be more easily bypassed. There is also the opportunity to provide different fire arcs for different classes of weapon, for example reflecting the relative difficulty of siting and aiming infantry heavy weapons with narrower fire arcs.<br />
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I think a good starting point would be 180 degree front fire arcs for most weapons, and 90 degree front fire arcs for heavy weapons. These can then be halved when firing snap shots, again mitigating the higher number of hits that will be seen under the changes above, and reinforcing the importance of maneuver to effective firing.<br />
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After all, balancing the intent of the snap shot with mechanics that allow for a greater tactical depth while reducing the potential for flying invincibility can surely make for a more fun game.Creeping Darknesshttp://www.blogger.com/profile/11016745853034606300noreply@blogger.com1tag:blogger.com,1999:blog-3935998883045881735.post-60516173224482867752015-08-05T16:57:00.000+10:002015-08-05T16:57:30.460+10:00Mirror of MindsMy attention was drawn today to the final power of the Phantasmancy discipline, the Mirror of Minds. Many have commented that this is what Mind War should have been; but what I like is the potential to stack Ld debuffs to make an extremely damaging spell.<br />
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Admittedly, it's hard to make it go in the first place.<br />
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Steps to execute Mirror of Minds nuke:<br />
1. Roll a 6 on the Phantasmancy table (up to two tries per Shadowseer in the army)<br />
2. Move within 24" of the target enemy<br />
3. Move Ld debuffs within range (6" - 12") of the target enemy<br />
4. Successfully cast WC 2 power<br />
(4a. If the target is in a unit, get 3 or more successes)<br />
5. Opponent fails to deny your witch<br />
6. Roll to hit<br />
7. Cackle maniacally<br />
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But if you can manage the above your payoff can be pretty huge.<br />
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It's worth noting that at against base Ld 10, as most of your worthwhile targets will be, there is not a lot to write home about. You'll average a wound. But, the magic happens when you lower your targets Ld to a more vulnerable value.<br />
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Start with the Mask of Secrets in the Harlequin book, and reduce your target enemy's Ld by two. This is enough to boost your damage from probably one wound to a 50% chance of four or more.<br />
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With no armour or cover saves allowed, this is going to sting.<br />
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Next, bring the Armour of Misery on a friendly Dark Eldar model. If you don't mind starting in reserve, you can use the webway portal to enter very precisely. In fact, if your Shadowseer with the Mask of Secrets is the one who rolls Mirror of Minds, he can join the unit for a potentially rather nasty psi-strike.<br />
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With a further -2 Ld, the target is testing on Ld 6. Now your enemy needs to roll a 6, at the same time as you roll a 1, to escape from the power's grip. There's a 50% chance of the target taking 24 wounds or more before making that roll. No armour, no cover.<br />
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Better get yourself an invulnerable save, son. Better get a real good one.<br />
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Finally, if the enemy is unfortunate enough to start with Ld lower than 10, or if you are canny enough to get a further -1 modifier, your target is in the unfortunate situation of not being able to escape. You may continue testing until he is slain, allowing you to inflict an arbitrary amount of damage.<br />
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I now hope to see this combo vs <a href="http://www.belloflostsouls.net/2015/08/red-alert-40ks-first-1-roll.html" target="_blank">1+ FNP man</a>. Your move, tourney scene.Creeping Darknesshttp://www.blogger.com/profile/11016745853034606300noreply@blogger.com0tag:blogger.com,1999:blog-3935998883045881735.post-11429637706499244902015-07-15T15:45:00.002+10:002015-07-15T15:45:48.615+10:00Dark Eldar and Dissynergy<div class="separator" style="clear: both; text-align: center;">
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<tr><td class="tr-caption" style="text-align: center;">Pic from 40k wikia via Google</td></tr>
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Synergy is a condition where the utility of an entity is greater than the sum of the utility of its parts. For example, if sufficient synergy existed between 1 and 2, then 1 + 2 might equal 4. The opposite condition, which I dub dissynergy, is when 1 + 2 = 2. Dissynergy is, in my view, the root problem of the 7th edition Dark Eldar codex.<br />
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To back up a step, I believe that strong codicies have internal synergies that can be leveraged in army composition and play. I'm ignoring the super-friends aspect of 6th and 7th editions here, as I feel that any codex should be able to compete on its own merits, but I digress.<br />
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Take the 7th ed Necron book. There are numerous examples of explicit synergy, where a model or unit directly empowers one or more friendly units by fiat. The ability of a Triach Stalker to boost the BS of nearby Necrons, or a Cryptek to improve a unit's save, or the Overlord of a Reclamation Legion to enhance a unit's reanimation protocols are all examples of explicit synergy. As the benefits from this kind of overt bonus are clear, we can expect that to be reflected in the points cost of the unit providing the bonus, at least to some extent.<br />
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However, there is also a layer of implicit synergy that underlies strong performers. More subtle than a special rule that makes things better, this is where units complement each other to improve strengths and mitigate weaknesses, or where a unit's different options allow it to build on its own strengths, especially in combination. To continue with Necron examples, a Necron Warrior's critical weakness to melee combat (or more precisely, from being swept in a losing melee) can be mitigated by the inclusion of fearless melee troops like Praetorians or Wraiths, or even an overlord wit ha lucky warlord trait roll. In return, the melee troops benefit from the presence of a blob of warriors suppressing their preferred targets or forcibly debarking them with gauss fire.<br />
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Harnessing the implicit synergy available to your faction is the basis of good list design. More strong lists can be made from a codex that has good implicit synergy than from a book with poor implicit synergy. Very powerful codicies tend to have solid amounts of both implicit and explicit synergy. Hence, the era of the 'Decurion' or meta-formation codex has heralded books that can make their predeccessors feel like they have brought a butter knife to a gunfight.<br />
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Which brings me to the Dark Eldar, and the dissynergies that leave them resembling a butter knife made of glass.<br />
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The Dark Eldar are not completely without synergy; indeed, if they were they would be completely unplayable. A notable if expensive highlight is the Dark Artisan formation, which allows a haemonculus to deep strike a pair of monstrous creatures. Nor are they entirely without good units, as Grotesques will attest. But the frequent instances of dissynergy act as a brake on large portions of the book.<br />
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The Cronos is great in a Dark Artisan. It's boost to feel no pain rolls is explicitly synergistic. Yet to get that boost it has to forego the opportunity to take a long(er) ranged weapon, leaving it with only a template. So, while it would be an excellent melee support unit it is too slow to get there, and if used in support of ranged troops can't actually contribute to shooting itself. The constraints from its shortcomings generally prevent it from being in the right position to use its boosts, taking a unit presumably intended to provide explicit synergy and instead making it a locus of implicit dissynergy.<br />
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Archons certainly lost their teeth in 7ed. Their inability to access an AP2 melee weapon has also had knock on effects, meaning that they are no longer suited to running with Incubi, as they will merely bounce off the harder targets that Incubi can engage. As they are no longer able to provide the Incubi with grenades, the relationship between an Archon and his bodyguards has never been more distant. At least he can embrace a new role as the purveyor of webway portals to units interested in shining darklight on enemies.<br />
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The Succubus has taken over from the Archon as the melee HQ character, thanks to the ability to actually equip an AP2 weapon, at S4 no less. Yes, the cream of one on one killing in Commorragh are actually able to output attacks as potent as Sgt Joe Blow from Cadia and his funky axe, but that's another rant. This AP2 makes her an ok choice to run with another unit that can dish it out in combat, like the aforementioned Incubi, Grotesques or even her own people, Wyches. Except that Grotesques, with their S5 poison, will happily charge monstrous creatures and other targets that she can't hurt, and even wyches with an agoniser-toting hekatrix will be happy to charge T6 beasties that leave the poor Succy looking decidedly... well, sucky. So it seems that she maybe wants to run with Incubi after all. Unless you take the agoniser as well, spending 45 points to make her a half decent all-rounder. Constraints, limits, and dissynergy.<br />
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Some of the worst offenders are in the wargear section. The soul trap? +1 S for every wound inflicted in a challenge isn't too bad, it would synergise very nicely with a Succubus with an Archite glaive, allowing her to become very handy indeed after a combat or too. Which is why she can't take it. Only the Archon, who is no longer all that great in combat, may take this combat oriented item, so that he may increase his strength while hitting with his poisoned agoniser, which does not use his strength. A textbook example of an opportunity for synergy lost, and a dissynergy gained. Let's not even talk about the Djinn blade.<br />
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The soul trap is in fact a template for a large part of the dissynergy evident in the book; an item which has potential squandered by not being available to the units who would actually be able to take advantage of it. I've complained repeatedly about the siloing of heavy and special weapons options, which falls under this category. The bizarre availability of venom blades to only solarites and acothysts, to neither of whom it is particularly useful, is another case in point. A hekatrix or even the odd sybarite would love to get their hands on a venom blade, like they used to be able to... <br />
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The voidraven has the highest strength ranged weapons that the army has access to, making it the perfect candidate for hunting vehicles, and is able to upgrade to missiles that hurt infantry and bounce off tanks. It is the best candidate for attacking enemy air assets that we have, and none of it's upgrade options can even be used against planes.<br />
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The razorwing can certainly be geared to take out infantry. In fact it has three missile options to do more or less the same thing, in putting a bunch of low AP wounds on infantry with a large blast marker. Why it has three different ways to achieve the same result when what it needs is one way to kill infantry to go with its disintegrator option and a second way to kill planes and tanks to go with its dark lances and status as a fighter I do not know, but I do know it doesn't help.<br />
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The airplanes in general are broadly dissynergistic with the rest of the Dark Eldar army, by offering more of what the ground forces can already do, while not advancing their capacity to do what is needed, ie destroy planes.<br />
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Wyches and combat. Leaving aside the sad fact that wyches aren't all that great in the first place, the 7ed ruling that overwatch may not be taken by pinned units seemed at first an answer to the conundrum of how to get the fragile Wyches into melee at all. Then, in the new Codex, all pinning weapons were removed. Why Mandrakes thought it would be a better idea to set enemies' toes on fire than put their heads down I can't say, but it was another perfect opportunity to create implicit synergy that was missed.<br />
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Indeed, we are stuck with a codex that contains two melee units for every shooting unit, but that has no means by which those melee units can help each other. Ideally, the few units that have grenades would be usefully employed softening the enemy before the heavy hitters arrive into a combat already started to finish it off. Except that the units who do have grenades need the heavy hitters to charge first and soak overwatch.<br />
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The Power from Pain table provides most of its benefits to melee units. So, naturally, the formation that provides a conditional advancement on the table dictates that you predominantly take shooting units.<br />
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I could go on. But it's already painfully clear. The dissynergies resulting from the (often arbitrary) constraints on the Dark Eldar codex make an already challenging army even more so. As appropriate as it may be for a race of self absorbed bastards to not play well with each other, it doesn't make for a parsimonius game experience. We don't need a story with a moral, we need a balanced faction.<br />
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Dark Eldar might never be on the power level of Necrons, or Craftworld Eldar. To be honest I hope we never become an easy win button. But I would like to see us balanced, with fewer bad units and choices. Once the dissynergies are adressed we will have a chance at utilising implicit synergy to create lists that at least feel like the glass cannons they should.Creeping Darknesshttp://www.blogger.com/profile/11016745853034606300noreply@blogger.com0tag:blogger.com,1999:blog-3935998883045881735.post-86285950271217545512015-05-21T13:30:00.000+10:002015-07-26T20:32:16.031+10:00Maths of the Psychic Phase Part 3: New EldarI know, right? I go and make a <a href="http://thecreepingdarkness.blogspot.com/2014/11/maths-of-psychic-phase-part-1.html" target="_blank">whole</a> <a href="http://thecreepingdarkness.blogspot.com/2014/12/maths-of-psychic-phase-part-2-perils.html" target="_blank">series</a> unpacking the maths of the psychic phase, and then the Eldar get to be all special unique snowflake about it. What to do?<br />
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Work it out, obviously.<br />
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First, how are they special? They have a few things going for them. I'm only going to look at two of those features here, but they are big ones.<br />
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The first is the formation ability of the Seer Council, to harness warp charge on a 3+ instead of a 4+. As you might expect, this makes passing psychic tests a lot easier. You could look at this as better resource utilisation or an increased success rate, but frankly, it's a bit of both. Double win.<br />
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This is how it looks: probability of each outcome on the vertical axis, the number of dice thrown at a power on the horizontal.<br />
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Already, they look pretty good, especially remembering that these are warlocks and are rarely going to be going for warp charge 3+. They can nail warp charge 1 and 2 very cheaply, very reliably.<br />
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But that's not all - a Farseer, being far superior to a warlock (or indeed possibly anyone else who likes manifesting psychic powers) may reroll his dice. This is a pretty big deal, as rerolling dice is the best way to reduce the odds of an undesirable outcome.<br />
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Let's see what the success curve looks like if we assume that all failures are rerolled, regardless of the chance of suffering Perils! (because, you know, ghosthelm). For now, we'll also assume a Farseer operating independently of the Seer Council, so harnessing warp charge on a 4+.<br />
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Two things should be obvious - firstly the large spike in Perils!, which luckily he doesn't care about, and secondly the very low chances of failing completely.<br />
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If rerolls by themselves can make a Farseer this reliable, how awesome must he be as part of the Seer Council? Harnessing on a 3+ AND rerolling failures...<br />
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The answer is: Badass.<br />
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<a href="http://3.bp.blogspot.com/-MKnxJ4mb9c4/VV1QKC_pvOI/AAAAAAAAAfE/Mx_qxaJ_0Fk/s1600/Seer%2BCouncil%2BFarseer2.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-MKnxJ4mb9c4/VV1QKC_pvOI/AAAAAAAAAfE/Mx_qxaJ_0Fk/s1600/Seer%2BCouncil%2BFarseer2.png" /></a></div>
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<a href="http://3.bp.blogspot.com/-J_Y4Cma7XdY/VV1Oj9RH6_I/AAAAAAAAAe4/q4D2HI8taus/s1600/Farseer%2Bgraph2.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a> The Seer Council Farseer is very close to being able to throw one dice per warp charge required only, and still pull off his powers. In fact, he generally manifests warp charge 4 powers (like Super Eldritch Storm) more easily than his plebian rivals can cast warp charge 3 powers.<br />
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The upshot: assume your opponent's Seer Council will manifest whatever they want to, at least 9 times out of 10. If it is your Seer Council, you do not need to think very hard about what to do. Assign warp charge to each power that you want to cast at 1:1, then assign left over dice to the big ones or the ones you most want to succeed.<br />
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Don't listen to the enemies inevitable tears as you do this, it might put you off your game.<br />
<br />Creeping Darknesshttp://www.blogger.com/profile/11016745853034606300noreply@blogger.com0tag:blogger.com,1999:blog-3935998883045881735.post-80529201192011296242015-05-05T21:31:00.000+10:002015-05-05T21:31:02.964+10:00S10 vs SD ends badly for Land Raiders
<a 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" 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" /></a><br />
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<br />
It would appear that there is a slight decrease in survivability for Land Raiders exposed to S: D weapons, compared to S 10 weapons.<br />
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Funny thing: 5 of the 7th Ed Eldar Codex Wraithguard actually have a better chance of destroying a Land Raider in a single salvo...<br />
<img alt="" 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" /><br />
<br />
...than 5 of the 6th Ed Eldar Codex Wraithguard had of destroying a Rhino in a single salvo.<br />
<br />
<br />
Balance! Creeping Darknesshttp://www.blogger.com/profile/11016745853034606300noreply@blogger.com0tag:blogger.com,1999:blog-3935998883045881735.post-54167735666712374722015-04-30T11:06:00.000+10:002015-04-30T14:10:55.094+10:00Strength D is a terrible mechanic<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 src="http://s3.amazonaws.com/rapgenius/ScenicNuclearBombs_Mururoa.jpg" height="300" id="irc_mi" style="margin-left: auto; margin-right: auto; margin-top: 0px;" width="400" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Like this, except it's the game that suffers.</td></tr>
</tbody></table>
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Formerly reserved for Apocalypse!, destroyer weapons, commonly known as Strength: D weapons, are now being integrated into regular 40k. While earlier 7th Ed Codicies used the D sparingly (Necrons, Orks) or not at all (Tyranids, Dark Eldar), Codex: Eldar appears to have brought D into the mainstream. And this is a problem.<br />
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What is S: D? If yo uare unfamilliar with this beast's current incarnation, it is quite (too) simple. After hitting with a S: D weapon (or indeed, since the advent of the Eldar codex, a D-weapon), roll a d6 instead of the roll to wound or penetrate.<br />
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1: Nothing happens. You know GW loves an arbitrary fail condition. Amusingly this does make S: D more prone to complete failure than S10 in some circumstances.<br />
2 - 5: The target model loses d3 wounds or hull points, and additionally suffers a penetrating hit if applicable. If a model, the attack is treated as being S 10 for instant death purposes. Normal saves are allowed (subject to AP, invariably 2 at worst), but not Feel No Pain. You always feel the D.<br />
6: The target model loses 6 + d6 wounds or hull points, and if somehow still standing, suffers the penetrating hit or instant death condition as above. No saves at all are allowed against this. <br />
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Already, you should see some big problems here. Firstly, the target's AV or T are barely considered, meaning that model's that pay points for increased durability are hit just as hard as models that don't. Secondly, it is subject to a lottery effect, where a roll of a 6 causes much more damage than any other result - in fact, on average the 6 inflicts more damage than the other results put together. <br />
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Fundamentally, S: D is a poor game mechanic. There are several reasons why, including those highlighted above, and some which are rooted in the narrative of the game's evolution. Many of these are related to underlying issues in the structure of the game that while not ideal, were workable by themselves. The combination of a kind of critical mass of these effects, plus the consequential introduction of a worse mechanic as a band-aid rather than an attempt to fix the structural issues themselves, has led to the current fuck up. <br />
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Units and models degrade in different ways<br />
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Another part of the issue is apparent in the description of the effects. Note that vehicles sustain damage in a different way to models; this however is again a symptom. The underlying problem is that models sustain damage in a different way to units.<br />
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Consider a simple example, a Tactical Squad of Space Marines. 10 Space Marines. For each model in the unit, damage is a binary affair. He is either alive or dead. For the unit, however, the loss of one of the 10 members reduces its offensive output. If all 10 were armed with bolters, the reduction in capability would be proportionate to the number of models removed. Hence, the capabilities of the unit degrade in proportion to the damage that it suffers. <br />
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This is not the case for individual models. While it is entirely appropriate for a game in 40k's scale for the individual Space Marine to have a binary approach to damage, this approach creates problems for models with 2 or more wounds. These models suffer no deleterious effects from damage that might on the face appear disastrous. A Wraithknight functions just as effectively with 1 wound as with 5. This means that single tough models have an advantage in wars of attrition against units. <br />
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To continue the previous example, suppose a unit of 10 Space Marines with bolters comes up against a single model with the same initial capabilities. Let's suppose that in the fashion of Centurions and Dreadknights, this is a monstrous agglomeration of 10 Space Marines, all bolted together like a bad Voltron parody. It shoots 10 bolters, but unlike the unit it is a single model with 10 wounds, equivalent to the squad's starting strength. Clearly, Voltron of Marines has a massive advantage over the unit he opposes. After each side has inflicted 5 wounds on the other, the unit returns fire with only 5 bolters. Voltron of Marines still has 10. He will win almost every time. <br />
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Given his manifest superiority, and adding his reduced vulnerability to blasts and templates (enduring only a single hit while a unit is likely to suffer multiple), we can naively expect that he will cost more points than the unit. Sure, his footprint is lower, and this will sometimes be a disadvantage, but will as often be advantageous, and he also benefits from different interations with the morale system. Since we expect a balanced game, we should expect Voltron of Marines to be more expensive than the equivalent units, reflecting the advantage of this differential degradation.<br />
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Vehicles exacerbate differential degradation<br />
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To add to the confusion vehicles, which are typically single models, degrade in a different way again to models with an infantry profile. Unlike a single infantry models, a (non-superheavy, more on that later) vehicle does suffer adverse consequences to progressive damage, but unlike the unit of infantry models, the consequences are random and not proportional to the amount of damage inflicted. At least in 6th and 7th ed 40k the random damage consequences have taken a less important role due to the addition of 'hull points', a wound system for vehicles that makes their demise more predictable. <br />
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In previous editions from 2nd (technically 1st edition too, although only toward the end) through 5th, vehicle damage was entirely mediated through random consequential damage, completely at odds to the proportionate impairment suffered by units. As this system made vehicle degradation quite complex, and perhaps as a compensatory measure for the relative difficulty in damaging them at all, this system built in a criticality that could cause the vehicle to be instantly killed. It almost certainly owes as much to the aesthetic appeal of a single powerful shot causing a tank to explode to premeditated game design. This criticality is still with us in 7th ed as the 'Explodes!' result, although it is less important now that vehicles can be wrecked through gradual attrition. <br />
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It is worth noting here that models are also subject to a criticality in the form of 'Instant Death'. Unlike the case of vehicles though, this is strictly deterministic, and only in the case of the occasional weapon that inflicts instant death on the roll of a '6' is a similar random element encountered.<br />
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This random element in vehicle degradation and destruction makes it much more difficult to calculate an ideal point cost for them, as some of the time the vehicle will be certainly undercosted, and some of the time it will certainly be overcosted, due to the vicissitudes of random criticality and impairment. <br />
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So, there are now three different ways in which the player's pieces are affected by damage, depending on whether they happen to be models, units, or vehicles. Models do not degrade but rather suffer critical existence failure, units degrade in proportion with the damage suffered, and vehicles suffer from random degradation with the possibility of critical existence failure, but may equally be operating at full capacity even at death's door. <br />
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Superheavies are out of scale<br />
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Considering the structure of the vehicle rules, it is not hard to see how superheavy vehicles posed a problem. First, random damage meant wildly unpredictable performance. A mighty vehicle could be effectively disabled by losing its most powerful weapon from the first damage it suffers, hardly an effective return for points, and much less so if it in fact explodes. So the damage table had to be modified to fit these invincible behemoths of the 41st millenium.<br />
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In retrospect, this should probably have been a warning sign. It made clear two things; firstly that the vehicle rules as written (and in fact the game rules as written) did not scale, and secondly that superheavies were beyond the scope of the scale 40k was written to accommodate. But the appeal of gargantuan tanks (and the accompanying kits) was inexorable, so some changes were made to paper over the cracks, rather than re-writing the affected rules. This led to a number of consequences.<br />
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The reimagining of the way superheavies interacted with vehicle damage retained the criticality, although it diminished the impact, and abolished the incremental impairment. This ensured that superheavies would fight at full efficacy until drained of their hull points, but would occasionally lose them more quickly due to the random criticality retained in the table (indeed as the only point of the table, since the other results do nothing). So, now they act like more of a model, and less of a vehicle, at least in the way they respond to damage - they don't, until they are dead.<br />
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While this lends a pleasing aesthetic of relentless and inexorable machines befitting the superheavy ethos, it impacts the game negatively. As we have seen, due to the way models are not impaired by damage, they must perforce cost more points than units of equivalent power or will otherwise be overpowered. Superheavies take this issue further, as they almost invariably have more hull points, sometimes many more, than the models these rules were originally designed for. This means that they can take a lot of punishment and keep on trucking at full efficacy, despite the units they face not being so lucky, and becoming less able to fight back with each casualty. Necessarily then, superheavies need to cost a lot of points to remain balanced. <br />
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It also means that within the 'natural order' of weapons with a numeric Stregnth value, there are few counters that can quickly stop a superheavy vehicle, as they must, like everyone else, chip away their hull points bit by bit.<br />
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This, however, was only one side of the superheavy issue. The other problem was that their weapons were out of scale. <br />
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Titan killing weapons and iron halos<br />
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The resilience of a model, unit or vehicle in 40k is predicated on the scale of the action as it originally was, a platoon or so of infantry with some armoured support predominantly in the form of personnel carriers and the odd main battle tank. In this environment, it made sense that a heroic character should be hard to kill; he was likely to be the toughest guy on the field of battle as well as the aesthetic and dramatic focus of the action. <br />
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This resilience has typically taken the form of good saving throws, often invulnerable or othe fixed saves. This allowed criticalities such as instant death to remain (for those not lucky enough to surf the rising tide of 'Eternal Warriors'), but reduce their impact and protect the character from a lot of ills. While we've evolved from the days when every save could be taken one after the other, now, with multiple different sources of saves and avenues for rerolls plus 'not-a-save saves' like Feel No Pain, some characters have become extremely durable. <br />
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For a game of platoon to company level action this is not so bad. But again, the problem is simple: the mechanic does not scale. <br />
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Adding superheavies has, again, made this obvious. A vehicle dedicated to carrying the hugest gun it can, to destroy other superheavies and even titans, finds that its weapon is constrained by the rules for Stregnth, AP, and damage. Thus a Shadowsword's volcano cannon would knock off only a hull point or at best three from a target superheavy that it should by rights be able to immolate, and sees the same weapon bouncing off a mere Space Marine's iron halo. Why? Because the Strength scale was arbitrarily limited to 10, and the maximum values had already been assigned to what were, at that point in time, the biggest guns in the game.<br />
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Clearly, bigger guns than these would need a way to be more powerful than currently permitted. Again, rather than rework the system, a band-aid was introduced. <br />
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Sadly, this band-aid causes more problems than it solves.<br />
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Strength D doesn't care about you<br />
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S: D was introduced to solve the problem of a bigger gun than allowed under the base 40k rules. In its current form, it allows weapons that are predominantly located on superheavy chassis to do multiple points of damage, unlike regular guns, and features a critical hit on a '6' that ignores saves, allowing it to bypass exceptionally tough characters. <br />
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But S: D doesn't care about your defensive stats. It strips your hull points or wounds on a 2+ and, if the '6' is rolled, chances are you are off the table, whether you are a gretchin or an Imperial Knight or a goddamn Baneblade.<br />
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We saw above how a model must be worth more than an equivalently capable unit by virtue of its resistance to degradation from damage. Now, we see a situation where a model is worse than a unit - because if that 6 is rolled for a single Space Marine, it makes no difference to the rest of the unit beyond the proportionate reduction from his inevitable death. When the 6 is rolled against Voltron of Marines, though, he can be taken of the board in one hit. For vehicles the problem is the same, except that the possibility of a random criticality is even higher than usual, owing to double jeopardy from both the normal damage and the destroyer table. <br />
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The implications are stark. Either the models, vehicles and other superheavys have had the chance of meeting - and failing to - a S: D weapon factored into their points cost, or they haven't. If they have, and assuming that miraculouly a satisfactory balance has been struck between the forces pulling the points value in opposite directions, then these powerful models will be undercosted against the armies that have no native S: D weapons. If they have not, then the rise of S: D on the 40k field will spell the end of powerful single models, as they will simply be too expensive for a model exposed to the critical vulnerability presented by S: D.<br />
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Strength D doesn't care about your friends<br />
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Assuming the first case, that going forwards at least models are balanced against the expectation of meeting S: D, perhaps in large quantities, will the effects all wash out? Not necessarily. <br />
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Because S: D doesn't care about defensive statistics, tough models will be subject to diminishing returns. Very tough models will increasingly attract S: D, and therefore the prices will need to fall to keep them viable. However, as tough models are still resistent to everything else, this will make these tough models increasingly annoying to play against, as an increasing part of the opponent's army can be effectively marginalised by the very tough but aggressively costed units. Ultimately this is likely to lead to a degenerative arms race, where an escalation in relatively cheap tough units, costed so thanks to the expectation of facing S: D, require more S: D weapons to be brought to bear to effectively combat them. Armies could therefore drift into stagnant patterns, comprising of as many very tough cheap models as practicable, as many S: D weapons as possible, and some chaff to distract the opponent's S: D or tough creatures or claim objectives.<br />
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Codicies that are late to the S: D party or do not get an invitation will suffer moreso than the rest, first by enduring very tough , undercosted models and secondly by being pounded into the dirt by their D-toting opponents.<br />
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Wraithknight roulette<br />
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What does a game in this brave new world of 40k look like? It looks like a competition to see who can roll more 6s soonest.<br />
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S: D by its nature does not care about your maneuver. It doesn't matter if you hit your foe in the side or rear. Sometimes it doesn't even mattter if the target is concealed. Removing these factors de-emphasises strategy in the game, which is already poorly articulated. A simple weapon that requires only basic target priority decisions does not make the game more skillful. And by allowing models with very high capacities for damage to be removed with one lucky roll, the risk:reward ratio is utterly skewed. This is compounded by the ability of models to ignore all but the last point of damage, meaning that an army that rolls no 6s can very quickly find itself in a situation very difficult to recover against an army that has had the good fortune to roll even just a few well timed 6s.<br />
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It's a far cry from the platoon level combat we used to have. <br />
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Degrade them<br />
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Let's get speculative, and see if there are identifiable solutions to the problems raised above. After all, a well formulated problem contains the seeds of its own solution. <br />
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The first main problem is the difference in degradation experienced between models, units and vehicles. So why don't we standardise degradation in response to damage into something more proportionate?<br />
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A naive first attempt would be to say a vehicle or model can fire one less gun than normal per wound or hull point lost. This would be exactly in line with a unit that can no longer fire the weapons of its dead members, but still misses some points. For instance, most monstrous creatures and vehicles will run out of guns before running out of wounds or hull points. One gun tanks would be especially vulnberable. And besides, units rarely lose their best weapons first. In an average squad, 7 or 8 Space Marines with bolters will get killed before the more potent plasma or melta gun is removed. <br />
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So it seems that changing impairment in exact concordance with damage suffered is harder than it looks. Additionally, a system of modifiers keyed to the number of wounds or hull points lost or remaining could quickly become tedious. A solution that is simple enough to be understood viscerally and indicated on the board with a minimum of fuss would be much more likely to succeed. Most people don't want to have to solve algebraic equations to work out how many shots they have.<br />
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What to do then? I propose replacing the vehicle damage table with two simple conditions; damaged, and crippled. 'Damaged' would apply after a vehicle or monstrous creature suffered damage, and be represented by a -1 penalty to the WS, BS, and A characteristics. Guns will still shoot the same number of shots, but the reduction in accuracy will simulate the reduction in efficiency from normal. 'Crippled' would apply when wounds or hull points are reduced to half or less of their starting total, and be represented by halving WS, BS and A, rounding down. Thus, a Predator (3 HP) would shoot its weapons at BS 4 when undamaged, BS 3 when down to 2 HP, and BS 2 when on it's last hull point. Lelith would throw her 5 attacks at WS 9 at full health, 4 attacks at WS 8 on 2 wounds, and 3 attacks (2 + 1 for extra melee weapons) at WS 4 on her last wound. Yes, heroes will be less amazing, but instead of the narrative of the invincible hero reaping hordes of skulls, it will be the brave hero buying more time for their comrades by holding off the enemy while they bleed to death, or the chaos champion heroically pushing himself past mortal endurance for just one more skull, just one more... or indeed, the wounded 'hero' skulking off to hide behind some trees while they send their legions to the front to take their place.<br />
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The removal of the damage table also removes the possibility of critical existence failure, making vehicles much easier to price appropriately.<br />
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Scale them<br />
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The next big problem is that of scale. We have seen that superheavies and their weapons cannot be adequately represented with 40k's classical range of S, T, and AV. So perhaps we need to expand the range. If a volcano cannon should be hitting twice as hard as a demolisher cannon, let's make it S 20. <br />
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As problem fixes often do, this presents new problems. Firstly the wound chart needs to be rewritten to accomodate the larger range (or a simple rule to accomodate an infinite range), and secondly instant death becomes readily achievable against a class of creature that never used to be vulnerable. Luckily, in these problems too there is opportunity. <br />
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To take the latter problem first, it makes sense to remove instant death entirely, given that we have already removed the criticality from vehicle damage. Now, however, there is no means for any weapon to deliver more than a single wound, which could lead to the incongruous situation of an imperial guard officer laughing off a volcano cannon. Clearly that is not ideal either. But perhaps this can be addressed in the 'to-wound' table itself. <br />
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Consider a new table that looks a little like this:<br />
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<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-MDAInUTEENo/VUF-fET1iAI/AAAAAAAAAeI/SZABdy6-Sgc/s1600/to%2Bwound.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="It's tiny, I know. My IT skills failed me. " border="0" src="http://2.bp.blogspot.com/-MDAInUTEENo/VUF-fET1iAI/AAAAAAAAAeI/SZABdy6-Sgc/s1600/to%2Bwound.png" height="640" title="" width="624" /></a></div>
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<i>Chink in the armour: Even very tough creatures can sometimes be injured by lucky strikes. A 'to-wound' shown with an '&' indicates that to successfully wound, both (or all) dice rolls must be passed. For example, the required 'to-wound' score for S 4 vs T8 is '6+ & 3+'; this indicates that a 6 must be first be rolled, followed by a 3, to successfully cause a wound. A 'to-wound with 3 or more dice scores listed must have all scores satisfied. Abilities that allow a model to reroll wounds may be applied on any or all of these dice, but each dice may only be rerolled once. </i><br />
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<i>Overpressure: Particularly powerful weapons can cause more severe damage than normal. A 'to-wound' shown with a '/' indicates that the attacker must roll more than one wound die. Each die that passes it's required wound score causes an additional wound that must be saved separately. For example, the required 'to-wound' score for S8 vs T4 is '2+/ 5+'. The attacker rolls two dice, one succeeds in causing a wound on a 2+, and the other on a 5+. If both wounds are caused the defender must save against both! Note that these wounds apply to models, not units, so if a Space Marine with one wound suffers two or more wounds, only that one Space Marine is removed as a casualty. Abilities that allow a model to reroll wounds may be applied on any or all of these dice, but each dice may only be rerolled once. </i><br />
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Hence, the 'to-wound table' now mediates damage taken based on the comparison of S to T. Characters are spared instant death and will often be more survivable to weapons in the range that previously destroyed them, which seems adequate recompense for degrading faster when they do take damage. Very tough creatures will still be difficult to injure, but the provision of a chance for any weapon to potentially, if improbably wound any creature allows armies that have lost their heavy weapons to not be put automatically out of the fight. <br />
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There is still provision for weapons that previously had special rules that conferring instant death to inflict extra damage, eg:<br />
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<i>Lethal dose: if a 6 is rolled to wound, immediately roll an extra wound die. This will wound on the same score as was previously required, and must be saved separately. If a second 6 is rolled, repeat the procedure, but do not do so for a third 6. </i><br />
The effect of these modifications, besides improving the scaling of the game and allowing a much broader range of model and unit capabilities, is also to smooth the probabilities involved. Swings of luck will still play a role, but models will be less vulnerable to criticalities, while still allowing powerful (and more expensive) weapons to have a proportionately greater effect.<br />
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Vehicles too<br />
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The same principle can be applied to vehicle damage, too. Since the damage table has already been removed, there is no longer any need to differentiate between a glancing and a penetrating hit. Hence, the same chart could be used for both models or vehicles, de facto converting them to a Toughness value instead of an AV. It is also possible however to recast the table as a 'to-damage' table, using AV as an excuse to limit the dynamic range.<br />
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For example, perhaps we are quite happy that S3 weapons can't scratch AV 10, but want to retain the ability for conventional heavy weapons to have a chance against higher AV superheavies - albeit a low chance. So we put a cut-off point, below which the second dice is not available. Perhaps the gap between S7 and S8 demarcates the line at which the chink in the armour can come into effect, a line already familiar as the point at which a weapon becomes capable of damaging the heaviest tanks.<br />
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We can see here that now our hypothetical S20 volcano cannon has a good chance of inflicting 3 HP on an AV14 chassis - but has a better chance of inflicting that or more damage on more lightly armoured vehicles.<br />
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And this is the point. Weapons still get to be destructive, but the defensive statistics of the vehicle or model are no longer ignored. <br />
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Summary<br />
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Bringing Strength D into the mainstream exposes the flaws in the mechanic. Like any problem however it can be viewed as an opportunity, and in this case it could act as the catalyst to fix some of the underlying problems that led to its introduction in the first place.<br />
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Resolving conflicts of scale and needless differences in response to damage would make 40k a more fun game, and make options, units and models easier to price appropriately, something that is in everyone's best interest. <br />
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Banish Strength D - replace it with an improved system.Creeping Darknesshttp://www.blogger.com/profile/11016745853034606300noreply@blogger.com2tag:blogger.com,1999:blog-3935998883045881735.post-71123865839234802482014-12-04T13:55:00.000+11:002014-12-04T13:55:15.756+11:00Maths of the Psychic Phase, Part 2: Perils!<img height="230" id="irc_mi" src="http://www.toplessrobot.com/assets_c/2009/04/scanners-headexplode-thumb-331x230.jpg" style="margin-top: 89px;" width="331" /><br />
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... sorry. I couldn't resist.<br />
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This is the follow on from the <a href="http://thecreepingdarkness.blogspot.com.au/2014/11/maths-of-psychic-phase-part-1.html" target="_blank">previous </a>installment, expanding our first model with a careful look at the perils of the deep blue brain.<br />
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<a name='more'></a>The first thing to consider - just how dangerous <i>is</i> Perils of the Warp, anyway? Let's have a look at a precis of the table.<br /><br />
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1 - Take a Ld test. If you succeed, take a wound with no saves. If you fail, explode. And die.<br />
2 - Take a Ld test, and a wound with no saves. Lose a power if you fail the test.<br />
3 - Take a wound with no saves, and lose d3 warp charge. <br />
4 - Take a wound with no saves.<br />
5 - Take a Ld test, and if you fail take a wound with no saves. <br />
6 - Take a Ld test. If you fail take a wound with no saves, or become awesome for a turn if you pass.<br />
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It looks like rolling on the table, in general, is not a good thing. But, because this is GW, there is still a result that randomly goes the other way to all of the other results.<br />
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However, it is also clear that the table will affect different models in different ways. A psyker with one wound left (or who only ever had one wound) is not going to like it. A twenty strong unit of 'brotherhood of psykers' is unlikely to care if one of their number bites it.<br />
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Leaving aside brotherhood of psykers for a moment, let's look at the spectrum of death from Perils.<br />
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<img alt="" 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" /><br />
<br />
This chart summarises the average number of Perils! instances that a psyker can hack before death, bearing in mind that one of the results brings a chance of instant death, but disregarding for now the effects of the explosion on the unit. <br />
<br />
A 1W psyker is not in a happy place. Odds are good that he will die on his first exposure to Perils. Consider casting conservatively, as outlined last post.<br />
<br />
A psyker with 2W left is likely to be able to absorb his first perils. Indeed, since the risk of dying instantly is quite low, wounds can be seen as the limiting factor to the psyker's resistance to a much greater degree than Ld.<br />
<br />
In fact, I would argue that if you want to cast aggressively, you should feel free to do so while your psyker has at least two wounds left.<br />
<br />
When you are prepared to accept a Perils! as a success (so long as the power succeeds also, of course), the chance of success per cast looks much more favourable. But nonetheless, throwing more dice at a power rapidly approaches the point of diminishing returns. To consider the best way to efficiently manifest powers without taking any heed of Perils!, I will repeat the analysis of the number of powers manifested from a fixed dice pool using the chances of succeeding, regardless of Perils.<br />
<br />
<img alt="" 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" /><br />
<br />
Compared to the graph featured in the <a href="http://thecreepingdarkness.blogspot.com.au/2014/11/maths-of-psychic-phase-part-1.html" target="_blank">last post</a>, the number of powers successfully manifested from this arbitrary pool of 60 dice are generally higher. This shift also affects the number of dice that it is optimal to throw at any given power to cast most efficiently:<br />
<br />
1 WC: 1 die<br />
2 WC: 4 dice<br />
3 WC: 6 dice<br />
<br />
So, you can throw an extra die at 2 and 3 warp charge powers when casting more aggressively, and get a higher net number of powers cast, albeit at the probable cost of a wound here and there. Suck it up.<br />
<br />
The main points from this chapter; if you have only one wound left, cast conservatively. If you have multiple wounds left, are a large squad of brotherhood of psykers, or are otherwise able to ignore Perils!, cast more aggressively on 2 and 3 warp charge powers to manifest more powers.<br />
<br />
Next stop? Factoring in denial.Creeping Darknesshttp://www.blogger.com/profile/11016745853034606300noreply@blogger.com4tag:blogger.com,1999:blog-3935998883045881735.post-13021523818247446492014-11-13T12:36:00.001+11:002014-11-13T12:36:45.581+11:00Maths of the Psychic Phase, Part 1: DescriptionThe new 7th edition psychic phase presents some interesting mechanics to model mathematically. If you're not familiar with the system, perhaps because you more routinely play a non-psychic race like Dark Eldar, Tau, or Necrons, each power has a cost to manifest, of between 1 and 3 warp charge. Warp charge dice are generated at the start of each psychic phase, at the rate of one per friendly mastery level, plus d6 because GamesWorkshop. Each warp charge dice can be converted to an actual warp charge on the roll of a 4+.<br />
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The catch is that you have to allocate dice to manifesting a power before finding out if they will convert to warp charge. The danger comes from the old standby, Perils of the Warp, that kicks in if two or more 6s are rolled on the dice for manifesting a power. The balance arises from the desire to manifest as many powers as possible per phase, for as efficient a cost, at minimal risk of inflicting Perils.<br />
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To the maths!<br />
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<a 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" 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" /></a><br />
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We'll start with some simple descriptive maths.<br />
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<a name='more'></a>The chart above shows the expected outcome for a simple power with a cost of 1 warp charge, after attempting to manifest it with between 1 and 10 dice. Clearly, the extra dice are counterproductive. The highest odds of success without the burden of Perils is when 4 dice are rolled. 3 dice provide a very similar outcome however, for 1 dice less cost and a lower chance of Perils.<br /><br />
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I should point out that for now, I'll be treating Perils as strictly undesirable. In future posts I'll assess the cost of Perils in a more nuanced way.<br />
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How does the chart look for powers that cost 2 warp charge?<br />
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<a 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" 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" /></a> Now, the number of dice required to get good odds of success start to climb. Firstly, the chance of achieving success without Perils never climbs above 62.7% at a cost of 6 dice, meaning that if you want to have a good chance of casting these powers you are going to need to accept a high rate of either failure or Perils. Similar success rates with lower rates of Perils can be seen when using 4 or 5 dice if you are risk-averse, and at 7 dice or more diminishing returns and higher chances of incurring Perils will cause you some concern.<br />
<br />
Clearly, these powers are more difficult to manifest. But what about the biggest powers, the warp charge 3 powers?<br />
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<img alt="" 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1euBEifPn2aTqc3NDTgOJ6VlZWcnNzX19fR0REXF0en09W1Yn9/fzqdPmnSpISEhLlz5548ebK/v//FixeRkZEoiqphHhgY6Orqio6OdnFxAXsxwC0oZQ8MDDx//jw0NNTT05NCoTg5Oc2cObO9vR3H8ZycHEMhWCaTCYXC8PDwN2/e4Dh+5swZkON1HyaXy8HfAnPMHR0dU6ZMcXZ2plAoLi4uoJL/+fPnJUuWcLlc8CMSiYRCoTAYjLCwsISEhOjo6FOnTvX39z9//jwyMlIoFKphxnG8q6tr7ty5YNMoFArQKCYm5vXr1/39/bt373Z1daVQKN7e3r/++is4AIqIiEBRlMPhgN/Q0tISFRXl4eHBZDIDAwOpVGp5eTmO41evXkUQRGxqFTeYMggKCnry5ElHR0dvb++bN29SU1PBGwPkadvwTC43k7OZOMwmbTZrkfbQhmbjMEMsaH8XNg8NzGbFZYJPNwmYocRlTZgNvWuJwDzkRWyIKpublUmobJxkkUgEKtIhISEvX77s7e0tLy9/+fJld3f3+vXrHRwcQBW6vr7+zp07AwMD9fX1ICgDDFAUXbZsWXV1NcCgr6/v06dPHR0dHz58mDZtGngYgBksLgsJCWGz2cAS9YIsAPOLFy9mzJjB4/EkEgmQuLm5Gcdx49VskUikVCrBWvEbN27I5XKxWCzX1zRhbm9vB6d7SaVSJpO5aNEicMLYypUrORwOeLBIJFq5cqXmpn3+/Lmjo+P9+/dTp05FEEQTZrBp6mgLVmKHhYU9fvwYx/Fff/2VRqOB98m5c+fA8xkaGoqiKJ/PB4dBHz58qKmpqampqaurq62traqqAtlX/UjjMKttZrPZoaGh58+f7+/v7+/v37NnD5fLNQ6zcZ5h2Wzo/W8zm21Q0CYCs6bNtlkFpru3t1JB+08FMwmVLYR5SFQmUsQmkpXNiss2U9kQzLbJyuSCslYVlMPhnD17Fiz46urqevnyZUhIiJeXV0JCQltbW2dn5+fPn/v6+g4cOBAYGAgkQBAkKSmpo6MDx/EXL14cPXo0Pz+/srKyu7u7o6Nj+vTpWjA/fvx40qRJ6GCtGDQAc39/P6gkIwgCcnBwcDCoA58+fRoMEgRfrQZGcuvWLRzH79+/P3HiRAzDiMA8b948Pp8vl8v5fP6yZcsAzCtWrAAwC4XCdevWgU1rbm4+evRoQUFBVVVVd3d3e3s7uJoY+IUAZt1Nk0gkbDb74sWLYO55x44d4KJjYK76+PHjPB4PDPXmzZtgPdq7d+8+aLTXr1+3tLRcvXpVoVCAgG7SZqFQSKPRnJycEAQBE9W1tbXgKEFzKhpidIabm/XybOgTZ1WbSYdmIjzbvqA9/GeaCWKqa7M2zMR/kW3iMmmYIc4uG1qJbY0ituVxmYTK5BZ8WTUrW64yaAEBAZs3b+7t7QXrkM+dO8fhcHg8HoIgdXV1YKlwe3v7ggULmEym+lSfuro6MIcqFovd3d1HjRq1Zs0asPx46tSpaphVKhWO40+fPg0PDycCM4qiEyZMADPHxcXFfD5fKpXq5RaswDpw4ABYgbVu3TqQttUYg+fBOMzLly/XhBmkc7Bpt2/flkqlnp6eo0ePBpvW1tY2bdo0sBUCgQDA/PTp04iICOG309tcLlepVJaVlfX19YFaArj+ycOHD8PCwkC85vP558+fB7RPnDhRqVSGhISEhISMGzdOoVAEBweDk8glGqd06yUZwzAEQYC7AoHAz8+vpKREfbCCfHth8yG0mVxuNg4zxMnmIV8FRnqF9vc+0wwHZhuobAhmuCqbjMtaMFsel4mobHkR2xpZGaLKZmVlI7VEEiTrVVksFrPZ7LCwsObm5q6urr6+vqSkJCqVKhaLqVRqXl5eT09PV1fXo0ePpFIpgiAghEVGRoIrkxQWFtrb21MoFC8vr8zMTADzTz/9hAzWe4nA/OLFi8mTJ7NYLBRF2Wz2pk2bwFLnHTt2MBgMvSqDxuFwoqKiWlpa+vr6Hjx4MHfuXBaLJRAIwAuRlJSUmJgoEomIwywSiaZMmaLetLFjx9LpdB8fH7BpbW1tP/30kyGYNQM6hmE8Hu/EiRPd3d0PHjyor6+vrKzMy8uTy+UBAQESiUQmk9HpdLCuu6WlJTo62s7ODnyWXVxcfH19vb296XS6SCTSe1kVTZXHjx8/c+ZM8G5kMBjqS8HU1NQgCIJhmO4SbhI8G3krQszNNrOZXG42q6Btoc3EQ/MwmWk2Lpo1bCYDs/Fx2D4u651s+B7j8vApYg/DCra5JIOGYRiDwbhx4waO48+ePZs4cSKbzZZIJCwWa9asWW1tbeCEIjabLRaLpVIpiKFg79/Y2BgbGztp0qRVq1a9ePGip6eno6Nj3rx5AoGAIMw9PT0fP37MzMyMioqKj4/fs2cPmGB+/PjxhAkTEAQxArNEIqHRaCA09/b2PnnyRKVSrVy5csuWLQcPHmxtbX3w4EF4eLhYLCYIs0QiUc9bNzY2xsXFhYeHr169GmwauGoYSPbGYUZRFCz1ev78ObiCSmJiYmxsbEhICJ/PB3PhfD5/6tSpoDbw+PHjbdu2zZgx46efftq4ceORI0cmTZqEGL3TBphaxjDs4MGDr1+/zsjIWLhwYWJi4pUrV8B1s3Nzc2k0mqGXHqLNZuVma9g8rArawzA06935Q4fZktBM3OYhg9nQNhuCmeCxz7BVOcDU1TdNZmXiKv8JsjJckkFRWiwW0+l0cKLU2bNnqVQqCGoCgUAoFNbU1OA4vmzZMiqVqiaByWRmZGSAs3s/fPjQ3NwM3Oro6Ojv78/PzxeJRKBaC67k/PLlS7AUWRNmsCobzGH39va+f//+/fv3fX194MrPiYmJNBpN7+yyVmjGMOzq1av4YAMFefD1w4cP58yZg2GYQCDYtWsXjuPd3d3z588XCAQKhYLP569cuRI8ctWqVWCOmc1m6900cH2xvLw8cHQiGDxF++XLl2CptibMCIKcOXMGx/GOjo7m5ub379/39PR0dna+efPm4MGDQUFB4JkPDAxcu3YtmM/u7+9/+/btmzdvwDOQnJwMyvhGGoqikZGRf/zxB9iEjx8/gkoDjuNlZWUikYjH40lMXTjMqjwP89xspZq2WavAhspmgnCYBbMRm60Ls7VVNjcuw1LZOMzGiyrWXvNl4dQyiaxsCclmqQwlKFtCsrqx2ezIyMhXr16tXr2aTqcDeyQSCZVKzcrKevLkCYh6ahL4fD6Lxdq5c+e9e/fa29tfvXp16tSpn376KTc3t6Oj49KlS9LBezpt27bt4cOH165dmzBhAvbt4iwAc09Pz/v378vKyh4/ftza2vrkyZOTJ09OnjzZz88PM7CYSy6XKwabTCaj0Wg8Hm/nzp21tbXv3r1rb29//fp1bW1tfn5+UFAQCMcoiq5evfr+/ft1dXVRUVEIgoAZ3AULFty5c+fBgwcLFizg8/lKpVIoFLLZ7OTkZPWm/f777+pNu3jxIljehSDI9u3bwabprjsTCoURERHHjh27ffv23bt3S0tLr1y58uLFi97e3t7e3i1btqAoCqYG/Pz8ZsyYcf78+adPn7a2tr5///7OnTtFRUXTpk0Dh0cyw3ePlkgkKIrOmDHj+PHjT548aWlpeffuXW1tbWpqKoIgFApFTOya2+bybOj9aRbPxm22anS2dkGbSG6GvgrM3JlmK9lsy9D854eZdFwmCLPJrGz51LI14jIsmIdhVtZaQCQSiTgcjkAgYLPZmMZFqhEE4XK54L9aJLBYLC8vLxaLhaIoj8fz9/d3c3MLCAgAmyASiWQyGbCZzWbzBtch68IMTpcKDw+nUqkoinK5XH9/f19fXxCv9WKs1aRSKYPB8PT0ZDAYIpEIrJFmMpk+Pj5gshw8BkVR8JqCkSiVSrAIHLysIPIqFAq5XM7lcr29vcFTIRAIAgIC3N3dAwMDwbMNfiGwGayS0900qVRKpVJlMhmbzQa7XRcXl9DQUHCNkYMHDwqFQiAun8/38vIKCAgAz7NAIGCxWD4+PgwGQ7O6YMhmoVAIPnrg5ePz+XQ6XT1arVOqhn9utg3MtgzNNptpHiahefjCbA2VLYHZQpWNwDzkU8vDTWUrZWVDO0cjKhMnWd0EAgGVSgXFT02AORwOjUYTCoXqb6pPCuLz+TQaLSAggEKhcDgcIB+FQmGz2RKJRF3UZTKZYPrWEMzNzc0RERFeXl6BgYE0Go3D4YjFYiMS67UZYAz2gxQKhcFgCAQCqVSqfgyGYeBFB7KqvwledwzDNFM4giAMBoNCoYA4jmEYj8cDX8tkMqVSCVI4i8Xicrm6myYUCufPn3///v2DBw/OmjVLqVROmTIlNTX13bt3OI5v3boV5HhAOBgDhUIBHwrwV8T6LpaiNzSrfxx83NQD1vsqk+DZyNuPuM3kcvNfNhvnWXdfbQ2bYVWzYdk8jGDW+9TYBmaCWXkYwmy8iE1CZb0wD1VWhhKUdXOzROd+i2CXLRm8KoiWE+p9vbroCr7WVAo8WLcczefzwTTt69evZ8+ezefzwV8xi2TNph6SoV+iN3kb+qYaQnWS1v21uj+rfph62vvz588tLS1gIhnH8dLSUrA6TOsp0nwmdZ9qkzxrvvTGX2WI0XlIcrOhzybcgvZ3AfN/Z2jWhpnIz5iE2cigDcFsVZWtPbtMWmXiRWzjWZnE1LJemElkZbPisllZGTrJhiqlWinZZNPV10jj8/nZ2dmfP39+/PjxrFmzNDPrd90AtJMnT87Jybl79+6bN28+fvz49u3bBw8eZGRkgCxu/Lki8lSbfMmg82yl3Gzos2Nubja+EMx4aLbB2VOW2Gx8P2yDmWZDBpkLs0mbCSL7FWaCP2AJzGbFZYJHOt9vXIZVxIYVl61axLZ2VrZEZegeq5tYLJ40aVJUVNSMGTMUCoVMJrNQRKVGgyEs+SaVSul0upeXF5VKDQ0NnTVrFjgJzcPDg0ajSXRK3+RsNskzOZttn5uHqqBNHGaTNv8VmqGEZuLOmgczdJUtgdlClYnDPGzjMsGsTEJliMuwh7B8DSUom4Wxpl4ymYzNZnt7e/v7+wuFQnPxU9qwkbMZQRAWixUQEODj4xMQEMBgMBAEkRq4kBlpni2JziRys1k8w7KZRG4maDOL8GTzsA3Nf7KZZvgwG/97f9a4bEhlQzAPbRHb3Ao2CZW/i/K1LT02opdMJgPjMfIwWwJsbjNuM5BVOjjtLdMpCdhSaLg8W17WJsgziflmc2vaFha0Lc/NWrtNy23+rkMzQZv/PDD/t80um5uVCU4tD0lWNgTzd62yyTbU7BJtlmzjd2qzzWAmYbNxmI3bPCQwQy9o23KmeahgdnJy+h+CjxvOKts4Lg9DlY3HZYJZmWd0XtlCks2tYNueZGt7PNTCwmlDLjR0ns3KzYbe21ByM8GCtvGa9n9DQdtcmwmyYhubYcL8fcVlL51mA5hNqkwhvOZL74fHkrhsbhH7e8zKtlH5v9Zj3WY9nq1k83eRmy2HmURoJm6zoT2bWQVtv2+b5TCbLGgPK5gJ2gwBZlgqE4RZ90k3q6ytu5rAxnFZKzrrak3X1zR5tlBl41nZZlPLtsnKQ+KxbWgMItBsM5IhEXq45Wbr2Wy8pm2uzcbPbP5zhGaI1eyhCs3DCGaCxzVaz7jJ0Rofj7u7u67K1oOZQqHoTq5o/jl/fU3zr1Cp1O+riG1VlW0QlIecZCIAm9usMU7oNts4Og+tzd9LQdtkaLYEZlgzzeRgNmTzMIXZ+N8gATMslV1cXAICAq5du1ZnQTty5Ii7u7u3tzcRlU3WsY0Xsf38/MRicXV1db3h1mCqHThwwN/fX52b4cblIVTZSKVxSIKy7T22BsDmNigbYmOhIdpsiOfhabOVVoFZyWatHenwDM1m2UwaZiI2WwrzEMZlZ2dnKpWqvhkcufbw4UM3NzdDMJulsskitq+vr1KptGS0OI7X1NT4+PgAmI2QDGUZNkGVh1VQthnJFuo11AQTbbZBelEsVMwAACAASURBVFjxbI3obK7NUBZpD7eCtiGbrRGah/lMs6UwQ4/LcBOzv7//f/7zH0ucq6+v14LZerPLvr6+Eomkq6vLkgGXlJT4+voOFcy2rGAb2p8agdn4vpsIzNZWeaidJd+G3GaTL665MBuy2Row67V5uMFsYUF7aGeaTcJsyUwzdJhN2kwIZjs7u7Fjx6r/2OjRo0eMGPHDDz84OjqC8Tk6Ov74448//PCDvb29q6sreMyPP/7o6Ojo5uY2ZsyYsWPHgs2DpbKHh4eDg4NIJGpra7McZvUcs9aKQYhxmUajeXl5TZkyRX2jewthNquCbVxl3R2EJSrr3X+ZW8GGm5WJBDLreTzUpMJv1hOayCs1hLnZ0Hsbos3Ga9p6P9oQJ5stLGhDWZ5tPZsJQjMcQrPpUvaoUaMQBKHT6Q4ODs7OzqNGjRIKhbGxsdOmTfP09HRwcBg7dqy3t/esWbNiYmIEAoGdnZ2zs3NERER8fHxgYKCdnZ1IJJJIJEBx0jBrPcVubm6Ojo6//vqrJcgBmN3d3fXCDHF2mUqlgoddunTJwgEDmC1f8/U9ZmVyKpuEmWCk+4tkrWYlm03yTC43m2vz8MzN1obZ2qvAvouZ5uEOs4ODw8iRI2fMmFFaWjp58uSRI0eOHj06ODi4pqbm3r17f/zxR0pKiqOjo4uLS1FR0aNHj548eXLjxg0OhzN+/Pjc3NyUlJT169e7urpmZWWFhYWNGTNG7waTg9nOzm7u3Lk9PT1abr169Wr79u1Lliw5ffo0juP9/f0nTpxISUlpbGzEcby2trasrIwIzHBnl6lUqoeHx+rVq/v7+7UG/PTp040bN/7yyy/gVno9PT2HDh3as2fPo0ePcBwvKyurq6sjArPtF3xZqDKsrGxtkv/CmEizhtDW4NnQu8ssni2xWe+Hy6zQbLymPeQ2/wlmmg05ZctqtkGYwaU6V61a9eDBg8bGxokTJ44YMcLV1fXUqVO5ubljx46NjY1tbGwUiUTx8fHV1dVCoZBGo12/fn3Hjh1r166dOnWqn5/f3r17FyxYkJSU5ODg4OLiAgtmJycnCoUCrNVsHR0dixcvXrp06datWydPnnzr1q07d+7s37+/vr4+Ly+vtbU1Ly/v6dOnhmC20uwyjUbz9fWVSqUvXrzQGvD79+/nzZu3YsWKjRs3Tp069fbt25WVlUeOHKmoqNi/f39LS0t2dvabN2+0YPbz8zMrLtusiG05zN+1ykON49C379pm28BspYK2lVZoWyM0Gylof48wWyk0G4TZwcHBz89v3bp10dHRV65ciYyM/Ne//oVhWEVFhUKh+Mc//uHt7X327NlffvklNzc3NTV1xIgRI0aMWLt27ZEjRxYsWLBu3bqEhIT8/PycnBwulztmzBhYdWw3Nzd7e/v09AwcxwcGBvr6+tRonTp1KiEhAXxHpVJt3rz58uXLN27cwHG8qKjo5MmT6hu8a8Ls5ubm5eWtVcmGGJcDAwN9fH2PHDuG43hff79maC4uLv7ll1/A18nJyampqWfPnq2rq+vs7Ny3b9/x48e18v2XxOznB5Z+sSxTWRfmwd0EIuAjAsGXLxAE1e0oKtTqQhQTCrU7JhRh2GAXioDRZpFMRGWpVLvLpHKZzGCXyxRyuYmukCsVCqWSAM2kALNWD7LO4YEZY1AEKRVBCoWSUJdbi2epVCaVyKQSmUQi1dPFUrFYoqeLJCKRWLtj4q/vYcxsnonYDD5ofL5As/N4fB6Xz+PxeTw+l8PjcjU6h8fhcLU6m8VhszlsNofN4rCY7C+dZZWZZgqFSgmkUijUwACKbg/wD1R3f78A3e7n5+/n+6X7+vr5+mh2q1Sz3d093N2+dDdXd5Pd1cVNt7s4u+p2VxerhGaDMIMfGzlyJIPBuHr16uTJk//5z39OmjTp2rVrCIKMHDnSw8OjuLh47969xcXFa9asGT16tJ2dXUJCwuXLl7lcbnx8fGJi4q5du+bPn//Pf/4TrAIzDrPufIC6aT7Rjo6Ok6dMaW5+eezY8UWLFr1//16NVlpaWlZWFvi6vLx82bJl9+7dKygoyM3NzcvLy8nJ6ejoMACzF4BZr8SB+pqhkrXmai9weOnl4zN/0aLX//nP4SNHVyUldXZ2gj89MDCwdevWAwcOgH9evHhx7dq19+7dy83NBQMuLCzUXcJ9q6TE28+PwWIx2GwWWxtjIwbrYqw3GTMZTCabzuZ+7RweQ6tz+UzdzhOwdDsfYWt2Lo/N5/GJ60swDcsG98JSiUwqlcsMd7lMYbwr5ErNbtLdYFJNDZgZXRlMpFupkRiwAvRvn0/drlQSytnmyq0Bs0wilurtYpFEt4tEEhEm1uoYJsaEItDVB5aWhGktp7/AzBNo9S82c/kAY63OYXM1OyAZdDXM6oN24zGaqdP0Iq1uX2AONABzgAmY/f0C1DD7+fp/A7OvnvRsssptkmq1ygRhJmizs7Orq6sZN4iEBrOdnZ1AIFDDHBYWdu3aNRRFR40a5erqWlBQsHv3bk2Yo6OjL168SKVS//73v1Op1NTU1AkTJoSFhfn7+zs5ORlS2c3NzcfHR+tUOW3hBqsoAYGBGbuXnzy0Ye2yCWuXh3V0tKrRSklJ2bdvH/i6qanp559/fvfu3du3b+/du3fkyJGamhpcp7168WjT6vCtSVNSNv80PyaUTmfqUmckhgLnjODHECDLMF7twuiyOdNyad7FQVhfd7ca5k2bNh0/fhz8s6ysbOnSpZ8+fWpubn7w4MGBAwfu37+vO+CX5aX7OQGHxJyTYs4qMcI3EzbjhVylUpkQt3D3vgXFJfGFV+cVXp1XdG1e0VWdfk23J5jsB0rn7cheHBezIDg4OOTbFqqvjTfcJmi0kOCJq7Jkuy+Jdp4R7zwjTj4j3mm4J5vT91wWxS8PGT8uIuzbFm5JCwsPmxSxYZ989yXzBrPrrOm++5I4evGESeMnRxBupscbFh4REb75kDTlgjj5LOSecl40K27CxNBw8MROMtUmGm3g/TA+dGJ45Pitx8S7zouSz4iSz4h3nhFB6KdFyWdFO34XRUwfF6T8+tYdp6/pHtnoK0J8aVKxcnmGePdF4Y7TmJ7+u8G+/XehZt/x7T+3/y5MuSicsUCE8CSgImX8SEJ3Tko9Y6Wd7/nIChWafB7ddgrddtJkR/T2rfr6znNI6FQuLdDY7LjeIwkjiZ9KpTMYtFUF/O2nBVtODPbjpDv/az/B3/a7QBRE8/XWm920i/k+Pj7QYLa3t1fD/K9//UuhUNy8eVMkEo0YMcLHx+fs2bPLly/Pz8/fvHnzjz/+OHLkyPXr1586dcrHx8fOzm7Dhg3bt2/PyMjIyMjYvHkzOGSwsI7t7u7h4uq2aVVEQVpU3t7ZB3IXfv789XSp3bt3q2Gurq7+5ZdfWlpacBx/9epVYWHhlStXVCrV3bt3NZ179+ZpflpUYUbM4YKEZT9PdHXzhLzmi0rbxqU9EPiXs71r2N53wuX93V1qmDdv3qyG+erVq6tWrQIR+dGjR/v27bt06VJubu6TJ080B9xWfrOG4X4bpTzGKDv5dF82tKllHo+HYZhmBcIaraGhgcvlqnOH5ZPKIkS2+TC2/6EwvwFyL36Exq2WitGv+1AoNWGFLCj5nHjfAyy/AXLf9wCds0QhE+uBgXjTHrAiKChYufe6qOg+5NEWNGKF97BpMXKpyLy5Z+OVbYlYFhwqzarACu9i+Y0we+EdLK8eC40QoQITKdmshWAcJrLxkPDAY6ygEXL/9Zl4xmIexY9FbhWY3mo2lUoLDKBt/x0tfiwuaBLB7b8+EY+bRnNz9jESjomkZM0Kq7u7p5e3554raPFDcWGTCGIvuiPa/0AskHuPtTN2PQ+YpWz1j2nC/O9//zswMLC6ujoxMfFvf/tbaGhobW2tSCTasWPH5cuXHRwc7O3tT506lZqa+u9//zsoKGjr1q0rVqxYsGCBh4dHXl4eg8HQDc3mw+zu5OS8YWXkvqxY1e7ZhZkJmjDn5uZu374dfP3777+vWLGiu7sbx/HDhw+fPHkyLy+vrKwsMzNTs6D9n9dPslNm5uyZU6yKW5IQ6uzsBvfcZQ8qbT3dt57jWcL2ukl1rgpB1TDjOJ6SkpKZmQm+Li4u3rhxY39/f39/f3Fx8cmTJ4uKim7evJmTk6O5+Lyl5PoNvzElLM96tucmpr8PkwUFZgRBAMyvX7+2Ksy1tbUmYTaksl6YMUS6vhgraESzqyD3giYkZoVUhEJTOSgoSKlQyqTK7SdF+Y1CVTXknt+Izv5ZLhVZ4rK20Aq5UhmkSLkoyqvHVNUwe04NlnsbmzJHJvkWZhKFa80mFkmDQiRpN7HcOtgDrsWyK7FxYRjCN13BJjrZLEDYDMHa/cLCO5BHq6rGiu6Jpi/kBfqy9Javya0Co1JpgQHUTUeRgiYR9AEX3hEFTaG6OnlbCLOmzQDmnWeR/AbIA86pwfLqRTyp1xg7Z+hLwEzDjKJoVVXV9OnTf/jhBwcHh61btz58+PDAgQMNDQ0ZGRngBKr6+vpz586dO3euvLwcQRAXF5eMjIygoKCoqKiUlJTp06dnZWX5+vo6OztbojJY+eXg6LR+RURRZkx2yqyCjHmfP30tZV++fDkyMvLu3bvv3r1btGjR/v37cRxvbGw8efJkaWnphQsXcBzPycnRvFjY29dPsnbNUO2O2p8du2heiJOTm3rll8nF2IYWJWrC7E6hJQV61FAcr1OcrnqPLpOz+jWmjY8dOzZt2rRnz541NzfHxcWdOnUKx/GKiorz589fvXq1pKQEx3GVStXe3q7+kQ83r15xH3E90LGa4rCe6uVF/zKPZKHKAGahUPjq1SurwlxTU8PhcEQikeVZWSaTSSVSoUCyvliY34hkV0HuBU2C6OViEaKAprJSqVAopRL5thNYXoMwuwpyz2sQzlook2BBQWQnv3VtVsiVCoU85QKWVw/5MCKnRph7Wzg5SirGvkyjWM6zTCYTi6SKYFHaDWHubdgDrhVmVwrHTRIKeNrnGpBep40IEBadt3YfUngH/oFa0T1s6nxOgA9DfXal5adOUSnUAH/KpqOCgiYM+oAL72DKyYGuTl4+PmaHZkMwu7l5eHp57DgryG+APOCcGmFePcaVeNqPdjKiMjSYNX9m7NixNBpt48aNYrF4zJgxDg4Obm5uYOn1jh07PD09x44da29vHxERUVxcvH///nHjxv3www8oii5evNjV1dXb23vt2rUpKSlyuVxr/RcRlfXCPNbBcf2KcL0wd3V17dq1C+yVVq1a1d7e3t7enpGR8erVq7dv36ampu7bt+/AgQPdg7O8mjAXZ8cumjfO0dHF19cXVlym0WhuFOpKX+dynx8u+4y86PqPm1igJszt7e0bNmwAe+0tW7Z0d3d/+PAhPT3948ePz54927NnT1FR0dGjRzUXcr+7cem8w/9z2fvHcp8f1vi7eNIZujDrqjx8YK6urmaz2YZgNktlmUwmkUhQvmRdMZrfJBgEVQCrFzTxo5eLMQEcmIFzcrlCLJJtOyHMa4Af8fMb0BnzJWKhEiLMcplCJpfuuiDMvQ35MEJVLcypE0bOloiEcr0wk1rzJRVhEnkQtveGMLcO9oBrhFkVwuCJqIAn1D0JkCTMCMKk85KsBvOUBLafN53FghaaKRSqv1/gpiPWglkRGejiCAFmtc1ubh4enu47zvDzGzBVlRBiz6kW5t3GuBJP+1GOlsCs12YTMDs7O4PLbaovyeno6Dhy5MgRI0aAK26CCG9nZwcu0gmuIuLs7GxnZwceDxaF6a7KJgGzu7v7YGLWDzOO493d3dXV1WVlZaBe/enTJ/Uc7aNHj27cuPHp0yfNx2vAHLcofpyjkys4a4pcXNZas0alUl0DqSs9x5Q5/Z9LLv/vBbv/+wbHo7+rU3MAnz9/rqysrKioALPLra2tz549A//r7t27JSUlmocROI6/u3r+3A//1yWnv5c5/Z/VnmO8GHoSM/HzozTXZnO5XL0wf/78ubm5+cOHD3qh7e/vf/PmzcuXLzUXkD979kx9+nVra6vm/6qurmaxWHphNldlmUwmlUoRnnjtPiSvUZBVCbnnN/HnJGJCvpx0KVsLuaCgILlMLkTFW48jeQ3wI35+A/JTgkiEKqDADAYsk8rFElHyeTT3NuTDCFU1mlOHhs8UiVCZIZjN4vnL1AYqlirQvdfRnDrYA65BsypQ5QREL8wkbAZnMDNo3DVFgoIm+AdqhXeFk+OZvp5UrUvrWzLTHBhI8fUJ2PgbL79RCH3ABU1Cebi/s4Onz7f34bUkNLu5unt4um0/w8urhzxgVTWae1vIFrnbjXQYApi1mpE/b2jJOJTTl9WJ2dEozOY2rVK2o5Orj48PRJjdff0XK5hnogS/zeAfnMz8/ecJ/T3dpodluL26XXognPLbDP6ZKMFSJcs7kMpisTRhJnHishGY37x5s2jRIrlcPnnyZHBGuFa7cuUK2In/8ssvz58/x3H85s2bu3bt2rlz54sXLzo6OrKzs9+9e6d+vKHEbK7KYEcslUoFXNHafYK8Rn5WJeSe38Sb84sQ5ckUCoWFKoOmVCplUhmKYFuOC/IaoCV7dc9v4P+UIMIQOSyYlUqlVCITibChhZmgzeCNIUREEjliRZjHCwQ8od4VzubabG2Yi+4KI+MZPh4US2DWstnaMMvC/ZzGesCF2d3DijCzMDcAM9xp5u8MZldXNwfDpWwSTbuUbRRm43Vs3VO8qFSqh4dPXFzo/n0LVap5mRnRxcUr+/q0LyNqVvvjj6b0tNkq1bz9+xbOix/v7eOvCbO5K7GNwwzWja9ater+/ftnzpyJj4/XzdMNDQ1Xrly5f//+kiVLtm3b1tXVlZeX19bWVlpaevny5StXrly7dk3z8XoTMwmVwY5YIpHwuVhSET+3gZdZAbnnNXKjlqIAZoKJ2aRzAObNxwS59fAjfl49X52Y9Z7GY/yUHmMwnxPk3hbAnSlQVQty6gThMzEiMBOxGRyooQgmlglSryM5dZALEqoaJKsCUYwX8LkoWL1IBGYjC8G+wEzlrinkFzTBr6AU3UUj4xk+nlTde96QDs2BgRQfb/+Nv3HzG1ErrOpApWG+pGHWa7Ori7u7h+v2M9y8esgDVlUjubdRFuY2eqSDszPk9V/aMA9nlfXC3NtrUQBtef9SF2a9E8zmzi5/hXlO0AFVXO6eudnJMw/mJVoyWhzHXzU/yNwxNXfP3APZcQnR47x9AozATDArq+eYMQzTpLetrW3x4sW1tbXgn4mJiZcvXzY0sNOnT69bt66rq6u4uPjBgwfnzp0rLCzUmtHH9cFMTmVNmNcUcnPqORnlkHtuA3v2UhTlm4aZeAAdPjCb1FoT5p3nBDl1kEebXSVQ1X6FGTyTlvAsl8slEgmKiERS/p5rAlUt7AFXCzLLBYpQvhpm4pcZ0WuzBsy8gkZBdiXkXnQHiYij+3hol7L12mzktGBNmylfYYZ5lDa4qgNRwwzrCp0A5m2nObm3Eehv4Jw6RBNmiDZ/NzCDi6tpwqxKmZ2fFvfkYVXz8zuke9PtK1kpMwdL2V/mmI3DTKSI/RVmT++4OUHF2bE5e+Zk75q5L/vnF08bXj6/S7rXVZ7O3Dk9Z8+c4uzYedHBAGY2m01uJbZxmDs7OxctWnTmzBkcx/v6+hYsWHDs2DFdkvv6+m7fvl1UVNTQ0IDj+NOnT9PS0g4dOpSdna17PXMtmEmrPHxgJqKyDsz83Hr4tfe8ep6FMGsKPSQwE+HZCMwgMQ9DmHVt1oR5dSEv3wqLJAoHYdZVmXRoBjBvOMzNa4DsXFalIL/xL5j1wWz8J0nATFpl4zCvWxZWmB6tSpmjSonK2DEtfTv5nrFjuiolSpUStS8z5uc4CDBrXafM3cNHDXPOnjmq3VEZO6db0rOSZ4BftT87NiF6nI9voDoxW6KyXphxHN+/f/+0adO2bNmSlJQ0YcKE0tJSXZg/ffoUExMzf/58dbbGcfzRo0cHDx78+PGj1g2zicBMRGVNmFcXclW32ellkHtOPWv2UsQQzAQ91gezaPNRfs5t+LX33Nvc6fPgwKy2WSaVi8TYznP8nDrIhxHZVXxVLV8vzOR4Bm8JIQoSM19VC3vA1fzMcr4WzIZ4JhiahxXMRGymUKhWhVkW5us8CDMUm11d3d3dAcwC6G/gnDoBLJi1bB6mMOsWsfXBHKVKiVLtmm1RT5lNBGYSdWy9MOfsmZOzJ8qy/uX3gMTs4xsABWYURfXCPDAwcOTIkRUrVqxfvz4hIaG5uVlvHbu9vT07Ozs2NhacI97b27t///5jx47t3r07JSXl8ePHemG2RGU1zAKuaHUBR1XLTC9lwe05dczZS/TDbK7KapjlMrkQtRbMOdaBWSwWfVcwi0UywZDDTMTmb2GGPNqsSn7BHUGkYZjJhWYKherr47/hMCevAbJzWZX8/EaBLMzPQpi1bP7zw2yuynDr2AZhhtSNwExO5cFSti7McLpWYjZUxyaosiGY1W3Lli05OTng68+fP6uvnjYwMAC+ePPmzaxZsx48eIDjeGVl5bFjxw4dOvT06dPq6mrNAjiAWSwWW6jy11XZPPHqAk52LSOtlAm3q+oYs76FmYTHwcHBms4BmDcd4anquBnlkLuqjjN9HmYNmHec5alqIR9GZFXysmt4RmA2l2c1zGKZYM9VnqqGl1XBy6rgZVUOfmFZz67iZZbxlOMFfJ5QC2ZyC8HA7SusC3M83dfTIMwkZpopFKqvT4B1YXbwhAizm6u6lG0LmGFVs4cjzHrj8ncKs77EDB9my+OyEZhbWlq2bds2f/781tZWIPGWLVsWLlz4+fNnHMcPHz6cmZl5/Pjx1atXr1mzprOzs729PS8v7927dwcOHHj06FFJScmJEyeIwExcZalUOnhbHgGDyktUBaRV+aTc8IXbM6p9psxnsOiIUCgUiURSqZQcyfpg5qrq4E+Kq+rYfz6YidusBXN2DewBV/EyyniKwdOlyN25WT/MBdz8BsiHEVkVvIImfmTcV5hN3mOKSGj+AvMhdl49H/qA8xv4sjBfTZgJ2mwCZnfXrb+zc+r40N/Aqlo+C3PVgtmIzWRgHiYqG4rLX2F2dFq3PNwaMC+KH+fk5Pa9JGb14i/dlV8kVDYC87lz5zZu3AhuBwJgzsnJ2bp1K7hsyKVLl2bOnDl9+vT169eDOvatW7cuXbqE43hTU9OOHTtUKtXbt281YWaz2bowm6VyaGhoTExMdHT0nDlzfpoWtedY5KGmsOJayP3wnbCV26fPnB4dExMTFxc3Z84cEh4bgJmjqmNnlEPuqjrW9HmYWKgM1rl/l6H7IBGGmauq5WZWwOxZldzsGi4RmE3yrA9mbnaN+m/x4Ay4iptRxlWM5wt4mN57ipsbmsElOZk03uoCbp4VzvfLb+JHxNF9PWlqmHVtNmumWQ3z+kPs3HrIzmVW8PIa+NIwXxfDMBO0+RuY3TzcPdyGCczEbTYb5rFjx44cOXLUqFFOTk5qmO3t7UeNGmVvb+/i4uLm5ubg4DB69GgHBwd3d3fwIxYu+xomMJul8iDMvnFRQfuzYlS7o+D2/Vkx8XMthVnz6oCGYO7r69Nb3DbUNB/f3d2t9eNmway3gi0QCBYtWmTWkKC0P/74AzBgLsm6MG/8jZNdC3+1WnYta/o8TGIAZnOd1oR5+xludg3kwjugLmwGBJiBzZow777CzaqGPeBKbnqpMZjNtVkDZk5eA+TjnswKbn4TD8AMDCZyY2aToZn6BWZWbj2cwx3NntfAAzD7qm/LbHFo/gLzKZaqlgf9DZxdwxsWMNvb29NotLCwsJCQEBcXFwcHBxcXlzFjxmAYFhERIRaLHR0dHRwcWCzWzJkz+Xz+mDFjfH19ZTKZh4eHq6srFJgdbQszaZVB+wJzZgzc0YIBx88J9vEN1IKZXFw2OccMq+mFmbjKcrkcQZAhgfn58+eGYCYeQAdhZmfXQF6qll7Kyq5hTp+HSYRBRGA2qbUOzJAL75kVnKwqTtgMTITKicBMJDdLpVKbwQxOKyBnsxbMqwo4ufWQR5tRzs1r/AozR6NZMtNMpdL8fALWHWLl3IbsXEY5N7eeJw3zdXGEALPaZjc3D48/N8xjx47lcrnnz59//vz5kydPdu3a5eLiMmrUqNmzZzc1NT179uzu3bszZsxwd3dPS0vbu3evSqXy8vKKjY3dunUrGDcJlbVgdnMDMIcVps9VpcyG2PdlRi+KD9aCmXQR2xYwZ8TMm6sNs1lXFNG6nj6fz7c9zGat9pLL5QqFYqhgfvbsmS7MREg2ADMzvRRyz65hTJ8ntARmLaQ1YOZk10AuvGdWsLOq2OEzMXATC4IwG7FZoVDIZDLsC8ycrGrYRxKVnPRSjkmYidv8Lczw1xzkNXIj4mgkYDYSmqlUmp9vwLpDzJzbPOgDzq3nSsN8XRy8jMBsbmgehJmpquVCP7LMruHqhdnyaWaiMDs7O9vb22dmZl64cIHFYgUHB1dUVEybNs3Pz6+8vHzTpk2+vr4qler8+fMzZ87ctWvXqFGjdu3aNXfu3OTkZD6fD6rZlsTl7w5mcAW7oYLZrCK2Jszt7W2mjbKg3b17R3Pxl7kqDyuYiausD2bG8Ic5ODhYLlNYG2axUGEWzIZsBtVsTAhgZmdVwx5wJTu9lK0FM8HQrGuz7WHmcrnEYVbbbBhm+APWhNnf3x9KNXsQZoaqlvPtC8qx9P1Qwc6u4ZgLs3GbtWE2GZcdHR29vLxOnjyZmJj4v//7vyNGjNi/f/+mTZumTZtWUlLi7+//j3/8Q6lU3rhxY8GCBbt27QoNDc3IyMjJyUlISLCzs7Pk9OVvYXYfEphJxGUAs+dQwGxuEVt95V4URRf9nFh0dMmV2wnnK+fD7VduJ2QVJsbHLkQQBJzETEJlPHY9cQAAIABJREFUvTC/evVq+/btK1asKCwsBEvSurq6fvvtt+XLl2/evPnhw4e6ynZ2dhYUFCxfvnzHjh3g5OyBgYFz586lpKTU19fjON7U1KR1NRU1zGZ5rGWzQq4QoqINh1lZ1fS0EgbcnlVNnx5vHZhPs7OqWellmp397T/N7hnlrMxKFoAZHO6YZbMuz4MwSyRyZPdldlYVO6MMZs+sYKeX6IGZdEFbA2Z2bj3kw4iMcnZeI0cLZrNs1huaqVSav2/g+kPMnNvwB5xbz5GG+ZCGWe8SMMMwW3ygZhRmC0MzUZidnJwcHR1//fXX/Pz8H374wc3N7cyZMykpKUuXLj1x4oSXl5ednR2fz7927VpUVFRYWNjOnTuTkpIyMjK8vb3t7e0hw7wsrCBtbvau2RB7UXr0z3HfN8zEi9h6YQY2O3sH5IS7f1jq8myh67OFrs8Wugz+19LestQlKcjDzZ8OdmoQYd6zZ8+SJUs2b948a9asXbt24TheUVERHx+/efPmxMTEOXPmPH36VAvmc+fOgQf8/PPPCQkJra2t9+/fz8/Pr6ury8nJaWtrKygouH//vi7MQeafiaTp3PcK8+/srCrIM+IZZazMim9gttBmTZhTLrEyK7/9i2UWD7iclXaLpRwvIAIzEZuFQuFQwUxkefYQwezr4vgFZkM2E4QZ2Axg3nKSkV3DgbvWMqOcnVXFYQpdrAWz8cc5D678Gj16dFRUVGNj47Vr186fP//kyZMlS5YsXLgQwGxvb89kMi9cuBAdHf2vf/3rxx9/XL169bx58zAMYzKZTk5ORjx2c3Pz8fExVBDWbBQKxcfHd8OKiPy9c+DCXJg2d+n88b76rnDJ19eI5FEEQWh09oLY8fsyIC9VU6VEFaVHL4wbz2RxRSKRRCLRJE3riki6RT/dHRzYJyqVSrZIfmwao3eB74d4f9Bb4v1bBr/+EO//Yd5gjzev9y3wTQ1ncyXKcePGhYaGTtDXJuprk75tSqVyxYoVmmS+ffsWXOfk+vXr8+fP7+zs7Ojo+PjxI47jvb29CQkJWne4wnH848eP7e3tOI5/+PAhJibm7t27lZWV58+fx3F83759v//++4ULF7R+5MWLFxEREeHh4ZHmtMmDLTIyMiIiYuKEiUpF8Mbf2JlVtL0ldLg9s4oatUgWGhQeEREx2eIWGRkZHh4+YfzE4HFBO05zsqpgX1utjJVZwZweowgJnhQWFhah0cLNaWGDbdKkSRMnTgwOCh03Xrb7MiuzAvKAAcwTJ0sVsmDwHtZsBI91tCsoCqVQIF1TyFXVwV8MmHObNW0Bh0VHRCKRevKIXMpXn+IlECAcFm/DYXZ2LfwBq2rZ46bR/H3o6p2woalxvbV3rWVrTCaTTqdTKTQqNXDrKWa2FY4ssypZqMLX3dUHpDit5Bb4bfP19SUCM7DZDJidnZ3HjBkzZcqU5OTkrKysysrKcePGxcXFnT171svLa+TIkTKZrKSkJDIy8t///veECRMyMjLAaawqlYrNZjs7OxvPyp46zUunubt7ODk5Wy8xOzu7g3s+6k3Geu9UQddpmqf9eXn7x88J2p8ZDbfwrkqZvS8jet7cYF8/CrjsF/G5ZN1r9mrW1gI5yK8Rfp8SXF/HuuvvcaB7GHyAgf45wXXHeAqFJxSLxbrJ2NCdCXSPKlAUXbx4sW51GsfxCxcubN26tb+/X/2d1tbWZcuWPXr0SO/jcRxvbm5OTEx8//59S0uLSqXKy8vLy8tTqVTAdc32xx9/gFRncv8bqq+B/bJSocSE4vWHGJlV1L23aHB7ZhV1+jyhVKSHDRINDFghV0okou2/s7KqIM+IZ5QxMysYEbNEEkx/HYLgWePqnA1CswiTShVoyiVmZqXuH2VZNOByZtotZtAEBBXov26dRKcZxw/DMBQVsuj8lXmsHCvAnFvPioij+3nTtZKGVnQmuC4MUEej0QP8KOt+ZaisAHNOLVsW7ufq5K2+8a6/RjOyHMxQodvb29vdzdPT033LSXp2NdsKMLPZIjf7UU4uLi66F+3QuqqHOkPDgVkrhv/rX/8aMWJEUVFRfn7+yJEjw8LCmpqapFLp3/72twULFpSWltJoNCcnp61bty5evHjPnj0uLi7bt2+fPXs2OK2ZdB0b3CpksJQ9qSBtTvauWRB7UfpczVK2hcu+1M3Tyy8uSmk9mEEp28LZZc3DYX+WYH+YZ2vsmBdzHYj05sFu8pGtsfbbQvwCuV+uokWkgq2XagRB9MLc2dm5cePGsrIyzW8eP348NTVVk2qtVlBQUFBQAL5+8+ZNU1PTiRMntH6JGmYAgMmqtZHKMChlWw/mafGoBINeysa2/c7MrGKklcLs6WWMjAp6+EyhZilbl1viNe1vS9l6YbbsSKKcmXaLqRwvQPgiXYNJrAITCoUIgjJpvJV5rJw6yKNNL2Xm1jMj4mi+Xt+Uso1Us4kUtEEpe92vdFUt5OOe9FJmTi1LGuajWcq2cAmYl5eXmysoZdOzqy0dnvb7oYyZVcliYa52Ix2dzSllE6lmmwezg4MDnU4vLi6+desWm80eOXJkYGDg2bNnS0pK9uzZ09jYmJSU9OOPP8bFxa1bt47L5ebn50skkvT09IiICOMwG1d5CGEmN7tsS5hBYiZ3ipRWgEYQJIAjKJzg+m7OiKezRhrtPw52nf81U/MxX7//fs6/Nwd7U3gYqKqRU1mhUBhKzOBGk5rfefbs2erVq42cAFZfX79u3TpwqVHQPnz4UFhYeO3atdzc3KamJuIwE3TuC8wH6RmVlNSbVLg9o5JiLZhPMTMrIc+Ip5cyMsrp4TMMwmyuzV9OlxJKJHJk1yVGRgXsAZcx9t5kqGEmEZG1bP4CM52/Ko+ZU8dIL9XtTH3fJNpz6xkRcTQ/L7ohmEnMNBuF2dIOBWYtm93dPDw83DafpGVVM6EfWWZWMphCF7tR+mG2ZJrZBMxav2vMmDHTp08vKChgMpljxoxxdXUdO3asQCA4cODA1atXN23a5Ojo6OrqumrVKqlUOnr06ISEhPz8/MWLF3t6ehpf/zWsYLZ82RcoaKthLsqMzk6ZDbcXZUTHWwyz7g1iAzhIwQTHt7P/9/GM/49EfzLjn6A/nqn9v/4z+383B3lYCeb79++vWrVKk9j+/v7t27dfvnzZkMqdnZ3r1q2rqanR/Obx48dPnDiRm5t769at9PR0zV9oBGYiyIE8JxFLeFwk6UDA3grflBt+cPveCt/IaK6QL5PL5WAlATyYGZmV9LQSmD29lJ5RTjMOs1k2K5XKb2AuHxYwG5m7VcO8Mo+pqoNckEgrZeTUMyLiqH7e2jCbtQRM67wpAPPaX+nZtfAHrKplApj9/PxMFrHNg/kELauKCf3IMrOCJMzGbXZycvof4nEZNCcnp9GjR48dO1b9tx0cHOzs7EaPHm1nZ+fi4uLu7u7o6Ojs7AyuzQmWc7uaurrI8ITZuMrG69jfwJwRDXdGHEyKx88J9vX7CrOFcRl8h8JFcse5v5g28u7k0XD7i2kjNyh8qHxtmM1SWe8cc1tb25IlS44ePdrV1dXR0dHb24vj+K+//rp8+fIPHz50dHR0dnbiOP7q1avs7Gz12VPp6embNm1qb2/v6OgAJ1k9ePDg2LFjFRUVp0+fxnE8Ly9PM23rwkxcuAkTJoDFX2GTwoKDQrYdEeZW87NKBXB7bjU/eknQ+JAIsPgrIiICFsxbTzEyKuh7b+nrJQa+b6qnldDTy2jhMzExZgxm4jwrlUq5XC4SSiRyJPkSPb1cz/q4NAvW1qWV0VNv0pXj+WqY9dqsy7Oh0PwNzLWQDyPSShg5txkRsVQwx6wFM+nzpr7AfICeXQN/wKoapnQSdJg9PTzcNp+gZlUxoB9ZZlbQAcwuBu4ZQbqabTbM4DdqjQN831XfjStMkkxwgtlmMIN1B5bPLn+nMFP5ggwh656UWS2B3O9LGUkoh4agmjCbq7IuzH19fRkZGQiCAPmCg4MvX7788OHDkJCQ4ODgyZMnh4SErFy5EsfxqqoqFEUButevX5dKpePHj4+MjAwODt65c2dXV5dKpXr69On79+9TU1MPHDhQVFQE7qClF2biwolEoqSkpLbB1tra+rnrY2fvx84e2L33Y3tHa1vrlz9UUVEhl8tDNBajWQAzPaMC8qR4WgktvYwaPhOTiLSvp0bOZvXiL4kcSb5ITy8jecRg8EiilJ56gwzMhkLztzBDLkikldBzbtNNwmzWFTo1YKZl18AfsKqGQRxmgtPMAOZNJ6iZVQzIB2ql9IwKOlPoYj9MYFYzrNug31FKD8xOzsMfZvWq7EGY58IdLRhw/Jwg3VXZlizPRoVCCo+/l89oQqgVXzqtAqFVotRKVP0dkr0JoazhszRh1quyIZgNrcru6+u7fft2eXl5eXl5WVnZrVu33r59++rVq9LS0srKSvCdxsZGHMc/f/5cX1/f1taG4/jjx481H/DgwYOuri51mH78+PGVK1c069iaMJvFW0hICIZhGzduNFRRt167d++eTCYLMbBK3KTWtoQZHO5YaDOAWYxJpQo0+SItvQzy2rq0UlrqDZoWzOTWY2vBvCKXmV0DuSCx9xZdVUcPH4SZq9NIzDSrYU46QMuqgXyy394SejYkmDVtdnf39PB033SckllJh/4GziinDaPEbGgQpGEmUse2EczOJmAmuOzLNjDPmxvsZwBms2aX1SdNIShK5QtSuZTbXJ9Sri/cXs/1Wc2j0xBUvSqbRFw2frqUVRuAOdj8dVUYhm3YsMH2A25sbCQCsyGhdWCm7L1FhdjTSqjpZRRNmC20+fuCWSQSacDMyK6BPNq9t2iqWlp4LNXPm6EXZnIXG6GpYa6CXJDYe4ueXf0VZoLnSg1zmI3YTB5mc+OyXphhxWU1zE5OzmsTJ+WnzslKngWxF6bNXRj7DcwWxmVbwkzwgidGYFafx0zlC3az/GqZrreY7sY6y8PEA3R6HdN1JYdCRzEAM4msPOQwAxv+rDDrnsSshnnLSXp6OeRl5HtvUdNKtWEmwjMBmJHkC7T0UuremzB7Wgk19To1aIIAFWjDTDo02xJm9RnMlpw3NQgzNasK/oCzq+nSSd5QYFbb7O7u6enpvul4YGYlzMNKcGSZUU4lDbNxm8nADDcu/wWzJTD7+lG4XK65MOuNy2CamcoX7KJ7VQWOvU5xNN2pjtepTl++MPXg6sCxy1n+dFT/BUaIw4wgyNKlS23v3Nu3b2HB/P79+6KiooyMjOvXr4PvDAwMXLp0KT09vbi4WPfaJqA1Nzfn5uZmZmbeu3cPfOfatWuFhYXgWt8PHz4EFXt1swRmYPP3C/POC7S0Ushno+0toe6BDTOKokw6f0UOPbsa8mHE3ptUVQ01PIZiBGYSS8BoNLq/b2BSMSWrEv6As6tomjAbspkEzBuPBWZUwH4/3KKml1HVc8xaVxSxMDRbF2YiKg9PmPWqrIbZ5LIvW8Ec5OdvGmYiKn+FWYDspLqX+4664mdnRve3u+Jnf9nP/oo/+FpPL/cbuYzhS0cxybcXECVYwVY3DMPi4uIaGxsbGxsbGhpu32548qrqRWvF8xbIvbm1/N7j2vrb4E81XrlyBRbM169f/+mnn+Lj4yMjI48cOYLjeFtb29KlS2NjY2fMmLFs2TKt6W0cx//zn//88ssvs2fPjomJmTt37r179+7fv5+Tk3P27NmioqLu7u7c3Fw12LBgVl/5a8sJWnpZYOoNCsS+9yYlrSQwfKZQF2ZyPNsQZjERmE3arL7y14ocela1weOevWQHnK0DsyWh+SvMfpS/YB4ymI0EcKvGZeMwu7sDmCfmp0ZlJc+E2AvT5vwcF+TsoueSnOTiso1K2f5ULZjJxWVNmHcEuJR4/fOi9wgzuteXLy55j7jkPeKi9w+D/etjSjz/mUj1ogu/pA0SWVndFAoF2McJhUI2E12w13nr1R83nh0Ft2+7+kNkfACPLVEP2FySQROJRFqLv9rb2wG9hw4dSkhIAGu/37x5A3L5zJkzb926pQXz9evXY2Nje3p6cBxftmzZkSNHbty4Aa5Qtn///gsXLoALff+ZYDbX5m9gPk9NK4E52tQblL23KHuuUQzBrJdnXZg1bcYwTIgKWQwTMJPucGEGNgOY1xRTMishjzb1JjWLGMxmTTN/gfloQEY57PfDTUp6KYUpdNa8JCesavZwh1nzQtnDBGYiy740rpXtFxelLEofMpiJLMbWhtnP4ZbL3y+6/gNuL3H+e2KgBwPTA7NZKoNLZ4C9sEwmQwXSJRleO6+N3XLekVzfauD7ydfHTF/IFKFBYM2XWadIaTaxWGxoVfbFixdTUlK6u7vV32ltbV27dq3Wja1wHH/x4sXPP/984sSJly9frlixoqmp6fnz5zk5OYcPH87JycnJydEtgJOGefz48UFBQUAOPk/AZjPX/OaWfNN5+xUXiH3HVZed152V4XQ2U4AgCIZhEokk5Ns7PRiHWdNmuVwOIBTwhEIxe9tZ3z03fVKuwey7b/jsuuIjDWZxWAIEQYRCoUmYjYdmDZhpWVWBqTcpcHt2DcUkzOZWs8G1spOsBTP1L5jJw6zLs/qfapLB14Be40ITjMuDMHvYAGbS67G1biquhrkwbS7cwjuovc+bG+wf8A3MpFVWw0zjI1u53lc4Y89wHOH2q+yxS7n+DOGXC4yQg1krIcnlciEiW5rhtfPamK3nHeD25Ov2P/3MFAuDyamsdk4vzH19fampqdu3b9e8hsn169eXLl2qG5dBO3z4cEhISGxs7L59+9T03rx58/Dhw+Xl5bqPJw2zVCpdvXp1SUlJSUnJzZu3bty4fu/lpUfvLz58B7M/enfx0fuLZVXXb1y/devWrZKSkry8PKlUSiI3K5XKiRMnTp06dcqUKWGTIiKmjE+/Ks6rFOWUwey5FSJViWjqrNAJoWHgxlYymcySgjYoZbMZghU59MxKyAWJ1BuU7GpKRCzV/1uYLbH5K8z7KZkVkEebeoOSVUmRTvJ2cfx6EwtLbNa87eOGo37p5QF7bsDsqTcD0koDGKiToWtl2w5mZ2dn+8E2ZswYZ2dnNzc3R0dH8M8xY8Y4OTm5uro6Ojq6uLg4Ojq6ubmBH7S8jq0Jc1LixLzUqMzkmRB7QdqchWRh1huX1XeXGs4wa90dFkVRJou7/OdJxelz81Jmw+0H0ufGRY1jsfkSozepNB6XvxeYNZ3TC3N/f39hYWFMTMyuXbvAdcdwHK+oqFixYsW8/5+9+35r8nofB/4nfD7X970+77qADJJAAoQRCCGEnb0TCENARhhhyF7i3uwNssGtrXUPtriK1lFXrbNVqxURJzjz/eGp8TGLJJygtNzXffVCEuCRxryec5/7nJOa+ssvv6g9/8aNGwUFBWfOnBkYGMjOzj5z5gz0+dHR0c7OztOnT+/ZswcqhsNh5n6+wYiBERAQ0NjYqPXmwKxx9uzZgIAAE2raPj4+LS0tY1C8Ghsbe/XmnblybOzVq1djY2Nj9+7dE4lE0BID0wbNUwQz8W8Hs6OjI4FAgDadRCBQKBRi6Q6bqhOEsn6QWT5AqDxGcKLO+++/51pYWFhZWaFQKK2DZvPCjMViUShUenp6X19fd3d3UlISDodDIpGurq4tLS2Dg4Otra0UCgWJRKanp3d2dhYUFCCRSD6fv3TpUgKBoHXcrF9lO42THz/BXB23oSwGYHbUxmckCbA4PHSCxXSE2eRVUvAjVz2oXgXZIZuak1vqEsHm5pbk5ASJGswmqwyHOafBrrQfsf4wCmyWDVhFZRgNs6ZzekrZN2/ejIqKOn/+PPyTK1asqKioUHtmY2NjVVUV9PHmzZvXrl0Lfbxr165du3Y1Nzd///33ra2t8Kr4pUuXeDyeRCKRaoR+mOl0em1tLTBvDY4TJ07Q6XStMOu32cfHZ+PGjVN8tU+ePNEKsyE2s1gsGo3m5uZGIrna2Tql1eIqTqKKetFgs+oHNCfSGmlpa29v7+Dg4OzsrB9mXTZ7enq6ublBb9E2OBsUwjqnFV1xAvDVFvWiK0+iKSyL//uXBQKBQKFQWCyWRCKZ0AKGRqOTkpKGhoZ++OGHU6d++OGHU7cfDd17evruKOC89/T0mXMnTxw/efLkyVOnTlVVVVlYWBg1aAYAs5WVVURExNmzZzds2NDW1nbx4sWwsDArK6tNmzYdO3asuLj47NmzTU1NLBYL+m9LSwuPx1uzZk18fDwKhTKhjv0Vwmz4BDMEswMRgjkebOEdqr2nJgiMgllPHVu1jtnDw6sgK3jTBkVLdTzY3NyoSI6XUD194MulTCtif7Uwa3VOE+b79+8PDw8rlcqrV6/K5fJr166NjY3dvn1bqVS+e/du2bJl0ID1wYMH+/btg57Z1NSUnp7+6tWrDx8+rFy5EvqG169f37Vr19GjR/v7+5VKZXNz88jIiOqn6IFZv9DTEWbV2Z1TFsPDwybD7OPjk5eX19ra2tLSsqGh+ciZ+qG7tSdvA87T92u37amrrWpobGxsbGwsLi7WJNkQmF1dXYODgzds2LBhw4b6+vramrqe87U/mOGCh+7Wtm2tKiutqqmpqa2tXbx4MZFINAFmS0vLVatWTfHrQalU9vf3z5kzB0g1WzvMWr9+3rx5y5cvHxgYsLS0RCAQg4ODycnJbDb7/PnzHA7nf/7nf+Li4gYHB7Ozs0tLSxEIRHl5+fr169esWWOre8dsw+vY0ITBl4LZhAnmLw6zsSpDg2YPqhlhTooTe9J8VTBPZrj8tcGsZwCqCfOWLVtCQkLkcnl4eHhLS8uHDx9u3boll8tjYmJiYmIyMjLu3r2rVCq7uro8PT2htc4//fRTdHR0eHh4VFTUggULzpw58/Lly8bGxt9+++3WrVsNDQ2HDx/u6OhQVcWVhsGs1Wn9MD99+hR+vvWzZ8/gPxQeL168uHTpErwsf+vWrfPnz0OnjDx58gS651CFfpj18Ozr69vZ2WnUe+jkA4IZejEbazOZTD506NDUXzCkr7HVbHt7+8LCwim+WqVSee3aNVtbW+fPwxCYraysli5dOvUXfPDgwblz5xo70zxZmJFIZEBAQE9PT11dXUZGxrfffkuhUNLT0w8fPmxvb29paUmn048ePZqQkLBs2bLa2tra2trNmzcLhUJdw2U4zBM6DT/Ewnwwq23JqXn4o5tGaI6b4WFv75Qk55kPZidnVwMPsTCkEczf39+d4lmQaUaYqVRvzeYvE1Yz8z/ryjYXzAvSKfCubK0x4TCawWCorWN+9OjRrl27tm7dqtpg5P3794ODg1u2bPnuu+9UXD169OjIkSOqQfDNmze3b9++bds2qGf7yZMnqjMrT548Cf9CKCYzx6wL5lOnTtXX16tgPnv27NKlS3/77TfNZz5+/LiwsJDL5UokktbWVqVSeePGjZqamqqqqq6uLqVS2d7errYjCgSz/ulkzfszgUBg4Ij5w4cPb968+fDhg9ZH37179/ZjvHv3DlqZNj4+/vLlS9WXQ7cUUAwPDwuFQmjEbFQzNoPBIJPJ0Pr1qYxbt25B1qqNktVI1pxXtre3z8nJmeKrVSqVZ86csbW1dfo8dHkMP7jC0tJyyZIlU3/BBw8enDNnjh6AJwWzru+LwWBQKFRTU9PZs2fPnTu3bNmyOXPmFBYW7t2718HBAYlEUqnUnp4ehUJhY2Pj7++flZW1ZMmSuXPnIpHICSeYoSkQF1ho0kgikZycnAkEuxUFMnPAnJUisrN3dHd3h6ZVVAF/+WreaULTNj7awtvb29WNkpog6qgFfLUbymI6auPSFCJ3imdAQACDwVB7X9C8hed8Hlpd5HC4Pr4Bhdmh5oB5U6NioSLIz48BLVrVSoLWYVygjpBKpWKxmMMS5W6wNxPMsTk0PicoKChIJpMFa4sQA4LP5xcVFU3928Tly5clEklISEiokcHj8TZs2KD5DX/99dewsDDoJuP9+/e7d++WyWTx8fHwxnJVNDU1ZWZm3r9//5dffklJSTl37tyhQ4cuXLjw/Pnzbdu2nTlz5vvvv1f7klOnTvF4vODgYJneCNIIJpO5efNmrb+En3/+ed++fUql8pdffklNTZXJZBkZGVevXtV8ZmlpqUwmi4yMjIqKiomJqampuXPnTl1dXXFxMfT8nTt3wpexPX78WCaT8fl8XUN5rTUeKLy9vffs2WPo/0hAcfv2beiOHN5TAr8p1xWurq5fZMR89uxZJycnzTKkKuBlS/hgCYfD6Sllv3r1ClpbODY29uOPP548eRLaO09XjI6Oqqo+4+Pjx48fv3LlCvTHW7duqe7blErl4cOH0Wi01hZxR0dHOzs7wwfNRsCMQCByc3P37dsHTTkMDg7K5fKsrKw9e/Y4ODhYWVkFBAT09/fHxMTMmjWLRCLV1dXl5+dXVVXl5ORobf5Sg1nXIFU1VHV1dXV2drGzs19ZENxWLQfuXFaKyN7BiUKh6MHY+/NQGax5uJOvr6+Pj48b2WNhovlgFlM8aNACUGMZ1jow5XK5vn70whwzwuzvzxQKhWKx2EB9Nd+FVREYGCiRSLhscV6jg5lglud4CbgySGVNcQ10TiAQFBcXA3ijMjKuXLkilUpDQ0PDjAw+n6/ZlT08PLx06dL4+HioMe3Fixft7e379u3Lzc2FCu/weP/+/apVq/bv3w/9sbKycvPmzdBB10NDQy0tLe3t7Wo95Eql8tSpU3w+X/Xr1XonpAo41SwWa8uWLZq/gZGREYVCUVlZqVQqv/3224aGhu7u7qKioqSkJM1l3+fOnTt8+HBPT8/+/fvDw8P37Nmzf//+s2fPXr16ddeuXdeuXduyZcu7d+9Uz3/8+HFwcLDg42ljBlbdVUN8PTBDP+Xt27fPnz9//vz5s2fPXrx4AZ8+gMezZ8+eP38O/yurSizj4+PwWYbbt29DBqt6wjVnsrRxJbGbAAAgAElEQVSGm5vbl4LZ2dnZw8MDfooGdMiVptNwpG1sbHTB/OHDh+rq6p6eHqVS2dvbKxQKpVJpbGzs6dOntT7/wYMHWVlZ1dXVHz58+PDhw+7du9va2iorK3/99de7d+82Nja+ePFC9eQjR45YW1s76Qh7e3vwMGMwGBwO9/3335eUlPzjH//497//3dTU1NTUJJfLjx07RiKR/vOf/8hkMugI2NmzZ+fk5BQVFdXX10OzaDKZzNraWg/Mhsw3f17Klm8oiwaYHbVx6QrtpWzT6tiqdcxJcl5HbbwZYI5PjuNDpWyAe2VTKLRPpewqkLl5gyIpTuyho5Rt1HwzvJQd8CVK2YY0gqmCTqermqinMn7++WfTStmac8zj4+NVVVU9PT0HDhwoLS1VKpVQQfj+/ftZWVlaS9nFxcWq3vJly5Y1NDS8fft2165dW7Zs2bx5c29vr+aXqM0xG17T1lrKHh8fLyoqEolETU1Nyo/aKZXKO3fupKWlPXjwQNfvbWhoKC8v7+nTp3v27IHmyDdu3Lhp0ya1vya8lG3sCmY9pewTJ05ANzRnz55dsGCBTCaTSCRJSUma9zGvX79uaWmB7l+h8sPPP/9cXl5eUlJy48aNd+/etbe3w69ZfylbTzXbzs5OTyn7xYsX0LU9ePCgt7e3q6vr0KFDJ06cgC8QgMebN2/u3LkDvX7Gx8d7enpOnjwJPfTzzz/Db5hUpWxDFkpBfUhQWFhY6Cplb9++nclkDgwMKJXKu3fv/vLLLy9evCgtLc3Ly4PPU0AxPj6+cuXKpqYm6GqfPXsGvZaOHz/e29u7e/dutdLLgQMHZs+erbU0rX/QazrMWCzWysqqra1taGiIyWQKBILz58+vW7fO29v78uXLa9asIZPJO3bs2LVrFwqF8vf3r6ioCAsLq6+vRyAQJSUlcXFxaDRaT9vXhJ1fn5q/sLgV5oE5M1mAsyFoNn+Z0I9NoVCgOzsi0SU5jm8mmFPiBc4ubtCZj5Np+4IfEOtB9SrIDN5Yn9hcGQc2NzUkJslFnjQfaEBvWie2RvMXj+7PncrmL2ORk0gkLBZr2bJlf0Dx8OHDBw+fvLj/bPze0zHA+Wz83vDjBw8f/vmjjh07xufzdU0Q6AkGg1FXVwd/x9m6dWtVVdXIyMjGjRtXrFih2sr75s2bumA+derUggULMjIyCgoKAgMDd+3aBX3+5cuXnZ2dd+7cuX37ttoo8MSJEwwGA35PY2AjmGbz14cPHxobG9va2lpbWxsaGuAPDQwMrFmzBj72hcfr168XLVoEOXf//v2Ghoampqa2tjaoHg4PePMXFIa3gLm7u6t+IfC4fft2aGgodJNx9OjRtLS048ePDw0NXbhwQbPD7tChQ7GxsSdOnNi1a1dkZOTly5d37tx569atCxcuHDhw4Mcff9y9ezf8+bdu3VI1fxm1oJlIJOo5Nqa6uhr6uxw6dIjH40VERISEhBQUFEAHn6vFixcv1q9fX1VVBQ1A9+/fv3Hjxtra2osXL/7xxx/19fXwrzpz5gwej1dNcRq+mllX81dvb29GRkZycjK0ikEVR44cWbVqlSbM+/fvz8jI+O2336AX/Nu3bzdt2nTq1Klt27a1trZqzsVAzV9A9v8yopSNRCLFYvGJEyd+/fXXX3/9df/+/T4+PpaWljk5Obdu3bp79+6pU6cCAgKQSGRZWVliYiIOh6uvr6+trW1oaPD29sZisSYvlPqCMJvWj/01w6xZwpo6mOPEnjRfTZhNUFnwcVfOqYTZBJUhF1U1eYlYwmHzl29xqT5mX97rADarj9lFL6QLuH9OistkMmNJ1grzxYsXg4KCJBIJ9FcQCARQcVipF2alUnnu3LmKioq6urrk5OSLFy+q3ux27tzZ1NRUWVmp1pmsCbOBNmvCfOTIEWhws3nz5vr6ejgMq1evVm3Pohk//vjjwoULnzx5Av1xbGzs8ePHnZ2d8HVoUGjCbMhGYHpgHhkZKSwslMlk27ZtUyqV/f39eiZK3717l5+fr/oma9eu3bJly65du3755ZehoSFoiK92zeaA+dtvv6XT6Xv37lUqlfv27Vu3bp2uC1Yqlffu3cvLy5NIJDU1NUql8s2bN83Nza9fv75w4cLBgwf37t37008/wZ8PFubLly+vX7/+wYMH69evh0bM0K/xwIEDzc3N0GJFeLx9+3bx4sUhISFBQUFhYWHHjh1TKpUPHjzo7Ow8fPhwc3Pzo0eP1L5EP8xGNWYbAbONjQ3U4SWVSiUSCYlEQqFQ0DflcDgymczT0xOJRBIIBBaL5ejoiEajqVRqVFSUl5cXBoOZzApmNZiX5wW1VskbSqMBZntNXEaScTDrHy7/CbPjVMM8Yff1l4J5Y0NiUpyYBhhmPt2fm9aMX3XCclkfAmyuPmkRkUVhfYTZBI9VIZFIoOorl8Pz92MUduLLBtBFXRiwWTaADkv0YgYIBAIBdCcBBObHjx9fvXr1559/vnr1an19/eLFi+/fvw89pAbzq1ev7t69qzYYraurKy0thYqBd+/e3bZt2+HDhwcHB1+9etXc3Dw2NqZ6plaYDbFZDeZLly5JpdLo6OjU1NTIyMiQkJCdO3dCD23evLmtrU0PHsuXL1ebX+/t7d2xY8fGjRsrKyvhpUtDYNZlsybMr1+/Li0t3bt3b319PbTl6qlTp4KDgxMTE5OSkrq7u9Wuc3R0NDc3V7U1TXt7e01Nzd27dxsaGjo7O6Edn9S+5NatWxC98C4ZQxY0E4nEvLw8zd9Vf39/bm5ueno6BPOBAwcWL15848aNO3fuaP3d/vTTT729vZs2bSorK1MqlR8+fPj+++8PHTq0ffv2lpaWb7/9Vu35umCecNGUJszDw8MFBQXd3d2//fZbTk7Oli1boLnh169fQ50T+/btU2vXHx4ejoqKamho+Pnnnzdv3hwbG6vqEfvxxx/37Nlz/fp1Nc7NCLOe4Tb0rVEolKWlpaWlJRqNtrGxgS4CgUBYWVmh0Whoo2xra2sbGxsCgYDBYBAIhKbKxq5ghsOMnUKYtU4nTwgzvEnhI8xxYMf3G8qiO2rlKfECFxeyfpgNrGN/QZhNUxlyjsfn+dE5LUvJpxqJ/bWOYPOHRoccuY8/U2cPuSEkw20Wi8UCvpBBZy/Z6FBxFFvSbQM2K45iI1J8uSyJRCJRa1+fDMzw2LlzJ3xN9vXr15OTk1VvxLt37xYIBKpFUM+fP6+qqkpMTPzjjz+USuWbN282btx448aNkydP7t279/r16y0tLdCqJCh0wTyhzWowX7lyBVpXtmXLlry8vPT0dGiIfPHixeXLl+ua+4T+OgqFAt56/fDhw02bNu3du7e7u/vKlSsdHR2q8rtWmA20WRPmLVu2bN26ValU1tTUtLe3K5XKkydPLlu2bPPmzcXFxWFhYWrbwz1+/DgnJ0c1xNy+fTvUYPj+/fsHDx5s3Ljx+fPnatVvo2CG26wV5mvXrhUXFz9+/Li6uhqq8x85cgSaOoG6+nWtbt+xYwfUpgC9Qnbt2tXX19fa2qo5iW4IzFpt1oS5paUF6iuE/jkEBgbCd6Tv7u6OiYm5desW/Evu37+fnJwMffLNmzeZmZnQoPnp06cdHR3ffvttXV1dVVUV/F5NBfPkq9mGwqzrFgDUoVLTDma1Pq+vBGaTh8tfCmbTVIbBzPdmsk/E+CjTaa9TAacynVYkC/DmCIwtYk8I8+JOh/IBbHGXjQlZovuhsgFsZLIvTwNmY5HWA/PAwADkh+rNq76+HnIXeiddu3atamBx4cKFkpIS1erq3377DRpavXz5sr29vba2Vm1LcD0w67dZzwYjnZ2d0BzzkydPEhMTq6urL168+OOPP0KD/v379+fm5qoawTo6OtSahr777ruLFy8eOnTo3LlzDx8+bGtrU9UDJgMzhUKBw3z8+HEOhxMZGRkTExMaGhoUFLR3796xsTHVrGd2drbaerDR0dG8vLxz585Bf4T25II+3r17965duxobGysqKuBHdBsCs9ZBsybMIyMjeXl5O3bsuHLlSkFBQW1t7fDw8OnTpw8ePHjv3r2+vr7g4OChoSGt/0e2bt2qghmKn3766bvvvrt06ZKBpWwTYP7jjz/u3bt37969O3fu5OXl7dy589WrV6qVTvfv35fL5RCxv/32G1QBevHiRUZGBuT3w4cPFQoFtErqyJEj3d3d27Zte/ny5ZkzZ+DNBxPCbPig+cvArL/zS20bTm0wB7ZWxTaURgHM9hq5HphNqGNDYVaYUxMELiR9MBs+XP4cZtnG+oTmSjnY3NiQAApmVdcPj8/3YXL64z3f5riPZlLA5rsc93Wh/r4coeEw69Huc5jtygesi7uwYLNswHpCmA1xWg/MZg39MOux2c/PTw/MqsnmwMDA+fPny2QyLpcLNVht3749JiYGeiMeHx9fvny5aomXUqm8fv16R0fHhw8fbt++XV5eXl1dDZ+cHh4eFovFmjAbMtOsBvOVK1cOHjx48ODB/fv35+XlLVmy5Pr16/C/xdKlS6Hnv3//HtL6/fv3ubm5qhK9qmHtxo0b27Zt+/7778+cOXPp0iX4KjKtMBtSzdaEeceOHVKpNCwsTCaTQasWDx8+DH9Cbm4u/DcJDzWYnz171tHR8d133zU2NtbV1cHPSVOD2fBqtv6dv/Ly8qCpgU2bNuXm5paUlKSkpBQVFb1+/frdu3fp6ekpKSlQWWXnzp3R0dFFRUXJycmLFy8eGxu7c+dOW1vbq1evNm3adPbs2d27d/f19am+898XZgKBgMXazMBsJpjpdDqV6p0/jWDm8XwYnN44j9fZpJEM14/p9uTTx6bnm2yXtaF+vhyDJpgnHIZ+DjOhfABd3IUBm2UD6MhkH6Ng1srzXwnmV69evXr1SqlUjo6OjoyMjI6OPnnyZGRkBPrkmzdvVOtQ379/Pzo6Cp8gh46Rgj4eHh5WW2FlOMyaNqvBDI/q6mpojvn06dP19fX9/f2dnZ0xMTEQ1R0dHRkZGVBX16ZNmxYsWNDb29vY2JiYmPj7779DbcN37tzZvXv3lStXrl27Bh9nQzBrbsYwYQuYJszPnj178jFWrly5efPm8fHxkZERqHv58ePHCoXi1KlTSqXy5s2bly9fhk/fqsHc29vb3d29c+fOkZGRX375ZceOHaqHDIQZbvOEML9792779u3Q0PzSpUsrVqxYvHhxa2sr9D/6w4cP33333bfffgtNWLx//37nzp35+fkVFRXQ7/zEiRPQ1968ebOurm7Xrl3wir25YNb1Nbpg1qqyCTDrqWN/DTCbsFBKtSie6OiSJOe318SBLbw3lEa318hT4o2DWU8d+4vAbHIRGwYz35vB7ol1H8t0Gk5zVsvHaS6anzQ8xzMd1wT7+BhQyjakPqwOcz+6+AjGxOzS/vmyfhNhVkP6S8F88uRJ/TDrslkPzOYLCGYWi8Xlco21mUKhaC62gaKlpQXC6caNGwkJCTKZLCYmRrXSd+PGjVlZWRAS4+PjlZWVUql0wYIFUE37/Pnz0PLoX375paysTG2yQBfMugbNEzZ/QbFs2TLogg8ePCiXywsLC+Pi4lasWAHd8RQUFMyfP1+1vk6pVLa3t6u6ze/cudPc3Dw+Pv7dd991d3fv2bMHPvLWhHnC3uyvYa9slYNGwaxmM3iYJ1R5usA8mYVSXwRmYyeYGRrxJ8wZss66hKYKOdjsrEtIihPTvIDBLIDmmBmc7hi3V+kOjxY6gs2xDIfVwT4TlrINUVkN5sJOfGk/quiINdgs7UdFTBrmwMBABoOhtvZ3auL06dMTwqzV5r8SzNBm3aqPx8fH4f1xHz58UGt6HxsbUz3h9evXqt40aNcw+DONhVlls36YDx8+DN0WDA8PNzQ0FBcXt7W1qeoQ/f39u3fvhi8RPn36tKrJ/Pz589AA9I8//mhra/v+++/hXfozME8pzPrr2Lo6vz7CbDdlc8yTrGN/cZiNGi6rYPYwP8zQe9kki9gqmH0YnK5o0suFhD9S7LVnqo7PT5Sv0girZd6+XH0wG6iyNpiRRUfQk0hrzU+W9iOBwCwWi+Vy+eLFiwsLC/Pz8rOzs9oHonZciNj2I8jcfjZix/mI5evSc7IKCgoKFi1alJqaKvi4w6VRMPv6+m7fvn2K34Vfv36tB2b9M816YDZfmAlm84UJMEM2W1lZLVu2bOov+NChQzMwTyOYee01crBX21Aa1V4TOxmYNVWGwRzUWRffVBELNjvr4pPiRFApWyvMxtaxBQIBj8fzYXKPRLk8S7F9kETQnsmEB8k6HtKbL1JsVwd5+XJFIh27ixiuMgxmARMMzFoSFMxBQUEikQiyJMCf7uVNK9yKLOq1WHPYEmCuPWK5vttCEOLuS2PQ6XRoshb6LRlrM5vNLigo2LZt27Zt2zZv3rpl68bjv9SfulN38nY9wDx1p/7krfptOzs3bdyyZcuWlpYWgUDA/ri57DSCGTpfx/BFUzMwGxhTDbPWH/DXhnmSK5inHubJ17G/LMzGqgyH+fACp6fJ2N8VNmDzWTJmVRBNF8xGqfwJZoGQxeB85TBDAV2zgC/kcFgrv3WoOGpb2oMHmGW9+PJ+25Bofy7rz9+wUQGHWSwWs9lsX19fb29virunB4205Ls5a7pmrTo0G2CuPjJ75YHZ3kwnN5KHh4eHl5cXh/PpeBijqtnu7u5Tfx7zo0ePIIMnhFlt0EwkEvPz86f4apVK5blz5/TArMdmOzs7T09P6N+pUCgSioS1hwUbzwrafwCZHUOCjWcEYbEcRsCfE3O+vr44HE4/zHpsNiPME6o8Icy6JpihIBDssFibZbnSlsqY+pIFALOtOjZdwdeEWY/KemBWHWX6pWA2qh97WsCs9RgDHo/vy+IdXuAwmoS6n2htWGIMfObTJOTKIKqfBszGkgy3WSgQMRmcRR22JX3g9xAt6UNEJHvz2GaAead9xYBNabet0dmj86GyHtvyPhsVzAaOlfWMm6GXBJvF5fAD1u0jlPeDvpPow5d04QVBvowANpxkXTDrsdnPzy8rK6u2trampqa8rGr38XUDt1b3XgOcA7dXt25bX7SuvKKiorKyctWqVRDJqkNpDaxmE4nEnJyc17B4++71u/dmyTdvPv2UU6dOmQazo6MjgUCAUEMh0Sg0smALomQAse4IyFzfhSjuQzh6zP3mP/MsLS2hLbbwePwXgBmBQMydO3fex7CysrK1tcVisZaWlvPmzbO0tMThcHg8Ho1GI5FIFAqFx+OxWKz+4ysM7Pz6CmHWX8f+qmCecIIZOvdmKmD28oXe1ADCfDDSbkRhdTcBaVii7iYg7xnwzCcKy5WB6jCbRrLKuekIM5vDWrHTvnzApqTbFmT22Jb12QTDYDbWZt0w+6/bRyjvtyntsQWYZX22JV22giBfRgBHE2ajBs1sNtvHx8fd3d3Nzc0B75JcabV+YPaqw3PAZtHgbE4E2hpp5+jo6OTkRCKRoLNoDYEZ3ptNpVL9/f2h37lQKOKweUU7A1pP+zYe9wObrWf8whUBvl5MqD+UTqerqWzsptlEItGOYG9nT1i2HV85CPIuDSr5VAzgKf4YpCVW6zAVDMy6ng3BDH2wbNmy77//ftu2bVu3bu3o6CgrK4PuTUpKSvbs2VNaWuri4oJCoeLj45ubm9PS0hAIBIPByM3NtbOzU42n//Iwq45LmzKY1SaYTRguTyHMfpowm6Ay9C7M5/P9WLwD4fjhhHm/xlkZnr8Z8JzHCfNWBFL8uGIVzKaRDHdu2sJsVz6AA7yHaI9NWR9uMjCr2QyHee1eQlkf4DuJ0l7b4iO2ukbMWm3W35vNZDLpdAbNwy+3wbHqOODxfWkPvvqkbbDCheTkCY2SVYfEGwuzp6enh4cHtILU2dnF3o6Y04opO4pa34UGm2WDaD8RBm1lSyAQ7O3tiUSipsqGbzPyOcy2lYMg79JKe2zLem0rBmwp/ta6YJ7MNLNxMBcWFm7fvr29vb2zs/PXX3/dunUrDoerr68/e/ZsR0fHlStXKisr/f39W1paQkJC2tra6HT6ihUr0tPT4YNmw+vYcJiJROIMzKbBbMhwedrCLPBj8fbPt30UN/tO7DyT0kLXQ8Nxs1dIZ2D+CHP/VMA8mUHz5zDjy/oAX3Bpr03xEZtpB7Pr5zCrbDZqmlkVFIoHycVtUYdd1THwF1x1HM8KssNjHaE3YRKJBAzmbbaVA8ZPxOjNsh7bin5bir814gvCDIWVldWcOXP++c9/MpnMEydO8Pl8Fot14cIFiUTyv//7vwsXLjx27FhWVlZpaem8efPKyspWrVpVVFRkZ2eHw+EmOcE8lTAbsrXIhHVsOMxt1bFafmipjovR9Xn1C45JieO7kMg+Pj5Gwax1uKyCmUr1zksP6qiNbyyPBZsdtfFJcWIvb6Nh1qoyFHy+wI/N3xeGexj7za3oOaZkjM6H/oj973KJOwSzCSprdW66wrwDX9aHAbyHaDe2tBcTHO2nBrPJNk8xzDwebzLVbAhmBp1Bo/rnNhCrjgMuvJf22FaftAlWOBsI84SLpmAwkxd1EKqOgb/gquO2ZoJ56TabigHAZ8aU9tiU99t84RGzKrBYLAaD6ezs3Lhxo6WlZWZmZldXl4ODg4WFBYPBGBwcVCgUa9asKS0tbWho2Lx5c1BQEBKJNGS4PGF7tj107CMGZz6YsTg8NBmjeYiFGtXuGqEpNIVCcSA6J8l5bdWAr1YFsznOYzYrzPANRvTsyjmh2fA55r2hmAex/3czapZJ+Q30wQ2Nhx7G/mepxM2Xo87GhKHVaQlsHbP5YA5P8uKyxGJTD3zUvGA+T8BiM1fssC3rA7yBaHE3prQXI4vy5TCFQqFQz1B4woBPbbCYHDbPb80em9JebHEXDmCW9OCKDuP4Uh+6P9vwVVJs3acyMxgMegCd5uGX00CsPAZ6Cr/btuqETXCCM8nJE1q7rFnE1rNKCu4xFRbu7hQXZ7eCdkKleWBmBhJssUQnJydNgw3ZWgSKz2Y/8XYEO7z5YHb3QyMsMDgdLdJaJTULzEgkkk6nnzlzRiaTzZ49e8mSJXv37nVwcEAikZ6enr29vQqFwtHRUSqVZmVlrVy5cs6cOVCPmH6YHRwcNLvvSBrh5OREINgvywtsroiuK4lUy/qSBZqfnPAhKFurYjKSBHb2jmQyWTXq9dQI1atWs/KjernD/wGQXN1T4gWtZoC5tTomNUHoTqFBa0Dh/+zV3hfU3jg0b/MhILlcLpvN9vENWJQV0lEbZwaY41ISpH7+TIHg00GKxo47VREUFBQYGCiWSBh88d4wzO8x/74R9V+w+SD6XysDKUyRTCaTBRsWISEhISEhoaGhIRoRHBwsk8mkkkAuR1DYiTcTzFEL/UR8mUwm07wAYwO6YIlYyhfwVu60LeuzNgPM1mFyupAXGBgYKIMF9KODjIzAwECJRMLnCQVi5po9NqW9gIf4JT3YosNYSQidy/50J6HrLkFtzkUtoJtOHo/H4XD8fVi5Gxwrj4E/BrTqOC40meRB9oNux+GLL6BQu2XXXHIJ3ej7wsLLy5vi7rmog1AxCHpqo9um8pgNN4RItHMlk8mqcY7mEAg+LlKNlODDJ9ePQSKRnJ1cnJwdl26zKe83+Z7MRvuNWjeurA9HY9pgrQmqsq5awG8R7OzsQMKsdgtgaWlZU1Oze/duPB5vZWW1ePFiCGYEAuHv79/X1xcbGzt79mx7e/uqqqrs7Oy1a9cmJSVB43o9dWxHR0f9RytC4erqSiQ6Lc8LbCqPqiuOBJgtldGZyUJHJxKVSlUp66MRqheo3+ehdXjq7+/vTqEtTBS1VpkB5qqYhYkiqqcPi8XSPwA1sDIMvV8EBLAKs0Paa+SN5TFgs71GvlARyGByII+hN1OZ3tDvX3BwcFCQjCMO2jcfez/mX8Bh/j36n6tlVG5QWGhoaFhY2HwDIlx3zJ8/PywsTBYULOCLCzvxJb1mgLkXEZMeECgKCwsL03MlBsb8+fNDQ0ODAmUisXDFDnxpr3XREYxpWaz1812Ykh7riASWRBQSEhISphGhxoTqTkIskoqknDV7bEp6Ad9JlPRgig5jAuczBbxPkwW6ig36K/Ofau98AcOfm9foVDGILemyAZuVx3DzU928PP68cdcc0+sayqtCDXI6ne7n5+9F8ynssKs4Ch7mikEb/nwnF0cKfAikOTqCB3w0D99GQoW6myvZ1Y20dBuurB/wYW4l3djSPqw3G4+3IWrtHoeP+F1cXIhE4oTVbBNhRqFQVCr1xIkTmZmZ8+bNQyKRCoVicHDQycnpv//9b2Bg4NDQkFAonD17dnp6emlpaX19fVJSUnt7u1gstra21jNiJhAIeDxeVx0bGlKrStlLc6TNFdFgYW6tiklX8EwuZWvdY4RCoTgQXRSxXDOVspPlPLVDLCazMSd0B02leudnBHXUxgGHuaM2TiEXqpWyTa5jw0vZe0LRv8f+60b0/4HNB7H/XCZx8+N9av4yoYKtVhmepqXs5dttSnvRgDf37rIu6UHrKmWbUND+vJSNKzUPzHypt/5StmY1e+JSdr1DxSAGbOG9uAtXeRwblOAEdWWrDTOMqmarlbJJLm4FbYTyozjgB4pXDNowAgm22M+c01/Nhk8tw8esqhYlqJS9ZCum3Awwl/VhVaVsW1tbPdBCwpoFZhwOZ2VllZ2dffLkSTKZjMFgkEgkl8u9du1afn6+ra1tW1vb/v37sVgsjUarqKhYsGBBbW2thYVFUVFRfHw8tKzZ8LVSagul4M1f5oMZ3vylp/Nrwq1FYM1fJLPOMZNc3eHNX6b1Y8Obvzw9ffLSg9pr4jaUxfyZ5TGfPp5EttfEKeQiePOX/p4vPYN71YADav7aHYK9H/3f6wtmX18w+/qCWaDy9+j/Wy529+dLxAa0ZBvYSzVNm7/MB7PW5mG+hwQAACAASURBVC/TusCEQiGfz4eav1bvwZb0AL7g4m7r9YesBYE+0DpmVY3K5BYwqPnLi+qfU29fMQj+fO7K4xhZopOrM02t2mfyoimo+cuVRC5osy0/CroZsAtbMYhlBhHwOEcXFxfV9KXh/V9ap5yh5q8lWzHl/YCbJEq6MWV9GFXzF3xrkckvZTYCZgwGg8fj9+3b19bWhkajVU9YuXLlr7/+euPGjQsXLgiFQgQCUVJSkpqaSiAQmpub169f39TURKfTsVisUWul1FT+qmA2pCUbgtnRCYI5ur4kEmy2VUcDh5nBYHjSNGAGlMbCrKcZGwYz35/D3cb2vMomn2O7g82f2eRCTkCAYOK1UoY7N21hxpX2ogDvIdqFLulB6YfZKJunM8x2FYPgz+euPG493WDGaMKs1eYJYVbZ/AnmPlNPWdVx0GpJF6asF0Px0wezsY3Z6jDrep7aiJlAIISEhHh7e2OxWOinQh+EhYUpFAoWi4VEIu3s7KRSqYuLCwqF8vf3T0tLYzKZEOqTWSs1ZTC7uLjogtnwFcxwmBVyXmsV4KutK45srYpOjuOTXCl/N5jhXTZ8gcCPw93kT/3Jz3XIz23Iz23IjzzkRz7tRz7tRx6aXF70dS1g+tOFE6yVMsq5GZiNhdlwm0UiEQxmTEkP4Asu7kavP4TWhNk0m6cYZl+NMG0180eYbcqPgm4G7MJUDFobCDPcZgNhLusDfMpqcZd1aa+1ux9aBbPhg2Y94BoEs+a3s7S0RKFQ8B8MfdLCwgIqVuPxeBQKBSlubW1tYWGh2l1kBuavGWbI5q8cZrX2Vwjmjb5u52gOJ70cweZ5mkMBwzdAL8zGOmdmmK0ik314bOk0gjkEKMyCj+uYzQMzav0htPDjlpyAYT6KBjueKz6CqRxE/x1g1r+a+euEecJBs3Ewq0Lzx5twfIWeCWb9MC/JkTSVR9UWRQDMlsrotMRPME++jv0RZldF7NcCs36VpwxmNpvN4/EmOVyGgs/n+3N5HV7OP1Jsjnvg9SWVMMETNPIsBZdP96aLxGIdvVQmODc1MEs/Nr2rrSYyGeZl23ElPUjAF3wEVdyNDIn247LF+mE20OaPMPOmHczZ9XblR1Fg2Sg6Yl0xiJoQZqNOs/gIs3t+G65sAPBMQdER6/KjaLPBbF3WB/S28gi6uAtd2ouegXkG5imDObC9Rr6hLBqWMZ//0ZRsr5GbAWaBH4fb6uEw5Io66mqtL90+/tcNc9Tt4x/15mkXZK6fpzlgztlks2bQcmUPAmyuGbQIT9EJs7FCTxnMPDPAvGo3prgbtf4wejJZpPbHLtS6g4bCrGmz5jQzDGZC+VHwx4BWDCJliY7TFGZoFfIMzEbArGWCe9Iw22uEmspTA7ONrZ0umA0/VOpLwWyUykbCDCBVMENvapNXGSpl+3N5ze74k47z+pysDE1nqz5nqz4nRK8T4uPHWvIkcV6OrwddpL3zy7QBqFAgYjA45TUOW77DdW6zBZtbvsPGxftxORPAbKDQUwmz2IDVaIbALBQKOX/CbF3cDfiCi7qQ6w6itMJs2qB5WsCs1v8Fgxn01MYRdPlRFDMI/xeD2dhp5k8w63oGWJgnOcE8HWGmUqmOTq6KWG5rVVRdcYSOjNT9kL5srYqaDMyaKn/lMGuuW4VgDuDyG12xxwj/7XaYbWjaz+62//PjHofZPQ6zux3mfMxPTztm999sb3eGSKIJs7EqQyGRSARCIZ3F/knho8zyepXhDTaVWV5LglkMgSQwMNDYPbNmYDYcZiadCwRmFotFn0KY1fbwMnbQPK1hXrwFXdoL9NV7GFV0BFXSgwIOM2TzDMxTAXNLJeCrrS2KaK78wjA3fA0w8/kBPH6TE3oQ+89um/+AzWPYf2R7uTHE6uuYTVMZgpkvENJZnHNJXm9zqM+yPMHm2xzq4mAmXSA2FmatNk8xzFKNDbOMtXkG5r8qzIavmJqBebIwGzvB/PXDrKnyNIU5Ny2wrVreUBoNNtuqIZj9uVyuHpgNrGPDR8z13g69VORBT2uw2UdFZtA9GSIxHGaTVQ78OGJmsDk/KjxfZ1NGM6mjmR4A83U2ZXEIiyGQGFjK1s/z1MM8SZunEmbuxx3mjZpmVrOZxWIxGAwvqn9WHb5sAHwzYPlRhCzB0Q0QzJDNf8LciivrRxUdRk8qj6h/pnwAxQz8BLP+QbOBS5lnYJ7uMEfNwDztYBYIBAwme21h+Oba+LYKOdjcXBufJA9ksXlgYaaz2D8qqK+z3UczKWDzdbZ7YTBzMjDDbZ6B2SiYTRg0T1+Y81qxpf2gXw+HUWUDyBmYpzHMi7NFjWWRNevnA8zmisi0RK4JMOuqY0N7zE4ZzAEaYRTMfy7e+ARzTENpFNhsq45RyIXePvpgNlzlTzAz2KuXLehsTGqpTQSbGxuTFPEyFpsHROVAVSmbzf4xkTqeRX6S4Q42x7PIhcEME+aYtfI8A7P6G/H0h1mXzdMRZrjNMzBPBcwOn8dXBbPhE8xfFmZjW7KnI8wikUggEDIY7NVLIjobEluq48HmxoZERVwQiwUSZoFQSGdxTidQxjJdR9LdwOZYpusiQDAHBQV9EZgntHkGZsNzBua/F8wYDMbCwgKHw0HXgcPhLC0t586da2lpaWNjQyAQUCiUhYUFEokkEAhYLBaJRE4vmPVs+2V4HftrhlmziP01w6xLZZFIBJWyzQszmwexMUmV/3TuT5jJLzNcHqeRwOarDJdFMvokS9nwQfMXgdlkm784zJo2GwAz04sa8JXDDO//+lIwm9z/NcUwa7UZMMxavx0SiSSTyatWrfL09MRgMNAm2IsWLWppaSksLHRwcEChUOHh4ZWVlbGxsQgEwsfHJzU11d7eXs3m6QWzCRPMKpgTYzjNFQtq1oeDzaaKBUlyHhCYVUfRmR9mkbdPACiYxWLxn6Vs88M8SZXVYB6Kd3uR7jS80Blsvkx3BAuzVCoV8EUzMK/XBjOfz5/koHkqYE50dHP2mhBmwxuzv36Y1c6YInytMOux2WiYkUikm5vbgQMHDhw44Ovri0aj0Wh0aWnp5cuXDx48eP369bVr19JotNbW1oSEhI6ODm9v7yVLluTn51tbW0/rEfOkYQZ8tTXr5zeVRybJuRDMap1fdI34S8IMvRHTGazViyM66xNbquNbqkDmxvrExLhAJosnAbj1tFDIYHOG4l1fpDsOL3QCmy/TiYtkAYBhFog4HPaybTMwmwVmJoPp7TkD8wzMk4AZ2pGkubm5o6PDwsLCysoKhULxeLzz589HRkb+61//ys/PHxwczMjIKC0tnTNnTllZ2ZIlS0pKShwdHXE43CQXMX+dMOtZwfz1wGxIHftzmKWt1dH1pQvUsqE0SvOThmdrdbRCLtQDs1ETzKo3YgaTvaowvKMuobkyDmx21iUkygOh5i9wMIsYbO4PcaTnaQ6PUolg80WavVlg5rKneMRsms1TD7OmzTMwTyaNhXnCaea/BcwIBCI8PPzChQurVq2Kj4/39PScM2dORkZGT08PkUi0tLRksViDg4PJycnFxcUrV65sbGzcvHlzeHg4NNk8IcwTjp7t7e3xeAIGgzMfzPDzmOGhKbSa0x4aQaVSPTw8iI4ks8LsQnL39vZW7ZVtwo7ZKqoZDAadTqd6euemSVuroutLFoDN1qpohVzo5e3P4XBU72vwMLYdTCgUCgR8OpNlXphZny2XMjkgTqANRn6Ic3meZv8o1UFHEnU/pC9fpNkVBPnT+WKAdxL8KTjEQsfpUnr6vCCGNcsnAoGAzeRO5ZacxjZ8qUiGH2JhVphdnWje3t6qXTl9Po8JG77gnV9UKpXi7kFycTMrzLZYorOzsybGztpCz9Yi0FgOj7cj2OHNBzPZF4WwwOBwOENmlMHDjMPhrKysysvLb9++febMmZs3b3Z1dXl6eubm5u7du5dIJKJQKC8vr76+vsTERHd395iYmOzs7HXr1s2bN8/S0lJ/85e9vT2RSFT9iuG/d7X/MUSiIx5vtyRHbA6Y0xU8O3tHMpmstcUaCrUXq+p17K0R0Iue5EpJkvPMBHNyHI/s7unv789gMFiwUHsX0HynUAvVGwqbzfbxCchLDzQTzElxYj9/JsSt2vusrrGRLucgOcRiMZvDW704wkwwJ8XLuDxRUFCQTCYLnlzIZDKZTCaWSNk8wSm589NUwsNkO+2ZYv8wRcdDevNZKr4wmM4WB8lkspBJB3TNYrGUL+CZD+aw2AAhLzAwMFCmERMO6LXfSXCFfBHDfDBLQgI4LIFAIFDdDaiF5s2l5j2oCnUOm+PnzcyuJ5gJ5pAkZw83X+hmHboLV7tNV92++38efhoBoe5F86K4U/PbcGaCmS2zcyCQyGQyNOCBj4I0G3LJZLJq7OQKC/ggm0h0cnQimg9mKh2LQeHt7OzgA0jNsLOzIxAI4GHGYrE2NjY7d+7ct2+fg4MDlUo9fvz4unXrcnNzd+/eTSQSkUikr69vb29vXFzcrFmzsFhsWVlZRkZGfn5+ZGQkNNLXM8fs5OSktVysGoBCf3Rzc3N0dF6aK9lQCpi6pvLIzGSBs4sbjaa+5zv81an28tU/rUun0z2o3inxgqbyCOAwN5ZFLEwU0ry0HNZk+Bytqiz8qTLM4BRkBjdXRgGHuaUyKjVRymLzAwMDg4KC1NzSakOo7ggLCwsNDQ0ODhYKJWuWLGivjQcOc0dtfKoiVCKVzZ8/Pzw8PGISAX15eHi4LDiEL5b8EOc8moJ/kGynIwm6H9KXT1Nsl4axhMHzw8PDIycdERER8+fPlwWFiCWi5TtsintAy3EEVdSFiExgBUnCwsLCwjUiLCxsvu4I0wjo9SARB4kDOav3YIqAw3wEue4gShbOEgk+3UkYeMegtVAvFotFQhGLLsjdYF/ab2UG56zmp7r6eDKhu3P9reO6hvWqgIpqAf4B3l6+Be025ji3tLQfwQ9zJDl50Gg0zaG85iBebUCvCtWAysPDw83N3Y3sumSrdUkv8NcDqrgH6c3GE2ydXFxcSCSSZvkdHo6OjmaBGYfD7dixY/369d98883s2bNra2s3bNigUCh6e3udnJzmzJkjFot/+OEHiUQya9aspKSkysrKurq6goKCjo4OPp+PwWD0jJgNaQSDl7I3lEVWr58/yayBfdxUEbkwgaO1lK11stnwUnZCNHu6lbIDW8xVyhboKmUbW8cWfdwrm86AStnxzZVysNlZF58ol6rt/GVafBrPCYR0FudELPFJCu73JFuwOZpikx/oO71K2cFRvsBL2Wyen/lGzIJAH9Cl7IDsOnONmIMSiK7On5WydVWzdS2RmuJSNkNqCy9lw6vZf69Stq7HNL+LpaVlcXHx4cOHiUSiq6vr4ODg0qVL6XT6tWvXkpOTraysqquru7q68Hg8mUyuqKiQy+U1NTUWFhbr1q2Lj49Ho9GT2fbrs+avLOGG0ojqdWEAs7E8YmECR2vzl1aJJ9xdZLo0f6ndEUNd2WaDWWfzl1H92Kq3ZoFA8LH5yywwK+IC2Rw+pLLJwn3WSyUUMdjcEzEOT5KxvytswOZoMjY/yI8hkEqnf/MXfGRpYAvY19D8ZdRq5o/NX3TzwSxLdHRz+az5y8ClzFpnnT09PT0oVFcSecqavya/x8jUr2MGspRZJ8ya3wWNRnt7e3d1dV25cuXq1av9/f10Oh2NRldUVNy5c+fChQtXrlwJCwuzsrJau3ZtVlYWkUhsa2uDljhzuVwsFjvdYTZq26/pDLO0uSqqriQSbLZURSWaB+aVi8Lba+ObKuR/ZqW8qVL+6Y+mZkdtvEJuFpiPR9uPJGHuJ+LA5pMkTH6grzlgzv8Os+qo1fJeBMjsQ6wcsJLF+M7APJ1g9qBOZVf2XxtmPTYbAbONjQ0CgaDRaAUFBfn5+T4+Pmg0GoPB2Nvbp6SkLF26NCgoCIlE2tnZRUZGuru7I5FIPp+/dOlSiUSC+3y51F8MZq1rpeAwN1UAKLyrZaN5YKZ5+eamSZsro+qKI8FmS2VUYuyUwAwogcCs7pxQxGBzj0UTHieh7yViDMn7hj3tXiJmRIHOD/JlCgMDdc+AGgszXyjkctgH17r9WO1yshJknqp0OV3lHBfKYHFFpsGsZvMXgdmQ1cxfFmbyDMx/eZhtbW2tra3nzp07d+5cNBqt+pEWFhZz586Ftt7E4/FIJBKSGI1Gz5s3D4VCGb67yBeHmUQigYe5PLJ63Xyw2VgWmSTnurpRfH199bSh6ZpR/mvBPL+9Nq6pIhZsdtTGmQvmKPxjBfJeAhpsPk5EqME8GZ4/wizicdi/JvkqM3zepIHMt2k+H9K906RsBl+kawrfZJiX7Eet6rda0YMAmCv7rJZ3IQSyvxrMBm7MOQPz1wuzjbYTLCY8vgLIRtnTGWZ2Uzngq61eF9ZYFmECzLp2F/myMBul8l8A5sEo20eJVr/FI8HmowTL/EAfTZhN4/lPmAVCHod9LZU2nuP5NAtkPsvyfJlNTZWyGHyhLpiNqmZDMLPYPCGHfnKN2+VS1wvFIPNiieu5ItcQYUAAk8Pj8QyHWZfNMzADhFlXI5gK5pJe1LrDIHP9EVTxDMwzMJsDZs3lEF8/zPA34q8cZk3n/oR5gc2jBMvf4hBg81G8RX6gD1OkHWYTeIZGzHwu51oqbSyHahaYA1l6RswmwMzkcMVs+uMUb2W6z+s0kPk+3WdsoU8El+7PmoH5C8Bs2jkWEMz521HrBpCrukHm6h7k2n4k2d8gmI3t/zK6lD0D84Qww5fTTUeYc9IkTZULaosjtGZdcaSuh/Rnc+WCxFjB3wdmrQNQCOaBSOzDuHl35JZg82Hc3LxAb5ZemI2yWVXK/jnV81WOx2gWFWA+zaK+yPZIlTJBwSwWi4VCIZPDE7MZ99NpYzm0Z9kg82UObTSLFs5Th9nkjTlnYDYEZv2D5glhxtvZ29sRji5yu13k/vNakPnLOveb693Z7jYWSMy0hFl9N84ZmL9WmJlMJs3LN2ehpKl8AfhzKivMCHNbTVxjeSzYbK+JSzQPzP0RmAfyubdjLUxKS10PPZDPMQRmA20OhJWyf06hvsp2H82kAMynmZQXWe4pUiaDp6+Urd9mHTDT76XRXmbTnmaBzBfZtCeZtHBegD8TMMzpG/Drjluu7EGAzfUnLAMVxL8hzHCb8Xb2DnaEmwk0ZZbv6wwfgPk200eZ6Ssi4eeh/hIw22nENIVZ/1qpGZjNAbNa6XK6whxu/SB29u2YuSblPF0PPYidlSc1CGZDbA6ENX+ZF2a9I2ZjYWawuWI2/V469WU2VHungsoX2dQnmdRwXgDYEbMXLWB1CXHLblz7dhuwuXUPbkGssysJPMzpndarTgBePresF7H6pBU9yBYszAR7Bwc7wtUk6ps872fZXgDzRY7XeK63gGQ7D4VRc/BvCnNhprChJLxqbehEGWbAc/582oay8NR4tq2tvS6YjV3EPFUwe8BhNrkle5rDHNZWI28sjwGb7TXyRHkgmyMwAWZdzn2EGf177KxbMXPA5u+x3+RJvViiIENgnpDnjzALeRz2z8keL7PITzLcAeZohvvzTHKqlMnk61wuZVQ1G5pj/hxmkGk4zIbY/Od5zEwmxdf/qNxHmeP9KhNwKnO9lwqoRHdPSF+1ja+NhdnLy8vT09ODSiW5krcuczlT73y8GnD+2OASwnHA4c0Bs8ebPC+wUxsvcmjjuV4Cku3cmREzBPOiTGF9SXjl2lCA2TAD8wzMUwVzXzjqfsw3N6Nng837Mf/NNQ/MV5MpL7LcRjLIUD75+MFk8kkG+VmmG3CYmRyuiEW/m+bxIstjNBNkPs/yGMnwAAszk8n08A3oj/P+kOv1PAtwKvO8lpgBZhc38k+xXspM37dpPgDzXZqPMssvwcfZ2s4ImOE264f5tdlgnillmx9m/AzM0w/mFYvCWmvkG8pjoGz8+MEks81UmPU49xFm5P2Y/7sZ/Q3YvB/zn1wpzSiY9dgcCCtlX00iv8gkjaS7Aswn6a7PMkipUiZTIAYKM0/Eot9dSHmRBbLwPppJeZ5FGcmgRPDo/iz1zd5NbsxmMJkUH/++OK/3eYBb1Z5l05T5tCVCD6K7p1op2+RTmT09PSkeVGdX8ukEz3d5IMvCz7K9nmd7vc/3lvs6owlE8DArKOO5NLDLCp5ne47l0KAR80wpe/rBnBDD3lAeUbUubMKsNuA5qqdtKItQmAfm7IWSxvLImqJwsNlUEakVZq0qGwdzQVhrtXxDWQzYbKs2F8y985H3ov99I+qbyeTNqG9ufv6Ze9GmwKzLZjjMVxRuzzNcHqeRPmU66bM/Gp8jaaSn6S7mgTlgWsDMYrEYDAYE87tcwK1qT7NoH/Joi4VUorunt7c3EJhpNBrFg+riRj6dQH0H+k7ieTbtfb6X3NcMI2YC4YrC47XZYJ6Hxn5JmG1h237NmTNn3rx5WCwWuggrK6u5c+daWlra2NgQPm74hUQiCQQCFotV2/nLcJiJn8d0hTma3VAG+Gor14Y2lIYrYjlmgTlV3FgG/pzKpvKIxBj+DMwMNrd3PuJe9L9vRP0XbN6L/reZYL6scH2W4TSc5gxLl+E0l88/Y1w+TnMeTXdKlTImhNlAm+Ew/7bQ/Xkm+UkGyHyWSX6cTo7gBYAdMXv4BvTJae9yAe/f8jTL80Oe52KhB9GdBmrETKPRKB4eLm7k0/HUt6DvJJ5l0d7lQTCbacQMshPwaRb1eTZ1LMdTQLL5wqVsa2trf3///Pz85cuXr1y5ctGiRVQqFY1G43A4hUKxbt26pKQkAoGAQqHEYvHq1atDQkIQCASVSo2NjXVwcFANnWdg/jphhmz+SmDWqvIMzF8S5jSn4YXOAPPxQufRtOkE81OgMH9q/vLx74vzfJcLuFXtaRb1Qx51sdDDgQyylA3NMQ/FU9+CvpN4luX5Lo8W6+NktlK2uWD+ws1flpaWSUlJd+7cGRoaOnXqVFdXF4vFmjdv3ooVK65du3bq1KmbN28WFhaSyeSWlpa8vLyOjg4KhQJBDo2tZ2CegXkG5q8QZq02fw4z6Vma4/BCJ4D5eKHTaJqjmWD+NdXtWQbIGfGRdNfRDNfhNFewMDOZLA/fgD65GWEmutMMbP4yHObT8R5vQV/wsyzquzxPua+TOZq/rijcx3KoYJsBn2V5vMqm8r84zFZWVikpKQcPHnRwcPjPf/6DQCCQSCSLxTp//rxCoZg1a9bKlSsHBgYWLlxYVlY2e/bssrKyvLy8srIyV1dXHOx0qcnDXJAhqCueX7EmBGDWl8xPmYF5GsMcu6EsGmy2VccmyqXGwqxV5ekO86VE56cLHR6lEgHmcCrxyUKHFCmDJZCYAWbXZxmkkXSQOZpBGk4jAR8xe/gG9Mo93+YA7iEfzfR4n+uxWECZdjCbY8T8F4dZoVAMDg4mJibKZDIymTx37ty0tLT+/n5HR8d58+ZxOJzBwcHU1NSysrKcnJzGxsaNGzfGxMRAk81gYa6dgXkG5hmYZ2DWAfOdFNenk25PU8sn6aRHC8HDTPHxh8FMmRYwD8V7vMkFuT8rtEXr2zxPua8TCm8OmMljOapfL5hmwGdZlFfZHgbCrFVlYKVshUJx8+bNq1ev3rt378CBA2QyOS8vb+/evUQiEYVCeXt79/f3JyQk+Pr6ZmRkQMNlBAKBQCAm3I/TwcHB0dGRSCTCtzl1+jwcHR3t7R1sbPBmgjk1gUOwI7q5uakxrP+kCk9PT9rnAe+VcHYhJ8ZwzARzkpxLdvf09/dXGazfXRaLxf48NN8svH38cxZKzASzIlbg68fg8/kCgUCrtarQ9Ras9mYtEolYbO7ygrCWqtiG0miw2VoVmygP5PJEELcGChesIyD8RGIJi8vvi7C8H/uPmzH/Bpv3Y/+RH0TjSIJlMlmI8aH1goViiYDHvZToPJpq/0eKA8B8lOIwkmqfGsjkiAKlUqmuGxrVXYKeUL0exGIxmyeQcBh3UkhP010ep4HMJ+kujxa6LBAw6Bw+n8+H30cKtAX/89CUm8PhsNhsqh+9L87zbQ7gjdVGMynvcylLhB5OHt7+/v5qR7b7fx4Tgg2Fl5eXJ43m6k4Ziqe8AT3Ef5rp8TaXGufnjLF3cnV1hQ+N3D6Gq7ZQse3q6qqptT3R0dHBHgYzsIRgFrrhLaxxeDxec8CpFng83iwwo9HooKCgrKwsIpEolUovXbq0aNGirKysPXv2qGDu6emJj4+fNWsWAoEoKipKS0tTKBRSqdTGxkYPzHZ2ds7OznqGpFBQKBQ3N7Kjo3Nhlqi2KAwszHXFYWkKnguJ7OXl5ePjA7+71HxZqw1PtY5KGQwGnU739PRJjuPXl4RVrgkBm/XFYSnxf64+gqjTHH3qH3Gq+Qd9hsni5qUHbigNBw5zY1l4SoKEzeZD4zmVB6HaIsyACA0NDQ4OFookKwvDmytigMPcUhmTkhgikQbPnz8/wuCI1BERERHh4eHBIaFCibRbZncrBHk1GH01BH01BH01GEzeCkYskjHFYRERERELjA+tFywLCZVKxJcSnUZTCX+k2APMRyn2Iyl2maE8cfD8sLCwcL0xX2+oXg8hISEiaVCwkHcnhTSa5jy80AVgjix0/iPVRS7l8iVBQUFBajcxExYhNG8moDtLfw6/P572OtvtSaY72HybQ14R6EXxY3I4HKhMpWtAD781h4fabT2DwQig02k+fmcSPV5ngxzcQzC/yfFIYpId3Cg0Gs3b21vrOF5z2xP4oAherYTCzZ3i7uZ6Ncl9LBvwfc/TTMrLbEoQlYi1V58U1ww3NzcnJyezwGxra4tEImfPno1Go+fMmbNt27b169fHx8f39PQ4OjrOnTtXKBT+8MMPQUFBs2bNksvl1dXVNTU1a9eu3bhxI5vNxmKx+k+wUKtpa65ptre3x+MJGAzOfKVsG1s7zX+caAAAIABJREFU6FesukfT3DFbc+tstRsI1WvCw8PD0ZEUH82qLwF8tdAFJ8ZyXF0p0G2E1rsHukbor2wzGAxPmk92qnhDaUT1uvlgs7EsIiGG7+XtD71NqEYSWkcbWuvbarcaQqGQz+fTGazl+aEtlTENpVFgs7UqJiFWymLzoTsY/bVWVegZ2EkkEoFQyGBzvvf3vOBHGfLz+DP9qUN+Hqc/5pCpecGXks5mssQSPRV1w0elkBw8gZDLZv0UT3ySQniYbAcw/0i2e5xCSJEEMPlikUikv1gt0dgWW21SA3o9CAQCBpsrZPrfTnYeTQPZqja80GkkzemPVKdwrr8fk8PhcPQXrrXWrtXMYzKZdAbD3duvJ9bjTbYb2B7yJxnkdznkxQJ3qCsbaszWNRTWsz4KHlQqleLh4exKHop3f5MD3rm3uR5yXycU3sHZ2VnXaY/OGqG1gq2aAMXb2dsT8JcT3V5lU8DuKfs00/1lljvPBTcHaY3D4QyZTjYLzBgMxtvbm81mz549m0wmnzx5MjMzk8lkXrt2LSoq6ptvvlm3bl1/f7+Dg4OTk1N5eXlSUlJNTY2lpeW6devi4+PRaLR+mPXvLvKl5pgnPFpK/xyzk5OrWWF2M8scs2hDabgZtioLTzDPHLPZYI5OiAU2xxwUFCSVSoUiEZPD/c6bdJZGPOnlCM9TH/Okl9NJLye1Rw3JszSHdDadLZEaXnjXP8JTzTH/FE8cScE/SCboyofJdnoe1fElhOEUfIqEbsgcs/5pZs055tvJzqOg28ghmCN4Af4s7oRzzHpGpZpzzD2xlDfZrk8y3MDmuxy3xQJ3M8wxuw/Fk1/nuI9mgsynme5vcyn6m79MOPkRmmO+nOj6Khv88rmXWWS+C+7LN38lJiZevny5u7v7/Pnz0ByzjY1NS0vLjRs3jh49eu3atfj4eEtLy2XLlhUUFJBIpI6OjuTk5JaWFpFIhMFgZmCegfmvDbP+IalUKhWKxSwub4enw5A77hjFRnt62B7zsD1GgaeOZ36ep92x6Sx/jjQw0PjmL02bP4M5zmEk2fZBEh5gPkzCDyfbmgnmW0lOTxYSH6U6AszHCx0fpjiCgpkD7fzFZFJ8Arpj3F9nAd7xdCTd9W22ayGfTKSAh/mHOPI4aOdGM8hvctxnYDYaZiwW6+joWFhYWFFRsWbNGg8PDxQKhcFgnJ2dly5dWlNTI5fLoQZshUJBo9EQCERwcHBJSUlERISN3jlm42Hm1xaHVqwJBpj1JWEp8awZmGdgNi/MIjGTy93qbnvCBdFPQhmeAx9Tz3NOuFgtZPiYA+YLcvvHSTa/K2wB5gOF7aMkmxRJgHlgdnwCuo388ULiwxSieWAmv85yAbu4aySd9DabZDaY3cazAY/vRzPc3uS4yX0dzQHzpQTSyyy3kXSQOZrh9iLT7cvDDH2XefPmzZkzZ+7cuRgMBvp5OBzOwsJizpw5CAQCuiwkEgnNKKNQqHnz5qmK2DMwz8BsDpiX5Yc0V0bVly5QywaNzxiVzVVRCbFSDmCYRSwub7OL9aD97B6HuaYk8WNqPDRoNys1wJsjNaKH3GCY7R4n4X5X2ADMBwqbR0m4GZg9fAK6Y8jjmS5gF3c9TiO9yTIXzKfi3May3UYyQOaTDLdxM8Ls8jIL/IYzLzJdvwqYtf48/ESh/xCLvwfMYWCvFrrgxFj2DMx/wlwRVV+yAGw2V5oDZjGTy91sZzGI+UcP9t9gc9D6/6X60TiBQabBrHa1cJjPxxKGFdj7iTiA+Xsi7g8FNlkSwBKCh/mmgjgCen3XcKrDg2SHcJ4/2DnmjzA7g13c9TjN5U2Wi7lglruOgXbuSbrreLbrDMzTG+aaotDy1cEAs644LDluesEcOgPz1wazHpsh54QiEZPNaRS5Hwgk7Za6gs0DgaQkIYMrlppWytYLM35YgbmfiAWYvydi/1BgzAazw0iqHdj1XcOp9g+S7acVzM4zMMNgBjxT8CSD9CKT9LeA2eCdv2ZgnoF5msEMjZhFIhGLxS5eL29vTW3ekAw221tTYmNlPL4Q+Ij5XKzNIwX6XqI1wLyfaP1QgU6W+BsCsx6VtcJ8I9H+Mej1XY9S7H5PsjMHzF3RbmMZgM8IGV7o/DrTqZDvZg6YT8aSXmUCLryPpJHGskixPkRzwHwx3uUF8AtOJz3PmIH5C8E8yS05Z2BW5YYZmD/CXLIqqqM+saU6Hmx21CfIo4N4fBF4mGNsHiWi7iWgAeb9BPTDRFSyeAbmGZgNhVlTZYNhdn6RqVZRIE2yIDGS7vI8w+UvC7OearZumHk1RSHlq2UAs644NDmOaRaYo1h1xWFgbyPKVwfXFYcmxpgF5swUUX3JfOB7iNaXzo+P5vuYA+a84KbyBXXFkWCzqWJBQqwEIMyBgYEikYjN/v/s3ed3G+eZMPz3P8junt3YKmzovRHsJFjRO0AUgp1EYReLCtXYewfYKVKS5ZLN42efJ7Gd2LEtW7bk2F6tkzh5rcRxItmSbDV3J9l9v70fRoSGmMFgBrgHJG1e5zo+JAhZYxrAb67rbnryYG7wOE1RwYx6tUGYf+vh3G+i3W6kA8xPG+l3m2gkwfyXJuHnbfy7rQKAeb9N8FmLoNqoUOKA2YAITJgz//sw4FXXn3dI/78jqaTBnP6PUOdizS870//7aHocYY75gvdg3oN5D+bvAcxQxUw2zEaT1QH6EIvfeNj3Gim3GmgEsjHCE2430O40UsmBWfGXJuHnoBde32/jf9bCrzYoAJ8uVax8xZ35j8OSBx2pYPN/jkhOkwSzJ/3vhxG7lnbGtOPpFx3p/ziS7okBZoxDLP7QkPYd8oJjyy8607/pSjelc5L2YN6DeQ/mHQ4zhs0Oh8NisWi1uumhugvLTWfnG8DmheVGn9sRXSsbG+b33Ky7jSk3G6gA81YD9bNGSlupgoTTpRQfNQoftPLutPAB5r1W/qfN5MBcn/mPLsDboTxoT/2fw5LTRvJgBtx4/6Ij7R9H0jzFYnJgln4H/II7077pSjOls/dg3qUwa1amK8BerX+0bGW6fA/m3QWz3W7fmTCHu414BHM9425D0k1fCsGkYPz0li/ls8bktlI5OTALHuDaEYXArin3WnmfNvOqDXI8Y8wEYc74RxfgVdcP2iX/c1h82phJDsxpfz8MuPH+RYf0H0ekpMGc+h3wC+6UftMl3YN5D2ZyYYYeKSiU7zqY+4+71udql6dqwOa6v7bRY9MbQMIMTf4iFeYoxpgjwvxf9Yw7DUmf+FIA5k1fyqe+5FayYOY9aGXfaeFESi6O5zzMe62cT5s55MCc/o8u0YN2Mdj8n8Oi08ZMSW7hHsw/IJjpdDqHw4EugkqlJiUlUalUHo8nEAgYDEZycjKdThcIBBwOB/piD+ZdAXNhofxIm2VlGvCpmoGx8pWZyka3sbgEF8zhbN69MEPObVbMtReWG87O+8DmheUGqGJ2EBxjjgxzHf0zX+LH3mSA+Yk3+bY3CQ/MeFQOhbmBex/0wuu7LezbTewq4DCXKF+pT/97J+DtUO4fEv93F1kwv+2R/q0LcOP98/bUvx9O9RSJmcLQUxRjh/n3DZJvD6MMw3/eIY16CP/zztSvu1KNOwpmJpOpVqszMjLYbDaTyayoqDhy5EhlZSWXy2UwGBqNpru722Qy0Wi0rKys8vJykUgULJ3xwxxi8x7MuxvmaXSYCRXN3w+Yp4Zqn1hu2Jj3gc0nooI5XH2PgDnhY28SwPzEm3Tbm0AazJz7LczPmlkA824L63YTixyY0/7eCXg7lPuHRP/dJTxtzNhNMHeRBrNP8i3wC+5I/bpzJ8FMoVDsdvvLL7+s0WgSExO7u7s/+uija9eu/fWvf+3q6kpLS9vY2BgbG7tw4UJGRsaRI0fGxsag2hoMzBzuyS7D4qRrbsQJMJenytt8Gh5vD+Y9mGOFGdXmLTAP1j6x1LAR8IHNJ5YafPXEYA6nMhxmg153tZb2qffgDU8iwPzYk3jLc7DVWqIhBWb2/RbGZ81MgHm3hXG7iUkGzC/Xpf2tQ3ivTQQ2/9EpPEUEZmyVt8Kc+rcuwCPin7dL/t4l2YM5SphpNFpBQcE777zzu9/9Li8vr6Cg4De/+U13dzedTp+bm7t06VJra6vf709ISJibmzt8+LDf78/Ly4POtNiDeQ9mMmDuO152Zq5maaoabJ6Zq2n0lJIDc80TS76NgBdsPrHk24NZozdatIo/N7DutdA/bWYAzDst9FtNDNJgBrwdyr024T86BaTBLPlbF+AR8c/bxX/vEhOFGXURMxrM4m+B30l0SL7ulOwImBkMRmpq6rPPPnvp0qVXX31VJpM1NjZeuXJFKpUmJCQYDIYrV650dnYGAoGmpqb19fWnnnqqubkZOgtyt8OMtBkXzGmZDfWa5any4F/kHykDdMGuJrc2cyvMEW3+PsKs7+t2npmtXpqsAptnZqujhhlp806DGYNkJMz/WUO57dl/3X0QYN5wH7zp3t9iKY4F5pDXw0OYNYo/+5j3mmmfNtHxJbQZWYSn3Wmm3WqkV+lLIsIcUWUEzNK/dfDvtQnA5j86+aeMGam5hcXFxXCYSxCBB+aCgoJNmLN/7ZF81yW+3w4yH7SL/9Yl9hSJ9mAmBjOLxWIymX6/v6+vz+FwXLx4MSsrq7u7+4UXXpBIJDQaraSk5M0332xsbDQYDP39/T09PYuLi2w2m0ql4tmVE3XCVyosJBKJUCjicHnkwcznizMzM+EYwz3OQ0SIxFAUbEZ+fn5aelYIzOAu2NXk1mZly+RyOdxjQuujdLCAHikqUpAKc4lcZTQaTSYTIYPhAf9QtlgsGq2BRJi9NoPRAqkcUbKQQELo2Nz5a2qw5vySbz3gBZvnl3w+t9NkLnU6nS7MwFlMOxwOs7XUaND/Z03Kbc++6+4DAPOG+8BN975Wa4nWYrfZbBi3ODjNhmzWGkxWrfJPPuadJtqtRjrA/LSJ9kkjvcogV+qMIXeWpq2Bs4DW6XQarVYmV/2qVvpdO+B9yu62Cv7ewT9lzJTmFUEqKzZDjoiQkeZwThcUFMjy8zOyc37tlnzXCXiq2oND4r91ir3FYpZIClVHwUDdNBtJNSrSApFYIhL+3if6BvgFt4u/6hCb0tnJDDY06zkYqKuTUG2OFWYOh0On00+cOPH6669brdZTp069++67dXV1fX19zz33nEQiodPpBQUFFy9ebGpq2r9/f3Jy8ujoaEdHR0VFhUaj4XA42EVzWloaKn7BMhT6Njs7WypNP33EtDABpu4M5tKkq6NZn5GRU1RUFNL2Cb6glYjAtlCtVucXlLT6DEugbyPmRpxLk2VtDUZo62m4czh5C0Hu0eea1ni80748VQ58c+/lqYrWBqtOb4bquXJYVKBFZaSoqKhwuVwWq33wZPnaDGCVlyar1maq2prK7A5XVVVVDfGo3Ro1NTXV1dXl5eXWUtv0UN25Rd+63ws2zy16WxornWUVNTU1dZhRiyOgCy4rr7DbSq/WptxyP37dvT+GPBDyyA33/k/cj3eVaayuqsrKyurwURU+Ql4P5eXlVrvTZTF86GPcaaLeaqQBzE8bqZ800jw2ndnmDLn1idiNQL3bsNlsVqtVaTC/6k7/9hAX7D5ld1v5f2vn9Zfm5im0ev2WHVHC3Tcga/qQG3eNRqNUqQpL5O94pd92AJ6q9uCQ6LsOUYs6Q5ItKywsRL1FQHbXQ2r6YEUU7Flm5eTmZmf9oUHyTQfgee8PDom/ahc78kQcsTQjIyMzMxN5JxGMrKwsqVQKHmY6nV5cXHz58uUPP/zwj3/845///Ofr169fvHhxeHj4l7/8pUQiSU5ONpvN7777bnl5+cGDB2tra1dWVhYWFhYWFi5cuKBUKjGGmXdpKzt4GyFDBEYrG2zFDLaVrVarCwpLjrRZVkAfdx0Yc61MV8TeyobfauzwVnZIkQ1vZU8OVJ9f9K77PWDz/KLXW2/HbmXjr/jhrex3q5NvuR//a/1+gHm9fv8n9Y9HbGXjHGAOaWX/0UP/rJFCdCcy7CfcbqB87KNWIlrZUQwwh7SyX6pJ/fYQJ9IOJ3z8e6FA+bd27ilDOhmt7LfqJd92AJ6qdr9N9F2HCNnKjuVoqdTUVL5QJBYK3vcKv+kEfSfRLvqqQ2RMYyXR2dvWyuZwOGKxGKpcpVJpa2vrW2+9pdFobDbbhx9+WFZW9m//9m99fX1XrlxJT08XCoWzs7OdnZ1LS0s0Gm1ycrKhoYHJZAKDudOwOOGaG3Y+yhHnlm+J5/JkeZsPa7nU9xJmuM17MAOHGW7ztsNMtBW/FeakW+7H/lq/D2Ber9/3Sf1jOwfmiLndMBPOvx0iD2bxt6Bnq91vE37XIcSAGXtKdmSYgZf4RGBGVRkAzNC/gsFgMBiMAwcO1NbWvvfee4WFhXw+/9lnn/3ggw9+/vOf//nPfz5y5EhycvKJEyf6+/tzc3OffPLJ6urqjY0Nh8PBYrHwwIyxx0gQ5hOdhoWJstlhB8BcmnS1+tTfe5gxiuYgzIfbLMugT9X0j7qWpyoawsAcnc1wmNdmqxcnq8DmGmkwTwxUn1vwnpnzgM1zC+gwEyV558CMrTIGzNfctE8bUj7xUQjlTcyf3vKl3PBSooAZVeWtMEu+PcS+08IFm387xCENZtG3oGer3W8TfNchiBpm1Jlfj2D2CL9uBzzp/f4h4Zftwu2HGQoej8dgMHQ63ejoaF5eHpVKzcnJmZ+ff/bZZ48ePcpgMPh8/tGjR+VyOYVC8Xg8q6urTU1N0OX+gGEGP8YcDuaou9m7G+aZKuAHSK/NVDW6dzfM0ZH8vYCZ+mlDMtg9RG/5km94Uyr1xSTALP72EAv/5qA482+H2KcMaRFhRlUZG+Yr9aJvOvh32wQA816b4NsOgXsP5qhh5vP5LBYrOTmZw+Hw+Xw2m52cnBzckpPP59PpdGhEmU6nUygUOp0OV3lHw8wTpaenE4U53IqphzDXqZcmAV/t7LBjabKs0a3NzMorLi4GDbN5GfTGav7RsuWp8ga34YcGc9Dm+MDsqbND08hjIXm3wBwyk/EhzAYIZsqnvqRPvMkA85Y36YYnOQRmpMpRwSz6po0JdgPRz5rZ37WxThrSJGTAXCf8ph3wqZr3WvnftvPdhUJyYBZ83Q54Ndr9Q4Iv2wXxhjmczci/EnVqeEjgWS6182EmupR5D+Y9mMPD7Dkz5wab5xY8njrbHswWjeIDd8ptX1K0+3ij/8Gb3qTrJMLMALuB6GfNrO/aGMBhzs17CPPX7bw7rXyMvIv5U9Tnf0MazL/zCL46BHg12r02wReHYoIZA9//h81mxx/mEJv3YN5GmIM278FMEsyQzSEwn13wrM25webZ7xfMhFQOhbk+5bY38WNPEsC86Um87k6KCDPOmV9bYRZ+00YHu4HoZ83M79roJw1SUmCuFX59CPBx13db+N8cAgyzRCLZjTCz2WwAMMdeNO9wmKPY/AuyeQ/mGGHGtjkOMDe4rUBghuIRzP3VZ+c9a7NusHl2fg9mCGb5/1ufcsubAHYP0U88CX91J5IAs+rFasHXrbTNDciA5bettJN6kmAWfH2IwFHWePJuC++bQ7wQmLHXShGBmf/VIcDLxO+18b84xEfCjErkDwLm4x2G+fGymSEHwFyccLV692BW5xeUHG7dg/kRzDq9CQjMEDYWi1Wr1U30V52dd6/N1oPNs/PuPZg3YU6+5T14w5MAMD/xHPyrOwE8zMVKkmD+BgfMOM+VQoOZA3YO+d0W7jeHuCTB/Fs3/8u2SFV7K8ESv5X/eRvfsENgBtXN3oN5R8M8We4fKXuYo2WPvo4hlyfLG+rDwhxFNxuCWaPR9xxzrExXzo9XgM2V6UpfvVWnB1MxQ9LswYwTZqIqh8Jcl3TLc+CG+yDA/MR94K/1Byt1WDAjVUbCDN9LaxNm/tetVNw7e+PNb1upJ/WpkpwtMKOWy3jWSm2Fmf/1ITbYOeR3WzjfHOK4CwXkwMz7sg3wMvG7rbzP23iGNGZEmMNJugfzdsLsq1MvTgC+2pkhx+JEWWM9Ca3sgpKuVhM5e4i6ooA5nM1xhNlkw9zJmSDMlt0I83/WJNz2/tt1z2MA84bnsZuefyMJ5j/UJd30HAB76sbH7gN/IQ5zuHIZDvMvq/hfNlNvN9LB5tct1BPgYc5Lz8q+XMv76hDrsxY2wLzTwv76EHsP5h0EM8bmX2Fg1s+PO2eG7ABzcaIsCpixlzLvTJjDTczedpiJFs1xgxliAyDM432VG4H61Zk6sLkRqPfUkgCzTve6UfpHk/h9kwSev9/6LdH8vUnygUncaFBpLdYQmKNQGQFz4k3PfrCnbnzs3v+X+gNwmGPpY8Nh/kUV74tmCtidvW810r5qoZAGM/erNibYOeR3mllft7EIwRzxaCkYzNwv2wDv33K3lft5G/cHCjPc5j2Yw8EMHTAV44qpPZjjA7NGs6tgtlr1Wu2LRVnvFaa/U5gBy8x3N7+A/ZNAvluYcbUw3afV6KxWaLAAKMwJNz37Yjt1IzQ/du/7S/1+4DDnPoQ55VYjlUjSIj7nq5YU0mDmfNXGwD0/nIXnaXeamV+3MUiDmfNlG+D9W+62cj5v42wDzKg2s9ls6I+E/MXQk4NXBj2Bv3nW1W6HOWgzcZizfHXqxQnAVzszZF+ccDbWa4DADNkcB5h99friYmAwWyyWhzAfta9MVcyPleNInE8rnx8rX5mq9NVbIJhj72bvOpidTqfdbjdaLAad7oU80X/mcN/K5WHkrzcT+2nw57+Tw/VplFoyYK5NuOned71+P8D8uH7fX+r2V+qKIJiRKiNhxlB5C8yVvM+bUsDu7H2zgfplc8pxnQQPzHhmfsFgziEIM64EBXPIScEQzL+pZ3/RCnj/ljst7Aet7KhhxmCXMMws1sMToblcLoPBgOhlMBgcDkcoFAafwOPxMjIy+Hw+9G8Qi8XY65iJwtzdrg+MOacH7QBzYbysxavm8UXQa4IozKhLmXcszKhF846FOZzNQZhPH7UvT1UAP0B6eaoCDnOMRTMc5rHeinV/3cp0Ldhc99e5a0sBVsw2mw1qZf8sk/WWlHIpjYon30inXUqjvpFOfSONhvW0NOplKcWnluuspXCYo1M5BObf1x78xP042NlqN+of/6huX6WuSBkGZkLl8kOY1ercYuUvKrmfNyXfbKCAzS+bk4HADD9OEYL5zRrOl610sHPIP2tifNVKry/ko8IcxQDzVphZX7TibKqz8fbeW1gPWlkhMCNVJh1mBoOhUCguXrx47dq1l19+2Ww20+l06DjIF1544Y9//OMLL7ygUCgYDEZfX99Pf/rT8fFxBoPhdDrHx8ehK/4ewExoj5GdAzOebnYQ5s4W4yLoZeKzw47FiTJfnT6KVvb3E+Y5EmCeAwYzdM02m81ksei12v8jSrrMfew13r4ok7+ZsAdf5+17g/uYR1msK7UFYcZW+fsK8wuV3AeNyWCP3PjER/miKfm4dg9mojDjHhTfITDT6XSz2by+vt7R0fH8889fuXIlIyODx+M9//zzv/zlLzs7O69cufLv//7vpaWlZ86cyc3NPXPmjMPhmJqaqqqqotPp+CvmcPO/dibMGN1sCGZvrXphHPDVTg/aF8adDTCYQ+Z/RdHNjg/MRZgVMyGb4w9zLDbvFphDLthkseh1up8U818pYr1YxAaYLxWxXy5i1WsVesujX+8PFWbOg8YksEdufOJL+aIp6bhWDIc5lgHmrTCzv2ylgV3c9VkT/atWGn6YIw4wI2AGvLHanRbmg1amIY2xzTBD/y42m/2jH/2otLT0N7/5jUajcTgcv/3tb4uLi//5n/+5pqbmrbfe6u7unpubEwgE8/PzgUBgcHCQxWKFlMt7MO/BDARmk8kEjTHvLphHe8vPzNUuT9eAzTNztTHCjLxgk9ms1+sWR+uemvc94fcCzAt+75MBX3WF1bC5t9quhhmpMkGYEz/xJYPNL5oSSYL5jRr2Fy202010gPlpE/3LPZijhpnFYkml0u7u7unpaQ6Hc/z48RdffFEkElGpVJVKdeXKlcbGxuPHj29sbAQCgaefflqj0UBnQUYcZob/SCQShZgtFouFQiGPJ2CxOWTB7FZyuIK0tLSMjIwsRCCFRlKdh4hUaaanRkUSzL46dUZmblFREfSuU2wNoqPOarVapVLl5xeTB7O3VldYJNfpdAbYqXnIwAm22Ww2Go0qtbbnqG15qjww5gKby1Pl3jqzVme0Wq2QzVAgtqjCFRAqZrNZrdaO9pSfma1dnqoBm2dma+trHu4hGsV9A+oFm0wmvV4XmPY+cabl7HIzwDy30nx+raWq0qrfvPXBQDdIL0ZALwm13mBWl5AHc4W2UK7RQ69h/AYHJYaHRqNRqlQ5RYrnKzj3GxKjPXIjbH7emHhMIxJnFxQVFUE2F2+NiBIHPYYG5mQyWU5ublpm9qVq1ufNVLCLu2430r5oodbl8xgCCfQhjGpwMEIAhtdvUEBqcPkCkYD/Xh3z8xbAG6t91sy438LQp9ITqUw2mx2cBI0KLeQsiTDTaLRnnnnm/fffd7vdiYmJvb29L7zwglgsptPpMpns4sWLra2tdDo9PT392LFjJ06coNFo0IwwbJilUimqgnAIs7OzMzIyxZLUE50GMmBua9CmSjNkMllhYSH0UoZH8DZTjghUC6FH8mRFTR4dGTDPjzubvfqCQrlWq9Xr9chbeGztUKtSs9msUumOHLIsTjhJgNnZ7DWrNYbS0lLH5oHBqOEKE+Vbw+VyOZ1Ok7m0t9uxNAke5qXJ8maf3VrqKC8vr9waVcSjsrKyoqKirKzMbLaM9VaQBHOjt8xmL6usrKwmEuGuuaKiwul0lpZa5yc9F5abzi00gszFxieWGt11ZTa7s6KiAvr9YER5pHC5XGVlZWab3Wn0tDmgAAAgAElEQVTSkgdzvUVlsNqRtz6odzbY5b7VajWZTCVa4y+quPd9CR97k8Dm5w0Jp41p2cVqrVar0+mQ9wrwW4SQzlnI/ToUSqWyRC6XFRa/WcP+HPTC69uNtC9aKA1yiTAjVyaTIe8MQgLemAwWQvBGJqRGemZWVkb6b+qZn7eAHhRvZtxvoZdm81gCiVQqxbiHkEqlaWlpEomEGMz4lzJDFXNxcfHMzMy1a9esVuvhw4d/8YtfiMViCoWi0WguX75cX1+fkJBQWFi4trbW19d39uzZ4eFhsViMtBkOs0Qigd8iwWfJw48ZkUrThCLx8Q5DYMwBvABt82nEkrTc3NCXBRTB28kiRCDxDnaKsnPyG91akmBu8ujyZEUqlUqj0UBvPHiE3NGjru5AtuPkCvXhNvPCuHN2yAE2F8adjR6TUqW1WCylYY75w24XI/uuNpvNYDT3HHMsTZb7R11gc2myvNFrM1ts0L1CCAPYiqC64nK5HA6H0Wga7S1fm61ZmqoGm2uzNT63A/VOAjUiXrPL5bLZ7WazeX7c/cRi49n5BoB5br7h/EJjXY3DarVj3I0FA+NODgroJWG0ltoNavJgrjUpdGardfOIMyhsNhtqBY+88YWHyWTSGwyFKt0LlZx7voM3PElg80HDwZMGaUahAvqICKdvSC9NiQioxoCKkKLi4tz8wjeqWQ+aKLcaqGDz82aKr0TET8uGPoRRuQ1xN1izQQGv7iA1UtPSM9KkmzADHRRvpt9voVsyOXSuUCwWp4YPqJQXiUR4YIZEJgYzi8Wi0Wg//vGPWSzWlStXent7XS7Xf/3Xf+Xk5Pzrv/5rdXX11atXNRpNUlJSb2/v6OjoysqKTqdbW1urqqpiMBjYreyI87RFIhGfD7WydYExx/SgDWAujDtbPCqMVnawjsffys7NzU2VZpI6xgxvZcfezQ62shdA73g6M+RYGC/z1unxtLLDdbNDCv1gK/v0URtJMHvQWtnRNbThreyR0661meqlySqwuTZTXV9jwdnKxnPNpaWlRpNJp9MFxuufWGo4O+8DmOcWfOcXGyvLLXq9KcS5KPrY29vKRvaxMcrTYKjVaqiV/Vw5657vINizsG54Eh80HDymEQZb2bH0sUNb2VXMB00UsKuuIZjr8rkMQSqeVna4HUVCeto8gVAk4F+tpT9ophOp4CM/+XYz7W4LXZ9KT6SxOJsbe2CPJZMCM51Or62tHRgY0Ol0x48f/8Mf/uBwOPLy8n7/+9+vra2ZzeZXXnnl6aefplKpZrN5bm7OZrOdOXOGzWb7/X6v1xsR5ojzv2CTv8iCmcsThpv8FcVS5ry8vHhO/op9/ldw8hd5MBcVK3Q6HcbkL/xTwKDJX2qN7vRR29KkC/hxWEuTLi9i8heeyj4chMHJX+TB7K61hpv8RehqgxdsMpn1evJgbqiqeDTGHN2cL7jcZrNZoydz8lf9vgpdkVyj1+v1sczHhpzWaDQqtTq3WPlcOeue7wDYs7BueBIeNBzo1oqCk79in/kVnPx1qYrxoCkF7KrrWw2Uz5tT6gt4TKE0pGmKvVYKY3eR4OSvq7X0+82Adzy93US720wzSCNM/kJSDRhmKpXq8Xj+9Kc/3bhx49q1a93d3SwWi06n+3y+a9eu3b59++WXX87NzWUymX6/v66ujslkzs3NXbhwYX5+Pjc3l8PhYA8z7yiYMTb/wj8xOy8vT5qW6atVLYwDvtrpQdvCuIMozBFthsEMfuH1wrjTW6crKlZCbXaMshjD5h0FMyGb4wVzqcFoiWLyV7gLNpvNer3OP1Z3ftG3EfACzLPz3nMLPghmq9Uao8q7G2YX8553fwwnXyWgPv7At79bIwwe+xjLnl8hML9exbjfmEJ04XXEZdkPmlLq9mDGAzMHUX3n5uYWFhbm5eXR6XTop0wmMzc3t6SkRCqVMplMoVAok8mEQiGbzZZKpUajMSMjg81mR5yYTQzmUcf0gA0rBzF/isiFMWeL+wcNM/RIQSEEs4MEmB2xwwy3eSfAjN/m+MBcX2PdXTAHW9lAYDaZTOTCvNnKBg7zXe8+sGdhXXcfvE8uzMlgV13f9KU8aEqOAmaMtVIwmGn3mwltRR45bzdS7zZTo4MZA9wtMOMsmjkcDrTbF4PB4G6eZsHlchkMBp1Oh/Tl8/nQ3HGBQMDhcKANO1HPsYgFZv+oY2rABjDnx5zNHhWXK0xLSwsHM9FuNukw16kzs3J/aDAHbd4hMOO0GQ7z8Omy1emqxYlKsLk6XRUHmNfjCzNOlUtLS6HXQ/xhjkJlBMyMu97HwZ6Fdd194L5vXxDmEJtx9rELYbtkb4WZfr8xCeyq65u+5AdNSThhxrmI+RHMNbR7TYC3Ir/VQL3TRNVLGUmMhzDHvog5yDExmOGBvAKiB0xhDzMjN+bcpTB7a1XzY4CvdmrANj/m8IGGWaVSFRSUdDQb56Od9D6DMY18zOGtJQBzxKI5CPOpI6WLE2XAN/denCjz1pnxwIzH5t0N82jduQXfut8LMDcC3rPzEWDGr3IIzH+oO3DT89h19+MA82P3Y3+pf3wP5vSsnNcq6fcakqJYWv0J5o/uNybV5YfCjL+PjToLbBNm6r0mosPe1IiD4neaKHopfQ/muMJMqJsdDuZUaVxhjmImNliYsdZ3IWCOsZu9o2COaPMuh7n23IJ33e8BmBsBz9l5L1iYg2PMv6tKuVGb8FFNIsD8a03Ch9WJFdotY8xIlZEwh9tpBAYz/a73MbCHVF5377/vezxGmJFzszdhpt1rSAS76voTb9L9xsS6fC4hmLHL5dhgptz0xQpzOD2/rzBr/aP2qYFSgDk/5mj2KHcdzBmZxGDGKJr3YI4RZmybdzXMcyO1Z+e9Z+Y8D9PvefR1tLnu92wEsGAmpHJwuZRGbzCplG/KM34rT78qz7iqyLiqyLga/Foefb4nz3hXnuFSKRQ6XXBjgJ0N82MQzMGdv0JUxgkzfFuPXQrzf1ZT7jZGMfJNwR4U/6wxZdtgDmczatlO1GZCK6biATMvSphRbd7cklM5Pwb4aqcGSufH7L46FRLmqItmCOb8guKdAzO2zXGA2VNn0uoIwIxhcwjMK9NVCxOVYHMlbjCDSIAww9cxa/QGk1L5aq7wnVzeW7n8cPnrXMHmGdL8t3IFGM8M5tu5/Mu5/DJFiVKnx4AZZx8bDvPPXfQ7nsf+Wr8fbN7zPnYME2aifWwI5rTM7IsVtLu+RLDboXzsSbrX8BBmaB1z7APMMcMcYbYaHObY+9h7MH9vYEapmGOFOb+4o9kwD3rH03Awx2JzEOaTh60L4+D3EF0Yd3pqTdAGIzhVxuD5Ecxa3dAp5/JU5fx4Bdhcnqqsq7aQA3PN2XnPmTk3wFz3uzcCblSYCdXKpbC9R8xms9ZgNCkVL0qpl1OTLqUmh8+UR19IU2BfwB5PTYE/883UpNdSk53yoiDMeFRGnY8dCnMZ7Y7nx2Cnqv21ft8974+PaQSSnChhRt0RcxNm6l1fAtjtUD72JN5rSAiBGf8Ac7its2EwAz4j5KYv+bPG5O8nzIQmZu8EmAnN/9qDGQ/MsUzPDsI8TzLM+CvmcDbvaphnh2s2Ap61WTfAhGyuLLfoDTHBDF/abjabNQaDUSH/Bf/AJe6PL/Iex5eP4Xna67wfv8J73FFSSAjmcOXytsNchAgiMFPu+g6C3Q7lY0/CvYaDJMH8bhXlTgPgM0I+8SZ/2vB9gRm7aBYhYltghm/JGUXRHGeYi4qKCMEcbph5K8x24Ou75sfsnlptUbGCKMzhbDabzXGDuZRINxuV510Oc/VGwL02Ww8wz8zVr/vrK8vNITBHrTL0ktDqdAat+kK78dkjxp8eBpn/67DxJ12GUr1apdaiDi3jH12Gw5xTpNgJMEdcwbzLYU650xDd4HcyxqD4pw1JPwiYsYvmPZijgxln0bwHc9xgHjzpWJoEf4D00mTFboeZkMroMGt1Br1mebH53Nn2jfU2gHl2o339TKvVqlfvKpjFOQVwmGMZYA7C/Gp5yh3vgah3PrkR5sG7vgN1+RzSYAY/Wy0eMOOcmA1/EPnXQ/SGOB0C9vce5qDNcYO5pKSE0PEVqEVzcPJXe5MhMGoHPo08MGr31GgLi1Bgjs5ms9lsNBofwjwW1XFYw5jHYY2FwhydzRDPuxhmnW5mqGrdX786Uwcw12brzszVVbqihxl5iIXFYtHp9Aa9ZmXacx74cVgLjRsBX6klLMyE+tgPYVapfoAwh9OaKMwRZ34FYX6nKuUzEmar3fYl6VPDwoyqMgbMcIuJwcxgMGg0Gp1Op9FoDAYDEhfaMTu4+RePx2OxWPzN/b+gPw5kmHmnwRxx0dTOgRlP0RwvmNFPl4oR5sCYE/ipG/NoMEdt8x7MoTDPhMIcS7n8aPKXTm/Qa5an3ecXwZ+6sRHwWi06lUoT3bSvbYBZHSXM4c5CzskNwrwvtv1PDoY8csN94K5vf20kmAlNyYbBnPwZCbPVbvsS9an0JAZn22CG/phWq33uuefefvvtZ599VqFQMBgMBoORk5Pz1FNPvfvuu08//bRMJqPT6ceOHXvmmWd6e3tpNJrZbB4aGhIIBMG6eXfBHMtq5m2EOYopYDscZqTN5s1jH090xRXm6Hi2PTz2EYLZvjRZHhhzgc2lyXKSYJ4eqjozV7cyXRuaM7UrM4gH8eXqdO3abG3FJsyxq/wQZq1Or1MvT3vOLTZszPsA5tkF3/omzFDXJ5ZyGYJZuU0wRzfADBTm0ETCjL+Pvd0wszmbxz7GFWYomEzm0tLSz372s+Hh4ddee+2VV16RSqVsNvunP/3pm2++OTY29t577507d85gMGxsbKhUqrNnz5pMpvHxcZ/PR6fTcVbMGNuMiEQigVDI5nCPHdLMjdgm+60AMzBqb3IrgjAHJ2bH0s2OJ8yxH8YMg1kfGLUBv+DAqA1qZaPCHIXNMJgtgTHwm3vPjzk8tSatzoQKM1GbbcHzmDXagRP2xQnwB0gvToCH2WQ267Ta6cFKdJhjSDjMFosldpWhl4RGo9Xr1MtTbqjABXvqxrrfYzVro4MZ4zzmuMFMtFwOgVm2eR7zq+XJd7yPg90O5YZ7/13fPvww41EZBnPSZyTMVrvtS9Cn0pIYHPwwYwgbDcxcLpfNZmdmZnK53H/6p3+qqqp69913ZTKZzWZ7//33NRrNj370I6/Xe+XKlWPHjs3NzTEYjEAgMD09PTo6Ch9+3oN5h8CManN8YNZqtagwE21obzvMhGzejTCXlpaaTCadVjs1WLk2V7s8XQMwV6ZrVmdrKlxmvd5ICGZUla2bG85oNFqdTr08VR9PmPH0sXcOzNEtlAIPcz0azDL2HszEYOZyuUwmk8ViJSYmtre3/+xnP2MwGMeOHfvVr34lEolSUlJUKtXly5ebmpr6+vpWV1eXlpZ+8pOfmEwmeLkcbv4XHqeFQiGfL2CxOeTBzOEKpNKHG8JlbkYWWiDHm0OozsvLy83NlaRmuKuUgVHAVzvZbw2M2nw1yvSMnMLCh8e6yRFBlGqlUinLLyIPZne1pqBQrtFodLBNDeGBqnU4vE0mk8FgUKo0J7os/lHwW5UFRh31NUaN1mixWDB6rahgI6N081xClVozcMK2OAH+OKzFCVdtlVlvMJeWlhKq5pH3EMELNhqNWo1marBybbZ2eaoGYK5M1azO1JSXmbQ6g9lsDsctKsDhZukbDAa1WqPTqpYm6yFH1/2edT+YXb43Ap4zc26LSaNQqLRaLaGuNdS4Rp4Zo1Aqswvl5MF8VMUXZecXFhbibFyHeIw8xzY7J0eakfWKK/kzz+Ng9ym7Xr//jndfdR6LIUiVSqVpYQIbYzEieAKhSMB/uzLxUxJmq93yHtRJqIl0NpvNxjYY4pUsmKH5X2lpac8991xLS8vBgwd7e3tfeOEFsVhMo9FkMtlrr73W0tLC4XCKi4uPHDnS09OTlJREo9GwJ2YLBAKJRBLcgy1za0AQQl+npaeLxJLudh0JMNtavCpJanpubq5MJoNel9DLFPk6hr/QixEBjeXI5fKSkpLsnPyGOo2fBJj9I7ZGtzZPVqRSqSDqdDpdyD17SLcNG0JowwS5Qt3ZYvSTA3NDvUGp0kHOQVVdCAkOh8PpdGJXcs7NcDgcNpvNYDSfPFxKEswNbqvZYi8rK3O5XOXhowJHlJeXu1wuh8NhNJoHT9rJgbnMW28vtTnLy8sro42QC7bb7WazaWqwcnWmemkKPZfDPI6dy1PVK9PV1ZWlFqvN6XS6cEdZmHA6nXa73WS2WMyGrTADO3XjzJzbYTfpDaElPp67h5DeD/SO0xsMhSrdc+UMkmA+oRdnFiqhj4iQA15DWmUhN+hKpRI5bUUulxcVF+fmF75anvyZ5zGwV3u9ft8d7+OeIr4gPQfeegwX8D5lsC4KaW1mZWWlZWRmpqe9U5V0mxyYLZlsJl8skUikiEjdGmKxOEqYsed/Qf9SCoUyOTm5sbHBYDBSUlJ6enogmCkUilKpfPPNN91ud0JCQlZW1srKyqlTp5aXl0+ePCkUCrG72RFhhmxOT8+IA8whJBcUFCCbPyEMwwOqVqGvc3ILSIVZll+sVqu1Wi0emJE2I2A2KpSaOMAcLOmw6Q0X8A9io9Fy6ghpMHtKIZgxVMZp8yOYTebBk/aFcfAwL4zHBDPqBdvtdovZPDVYsTpTtTQJMpcnq1amq2qqCMMcLqB7NbPZYjEbFyfqNwIgd/aGNvdem3U77CZDpB1RcDoNtXyK1PrnSYP5pF6SWaSE1kOGgxm1c4aMTZhLcvMLL5IPswwtiMKcnZ29CXPip979wGer3fIesGRx8MAslUqxYQ6BmBjMycnJLpfr5ZdfzsnJOXjwYFJSUkNDwzvvvJOZmfnjH//Y5XJdvXpVr9cnJCScOHFicnJydXW1vLz87NmzLpeLyWRiwIxnnrZQKOTx+XFrZWN3s8MtoAoZeJakZrirFPFpZSO72YSmakPvPZmM9FY2dBsRrojH39DeIa1snG1teCu7/7htYZzYqRv+kcjPXxh31laZcLaycfbeoVb25ED56kw1GTC7nEacrexwHWy4c0ajUa3R6rSqxYk6qMAFu7n32my9eWsrG9nERp19jexjb1crG7uJjd3HhrWyk0iCGbuVHXFQOXwrO4EkmHUSaiKNhWxlh2AasZUdPcwMBiMzM/PNN9/0+/15eXkqlUoikahUqmvXrk1NTeXn5//sZz/7j//4DxqNplar/X5/eXn56uoqjUabmZlpaGhgMBjRbTMCn/zFFwjiNvkrxOMoVjPn5uamSjM91WSNMXtrVfDJX0QlDpkCFocx5uCsbP3mcbbRTQGDZoHBJ3/5R8FvVRYYtbtrjFot+nIpjAgHYenm5K8oYMaTC+POumoz9uQvQiPNpZuTvyYGyldmqhcnqwDm0mTV8nRVeZlJh2/yV0SzIZs1Wp1ep16YqIMKXLCbe6/O1FtMWqVKHbyzjGKVVJDqeE7+Cjb5ol4oBfEMTf4iD+aazclfsS+Ugk/+Ig9mfSotiY6yXCqWtVIEYGaxWGw2e3Fx8c6dO3/6058++uijO3fujI6OJiYmdnV1Xb9+/fbt27/+9a9LSkpoNJrf729sbGSz2cvLy2tra6urq4WFhWw2+/sEM57VzPGHOeKEL4x1U9sCc9Q2xw1mjdZgRTuUcBfBjB9jNJjNOq12ot+1AvoA6aWJyuWpyvIyIx6Y8RTTW2GuhQpcsHuIrs7UkQHzcy7qXd+/Xvc8BjbvN/zrMQ2fEMzhFkrFGWaobQkU5oOfevcBX991y7ufEMzheI0MczibIVY1Gg30WjQYDGazWSaTQfO01Wq11WrNzc2l0WgCgQAqpplMZk5OTlVVVX5+PrQXWIwbc4pEIj5fwGZzjh3SxgfmGBdNkQ+zMj0jBxtm/EXzI5gbdf6RUuAX7B8pdddokDBHbTPUulSptcc7LXMj4HdE8Y/Y4a1sQjYjeYbD3NddOj8GfnPv+TEH/lb2LoIZZ4sbDvP8RM0Zf/3qbB3AXJurW5mptZg0QZhjURkO8/+xsW9VJ35YmQzln6tSPqxM/nNl8p83H4kuP61JPKoUi3MetrJj2fBrx8KMrTIEs0jAf7vi4Keefdfr98eU7i3f3qjff8uDDnOM5TIBmDkcDpfLpdFoFFhAu3JCj1OpVOhbHo/HZDK5XK5AIGCz2TQaDalyRJhRi+adBnN2+CMgg8ulUqUZnpq4whz1guZ4wFy9i2Em1M1GCr3bYV6erlqYqASYixOVSzhgxj/wvAXm8RqowA3JlZnaWDb3Xpl+BHN0a5eRK6ZyS+TnCzJ+VyB5uyD1YRZKH30Nffvwkc0vClO3PCFMvl8oOZSbkZonC8KMs48dTuU4wFwrY0NjzLGvYIbD/OuKg7c9+4Cv77rp2a+TULcZZk4cD2beOTDjOZs5XNFMPsyqKGAO182OD8wFhXIkzNHZDE3+Uqm1xzvNcyM4e+/hnobyuH/EVl9jCJn8FbXNuxrm8b6yJdDnVC6MVyxOVmDDjF/lIMzQlpyBsWrIUfRtRKPbqmymdnmqBgNmoquZH8Isl2+ksd8VJb4hTg6TKW+IUx59K0l5U5Ky5Qv4T2F5VZTYkiFOleVD60p+2DAfuO15HPgF3/Tsww8zBqw7COYoutkQzCTOyq5XcLlhYY6imw3NyiYb5sLCQmyYcRbNcYMZmtEKDGYVIZgJJCrMUfMMMROEOTAKfnPvwKijpvL7AzMhleEw67Qq/1jV6izorcpmapamqiGYQzYYwTk9GzlDW6FU5pXIF0skr8m5L8p5qPnLrfni5j9Rv4DnJTm3QZYmzZWhLvgkOu0rbq1sVJgjDjCjqrwJM28P5j2Ytx/mKIrm4IqpHQUzts2mzeVS8Yc5CptLN5dL7UaYx3qdixOAj8OaHytfmCh3OQHDrIFgHq2CClyQW5VN1yxNEoAZqTIqzPn5RcMnKp5Zajzv94LNn6w01pRr09Kz92D+IcKManMUMIdbvhxPmDlcAQbMGDajDjNDMLuryVrHHIS5uLg4lhXMcYZZo9EgYY6ibt5emInyXApbx9x7zBoYBb+5d2DUDhZmq9VqNJq0Gs1Yr3MR9DmVGDATJTkIs9Fo1Gi0Wq1qbqQSchQ9od3Hwv00TC5PVS9OVJlNGqUySpiRC5qVSqUsv3DwdNVTay1nFxvB5tPrLdXl2rT0LDwwR5z2FYSZ1HXMqDBHNx97u2AOp2SsMGPYDBZmQkXzDoc5nM3bBXMUU8D2YI4CZvw2h8I84pgZtIPNwAhImEsfbjACwexYJHBOJa5nzo+5FiZcYGE2GAzQBiNzIxUr06B3RJmqgmBWKCPvlY2EGXWbkYcwn6x4cqUR7CGVG/O+p9aaql2atPSswq17Ze9omDc3GAEFM0+w02FGJZgsmIF3s7cR5qjnZufk5MQNZiDd7Li1snVhDrEgZPMOgRknzyEw+0fAb1Xmjxlm5AVDMI/2OBbGAR+HFRh1zY+FwoxNMobKFosFej1AFfPsSMXyNOgdUaaqFiYqTUY1HpjxlMub77jCwZMVTy43gD0LayPgfWqlsbpcA1XMhfjOscBWeUfBjEflHwrMwItmQoumthHm6OZmby/MRG1WQltyxhHmGG1+BHOHaW64dKrfij8nUR4M/Tf4h0vrq/HCHJHnnQlzxAvehBn85t6B0bL5sTKX0wDBHAvJwQHmYCt7drh8eQr0wuvJyoVxFJijUzk43TI/v2jgZMWFJR/Ys7DW/Z4nlxuqytVp6Vn5+Vi7cuIvl2UyWXbOboI5uCVn3GAmqjIxmOPWzd51MBPqZufk5EhS0z07BmbshvYOhxlpcxDm7g7T7DD4C54bthKFGcPmrTBb/COxbFWG/mf9IzacMEes7/dgxglzdJOxgzArlEqZrLD/RPkTS74zfg/YvLDcUOXag3lHwxzOX8Iwh7M5um42odXMQqGQLyAdZqlUukthBnOIRX5Re6M+bjDHYvPOhDkcz1tgPmrxD9unB2xR5iD64/7hhzBbie9Thg3zyGnb/BjgPUT9I87AqNPlNOh0RnOkQywiqhwC8/SQa3ES9PquiYrAWEVEmHGqDK+Y+4+7nlj0gj1y48yc+8KSr6pMk56eHdLKjrqPHYdDLJAwxzLAvENgJlouRwkzk8mkUChBoVksVkpKSnJyMoVCYbPZPB6Pvhl8Pp/NZsPPlYplmHnHwhxumDknJ0csSY9bKzsKmOE2QzDnyeINc9QN7Z0MM9JmOMw9Ry1zw+C3KpsbtlVXGHV6066Beczpchoini6FR+UdAjPKAins06UUSll+Yf9x1/kFL9gjN9Zm3U8s+irL1Mgx5j2Yv4cwJycnZ2Zmnjp1Kicnh8lkMhiM1NTU+fn5l156aWFhISMjg0ajtbS0nD9//vDhw1QqVavVnjp1SigUhiug8S+aEgqFfFKPfax/dOwjEuYohplJh7lGmZ6RDYc5Fps3YS48FMdWdnSHP+4KmEOE3gqzeW4Y/Gy1ueFSkmAePmULjALeqmxu2OEfdbgcWDBjkwxXOQTmqcGyBeALr8fL/aPlJqNaoXx0AnrU5fKjVnZ+Yd9x57kFN8ru3LFt7n1+0VPhVEnTMuEwR60yHOZXKxLuNvzbDc9jUF6HvvBu/ZZgfux57F7jj2tkTDjMMar8Q4GZRqMpFIpXXnnl6tWrBQUFVCqVxWKdPXv2vffeO3v27AcffLC0tKRQKM6dO2e328+fP6/RaEZGRtrb26HqOcZu9g6BGX83eyfAjH8KWHxgzi8oQcIcXUN7t8AM2bwHMwrMIzHBjJxzsNNgRqqMDnO389y8O+pNvMPl+YXIMOMfXQ7CnJqe+Qsz+3oZ/ZqD8TCdzGsO5gfBb6PNG2X0qmwuQyjZgzkszEib6XR6UVHRiy+++NZbb128eFEmkyUkJJSWlr7//vsWi4a7+pgAACAASURBVOVHP/pRW1vbW2+9dfTo0ZmZmaSkpLm5udHR0cnJSYFAwOVyY+9mkw1zY72cw8GCGaNoRj2eOQ4wp6WHwhz1uqm4wazRaHDCjG0z+TBDs7INscMMIWexWIy7E+ahUzb/SDRblc1i/mhu2FHmMOjCwExI5VCYB5wL4+WBURfAnB9z+UdcJqMqHMyEyuVgKztPVth7zHk2UB/dDt4YeW7eXeFUStOygMAMnZiXnZMjzcj8SRrvahr7ShpnM7lX0riXH33LuZLOvZLOu5LOhX3LvQJ/AiIvp3H+K51TJuKzxBFgxrlQKv4wg5r5RQxmJpOZn59vNBpramouXbqUn5+fkJBw7NixV155RSgUJicnq9Xqy5cvNzc3j4yMBAKB1dXVZ555xuFwYJTLcJgjOi0QCLg8HpPFJg9mNpufmpqalpaWnp6egRbI6hlZRgeFzs7OFonTSIUZetcVbZ7pBkUJIvD0txUKhVwuz80rIBVmWX6xWo2ycZJerzegBQbYRqNRr9crlGryYK6r0qvU+ohTk/CEZXMHDIVSRR7MVeUGrS7y8cb47yQMBoNapRo6WeofcYLdp2x2yD43bHfa9Vqt3mQyRXQ3xGBkGI1Gg8GgVms0GuXkgGMe+MLrMdfciMtoUMoVKo1GQ6g4DkocMt0Sesf1HLVv+Ose7kcGLs8G6l12Rao0Mz8/H7K5ABEYxXFIQMVGVnZ2anrGRj73tWL2S0XYyUF7JJjsrV+zXypiv17MLk3lMYVi6EMYz+6b4vABlXNcvkDIJ3Eds1ZMSaSx2Gw2HoBJgRmy+cCBA263G4I5MTGxr6/vhRdeEIlEVCpVJpO9/vrrLS0tIpHIZDIdPnx4cHDw4MGDFAol4gxtkUgU/B+QtjXgswAkqal8gbC7nZTTpZo9SqEwNSsrKzc3Ny8vD/lilclkwdtJ5Es8eBMavDMtKCjIyMz11qrIgNk/amuoU2fn5MvlctXmCVFQID8gQj5EkDf70DQWrVZbVKzoaDbMkQOzt1ZXIldDh3mj6oUqBHZJp9Mbj3eaSWple+vMBqPVbrc7nc6y2MLpdDocjtLSUp3e0HvMMjcEWOWpgdK5IWtdtcVssTmdTldsAV2w3W63WEoNBv3QydK5YcBblc0O2meH7JXlFrP54W84GA7MwFgDVlpaajSajEbd5IBjfgzk4i7/aFlgrGxupKzUqoPuJCLeKyDvJpH3nVqttrhY0XvMsT5XA3afsqXJqg1/bZVLnZUtg+7FoZvvkECOfEGBvLmHbvrzCwqyc3KnT7me8bufmKoDmz8JuC26QpFYmp2dDXUc4UVOMODlULjWZmZmJlRKSaRpaamStysPkgSzKZ1J5wpFIhHGXQK0QZZQKAQDM6rNVCrV4/EEYe7t7YVgplAoJSUlly5d8nq9Bw4cEIvFi4uLx44dm5ycPHToEJ/Px7ZZIpEEf5XhdsTMzMxMS0sXicTd7ToyYG7xqsSStNzc3KC7yIkSwZmNxWgBr1Chl3J2Tn5DnZokmBvrNXmyIpVKBTWHQ6DFrkdRC1CDwSBXqDtbjCTB7KvXK5RaSGWbzYb68Rru49iJCOgz2miynOiykASzz20xW+xlZWUul6t8MyoqKsqJB6Sd3W43GE09R82zg4CvdrLfOjNocddaS0sdLperIlJUbkbI4yEXbLPZzSbT0Enb7DD4HVFmhuzVlaXWUntZWVnwL414x4B962M2W8xmw0S/PTAKehr5qHN22Gm3GgwGkyXSHqI4e+96vUGhUPcec67NVi9OVGHlJOZP0XJ9rqa6XJuXVxhy4x6ugoeX8iERhLyoqDgvTzY+VHvhTMvGUtPGUtP6UtMGoLyw3mI1y1Ol6Xl5eSF1PLJ2Dw4XokZQ8fSMrIw0KXkwW7M4LIEEWU8iO/BisRinyrHCnJCQ0NTU9NZbb0ml0scee8xut1+9etVkMh04cODw4cMzMzOrq6uNjY1PPPGE3W7HXjQFyR0MeGebz+dDrWw+n8/h8JhMFnmTv1hsXrCVDe00El03G2poQ63s+io5Sa1sT7VCmpYZ3D0g3F0CzklhcWhl11epZfnF8DsJ5A0E/p62wWDQ6XQKBemtbKg8gn/IxtjKPn3ENDsE/oJnhqxV5XodvlY2zgvW6w1qlWrwZOkcCTDPDj1qZWP3rsO1r9Fb2WrFRJ89MFo2N+wEmP4R5+yQ06BTyOVKeBcqYgcblUBIu5ISeV5ewakjtrXZarDboSxOVK7P1bhsculmKxu1iY2njw2HMCsrKzVVOtpbcYGEPUSfXG7Ua2QczsPxxHBjyVAZCn0hQguoPIXmJ3F4fAGPS2orO4HKZLFY4QxlbUaIp+TCrNPpPvzww56eHqFQ+NRTT/3iF79gMpmFhYWBQKC6unp5eTkpKWlqaqqxsRF7pBnPoimhUMjj8Zks9tE2smBmc/jQvANk4U5objY0BYzsyV+erWPMUUgcclMsl8vjMPkLPsZMdFw55IOY7DHm+mqDWmOAVMbTdY84ZGs0GpUqNXkwV1cY9OEnf0VxwQaDUaNWD56wzg2B3xFldtBW5tDrdEbkGDOeihMpt9FoVGu0GrVivM/mBz6NfMQxM+Qw6pUKhSo4HkRo4XII1UqlUi5XyGSFpw6XrsxU4TnBmtDC67XZapddDq1jRvb/iE77goTOzs5OS0sf7Sl/4tEeosDywlKDXiODtl+Ez/yKbj52cPKXkE8izMHJX6DmY0cPc0NDwzvvvAMtl2Kz2f39/Tdv3vz4449/+9vfGgwGKpU6MzPT1tbG5XLX19dnZmbW19cVCgWbzY4aZsjm+MCcmpqKE+aI66b2YIYnfphx2ry9MBO1OW4wQ7OyCV1bRJgHTlhnh8DviDIzaCtzGLQ6Q0SYI6ps3pylD1XMY702yFGAOTvsmB6MBuZwbWSiMAdIgBnnKqkQmEd6ys8v+s7MeYK5NueGfxtdPrHYYNA+hDniQqmI87F3N8wYNTgqzCwWKzs7u7S0FOqYQ89xOBwej0ehUFAoFIFAYLFYpFIpjUYrKipqbW1VKpUsFgu7j70zYY6iaM6G7QIWF5gzw8FMdE3ztsAcS9287TATEjoOMM8OWUmYlQ3BbJkdAj+NfGaw1GnXabVYMOMhOQizXq9/CHNP6dww4FM1Z4fs0wN2OMx4amWMznYQ5pOHrcvTlWBXXQfGyldnqsrscmiv7BCYw5XLqDNe4Q3thzCfdp1b8KzN1oPN8wtevSYP2kwCFMxcfjxgZrPZAGFmsVgRYEa1mcFgJCcnBy+FzWanpKQkJSXRaDQul8vj8Wg0GlQfQ89kMBjYKu80mOGjy1HDDEU8YY6xaI4DzPXVamgdcywwB23eOTDjsXkP5ihgxq+y2WyGXg9BmGeHwU9VmxqwGwjCjDHr6hHMXdblqQqwq64Do67V6QqXTZ6WFgoz6kgznnI5Nzc3Kys7LS19+FTZWdQdUWZj2hHl3LxHp87j8gTB5VJR9LFRYX67Yv9nnsdu1D+Onu59N9z7wv40TH5c//htz+O61GhgxjY3SpiDEW49NZCTppDDzNsCc4wjzXFoZefn54eDmZDND2HOIxdmWX4xEuboiuY4wFxXrccJc0Se92AmCjMhlUMmf431WGeHoz68Cz1nhmxTA7YgzDGqDNvSp+BEl2Vpqhzs4i7/aNnydHmZrQQDZqJ97CDMgycd64G65ekasLkRqNepczncmGAOWafEEwgEPN7zudT38ilvy1DynXzqO4X0dwrp7xTQ3palvC1LeSefAkvqO+H+oIxyNZ+i4tKTmSxUmKMrl/HCjGEzfphBnQK5K2AO2pydnR0fmKHNv2LZXSSeMCNb2VGMN8cNZmhWNk6YMYTevTCr1er+4+YZEtZ3TQ9YUWEmRLJ5c8I2HObR01bIUYA5PWib7H8IM3JvAEJN7JC99o53mBcnXWDnkM8NO5cnXWWlxdDCDSTMUagchHnghH1ttmZxsgpsnpmr1aq2wByLyg9h5vMFfP6iR/2/2k3PtBkA5k/aDD9tNxakCSg0BqqG0am8C2BG2hw3mPEPM2MUzdnZ2WIJiTt/wWGGL5ciCrMCtvPXNsIcRU87bjCbiW/+tQdzxAQCM+pyqdHT1hnQW7hMD5ZO9pca9MqQ5VLRlcvBnb/yZAXdHaaFccBzyGeHHYuTZU4EzLGUy49gPm5bmwG/vuvMbI1WlQMWZj5fIBDwpyfrz59tW19rOYOaq81nVpvRfxQ+18+0nN1ok8mkKSk0UmCOupsdZ5gFAkE8YY59Clg2yVtyRgczBs/xhJnQImZUng0GQzxhhswgynNQ6D2YkYmEObpaOb4wh65jjq5chsFc2N1umh9zgN3xdGbIvjDhdOCGGY/KQZj7uktXpiNPI58fr1gYr1wYx3v+5upMNR6YcY4ub4F5qPL8IuD1XRsBz7kFnyxXkkIBCTMkckwwh7N5D+ZtgTnGkebdCLNOp4szzNHZDMUezCEZAnMsKofAPHLKMh3zBU/1b/l/NDVgneiz6hEbjOBfuBwS0DtOJis81m4KjILfv2V+3OmwosMcXbkchLn3mHV5Cu808nnc08iXpys1yuwgzDFO+4J2v+Dz+QI+f2qg4uw84GnkZ+bqNwIeWQ6ZMBNdNBW3ohkBM29bYI5uClh2drZILHWTt/NXGJijG2mOP8wx2gzBLFeojrUb4wlzdDxbNnf+2oM5mEGYjUZjLCTDYVapNWqVHAjMIRkO5iia2MEB5ocwHzIGRsDv3zI/5nBYi+Aw41c5ZJXUI5izs6Vp6T1HLUuTFWDPCPGPupamKmKBGVkuP6yY+fyJftd6oH5lphZgrs7WnvHX5+VIKFQ6kkIMNCOqjBdmDJvj2c3eXTBDsV0wR70l506AGafN2wszUZ53I8xms1mvN2hIhlmj1ROCGVXl4GRAlUodT5ija2KHwHz0kME/An7Se2DMDoc5xtHlLTAfMS9NlPtHyojlaIQnLE2WaxQPYQ6ncjQwC/hjvc612dqlyWqsnML8KSKXp6pXZ2rzssWEYMZTLgOAOZzNUcOMUTQLNo99jBvMMXazSYe5WgFthIt6ugbRhjb0SJxhjqVu3gkw4+d5V8CMvGCyYXbYtBoNAZjDqQzBrNPpth1mnCrvZJjDbZQNtbKl0rTTh00LY2WzQw7COYz104XxMrUiCxtmnCoHYYZmZY/02FdmqhcmKrFzMdITtjx5snJ5uio3W0yhhMIcXbkcD5hRbQYAM5fHZLLiCXMsNmdlZYnEaaTCnIqAOeqGtlwuLykpIfMQC1t9lTpPVoSEOTqb4wFzmEMsohB6p8GM805i58CMQXKwjx3PijnqWhkJ85E2/RwJL2D/iM1uLYSaakGbYymXoUMspNK0k13GwKgT+KB4YMypAgRz8EALHp/P5/OGTtmWcA+K4x07Hy9fnKzIzRZRKHT21nXMOwJmNpudlJR08ODBpKQk6PqoVCq0ERifz2exWFQqFcgw8yOYSTtdChtmojZnZWWJRKS2shWp0oxYYIbbvANhxrY5TjCrdPhhxuB5J8CMp7LfjTDDZ+lvI8yEVI4nzDKZLBzMGKPLSJhzcnIyM7Ok0rQTnQb/iAP43un+UYdKnsXlCiQSCZA+NjT5i8/nDZ6wLkbXew/ffg+Mli2Mu0iHOTqboe02+/v7n3766YGBAbFYTKVSa2trl5aWGhsboUOaOzs7BQIBVENHAXPQZghmBmkVc2O9nM0GDLOQfJhlMlkIzNHZDH2dm1vQ1qD1g/71TsJgVqlUSJijsDk+MCtVOmg/E/wwowodN5g1WoOZ+KrrnQxzxFo5/jCr1eooJnypth51vDmro4BkmDODMMdYLgdhPt6hnxsG/xExN2JTyTM54WEmqrJIJOLx+Dweb6DbPD9KvPc+jNV7nxt2BEadOVkEYMapcqwws9lsOp0eCAQ++OCD559//qOPPpqcnMzPzz9//rzH47lw4UJxcXF/f393dzedTo+9aN6DeesFP4IZ2i4b1eadCbNm8zzmWBraer0+njATKpqRPO/BjEw8MONUOZ4wl5Qo8MCMXS7HH2bUwD+6HALzbFxgjmKVFCrMfUeN/mFH1PPep9Dmvc8M2uaG7TlZIgp1C8yxl8vEYEbaTKFQjEbj+++/X1FR8S//8i/Hjh27fPlyV1fXzMzMgQMHZmdn+/v7p6enRSIRm82OZaSZz+dvI8xRjzRnZWUJRan1VfLAqB34izgE5tiL5jjDjFo0E6qb9Xq9VquVy+MHczCi4Bn6g3swwxMbZvwkh8CsUsmHT5lJglmnlSNhjqJchmAuKSkhF2ZLIfQRgUfliOVyTk5OZlZWaqr0eIeOxIqZw48FZtHW4PH4PB6n56hhdgjwBU8NWGcGS3MyBXCYo1YZMMyHDx++ePGiUChMSkpSq9WXL19ubW2dnJwcHR09c+bMM888U1FRAR9jDgczh8NhMpkYFwP9hzEYzBQKtatJMT1oHusxAszZIYunuoBKYwoEApFIhJzjF3wRpKJFsPEScloZhyuodhXMDlnAXu1Yj3F2yFxbUSgQSrKysqBTJvO2RvDNhnxDFoSPjIycJrdyBvSvd6zHODNornbJM7PyiouLFZsbdCM/uVQqFerHHBQhn4ZKpTK/oPhwq3Z6wAT8gqcHTFUudVGxKtx2KBg99nD1vVqtLiouOdGpm+oHf8FT/UaXQ6NQavR6PdItogGNFKhUanlJSc9R/WQf+Aue6DVazUqFInSLVtQ7NniEO0NCpVIVF5cUF+UPHtdP9AG+2vFe4+hpo1JRkJ9fGDI5IySg29/irYHsaRUWFubn52dm5nQ2qcl4Ac8MmS2GXOgjAnVqKjKClUYGIqD6JDVVKhAIj7appwfAf0RMD5qLC1LpdBZUiUHFGLw8CxdwX0Jaygwmk8lknOzSTPcDvuDxXuNknyk9lXMwIZlGozEYDAaDQQ8TNBoNOnQxGpgJdbPZbDaVSu3t7X3++eeFQiGFQsnPz7906VJTU1NGRkZ1dfWRI0fGxsYSEhJSUlKwp2czGIyKioqpqanh8DEyMjI8PDw4ONjb1//8fyxfvnj20svr0eSv0PPKxbPPPjPf3z80Ojo6Pj4+ET4mI8XUZkxOTg4Pjz3z5PyVixuXfnUmmK8TypfQ8/Kr6888OT8yOjEzMzM7OzuHFv7wEUALv98/OTXzv/996fIr65t/0RoyX4sq33x5/akn5qemZufn5xc3Y4lgLMNiaWlpcXFxbi7w8/+9/MbLa6+9CDjfeHntySeWAvOLy8vLK2ixSiSgP7K0tOT3z7/wf1cuvYTxV69Gl5deWj1/dmlhcZnota2hBXTBi4uL8/PzL/185XWsC44yX39pbf3MwsLCUrjfMGosh4/FxcVAYH5+fu7lF1Zf/xX4q7344trSYsDvDywsLEAv4AW0mMcRwXfc9PTMz59dfvPROw5YXn51fePM3OjoxPT0NPQpAQ/oQXhMhw/4Z9ro2NgL/3fl8qsb4T5Lo87Lr24sBiYGBh5+CI+NjY1uBvxrZIyEj8HBocHBoRefW3nzlY3Xf7UOMC/9av2Nlzemp0Z6enoHBgaGhoaGhoYGw8TIyEh3dzeXy2UymRFVBglzSkpKUVHR66+/7vV69+3bx2Kx/H5/V1dXT09PfX09h8OBL6AKgZnFYhmNxs7OzlbMaGtra21tbWlpOX3y8GDf0YGtOdh3bEv2o+dQSA50QzkydLzn1NH29o6Ojo7Ozs4uzDiMFkc24+hmHDlypKvrcO/p7rGRk6PDj3Js+FRojjzM8ZHToTkamhOjPROjPZPjPQP9p7q7j5+AxUlEnAoTp8PEyVOnRoZ7Zyb7pyb6pib6pif6UXIyNGcmB0JzKjTnpgdHhvt6enr7+vr6t8YAkYC/3AcGBvr7+6cmBv2zQ3MzQ/6ZYf/MsH9mCCVnh4lmYG54fGxocHBoaGgI45YxeOOIHdDThoaGBgeHZqeH5+dGAqBzfm5kfAzXxeCJzf+yoaGhobmZYZzXQPQ3PDICfaANPfrLMH/b0GffEFpsvh4GBgb6Z6eH/DNDc1BOh83Z6UGUnAqXAzNTA/19vb19vX2b0Ysjenp6enp6Qh48ffp0T0/P6dOnT506NTbSO735joPn5HhvuJwY64Hn5NZvHz443tPTc+LYsW4ojsOiGxHHgs/r7j6GCPhn2uHDhwf7j48NnxwdepgjQyce5iBKDg8ex87gh/Dw4PGjRzoPHWrv6Ojo6Oho3wz418g4FD7a2tpaW9taW1tPnTjce/pIz6nDiOyKmKdPomYnlG1tLU1NTc3Nzc3NzS0tLU1horW1ta6ujsPhhEM2AsyEbKZQKK2trW+88YZYLN63b5/Var169arVat23b19bW5vf719ZWTl27NiTTz5pMpkYDEa4olkgELBYLCqVStsaId0AqFfAZDJpNDqVSqfRGPCk05nwZDBY6MlkMZnsYLLYHCjZbC6Hy4NfUrjJ4cHzoUMCte8tkUhEIrFAKBaJJMEUi1NDUiKRQpmamhaSUml6SKalZaSlZ6SlZWRkZIZ0pJANq+DJ0MhBI9Tud35+fl6eLCdXlruZeXn5ISmTFYRmfkF+fuGWLCgsKCgKyaIilAFvaBQc2Q+Uh9k3FAr4WJ1criyRK0rkCrlcKVco5QoVMhUKlUKhUirVijCpVKqVSrVKpQmmUqVBTPGJEKgtVmSoNVqVWqvGkRqNjlDiD5yX+vCCMS9SBSXsV4czlaoIw7QR51Khjt0qlcqSzZdEiVxRXCJHzaJieVFxSWgWlRQWFiOzoPDRaxjemi5EBHJ4CHtwN/iOy8nJg2d2dm4WLLOzc7OyczKzoMzOyMwKyfSMTHimpWdCHxEYfWl4oJ5/HG6gVygSC4RioVAsFIoFAhGUfIGIxxeGJk/ADSaXz+HyQpPDY3O4D5P9aAMMnAO0IXgxtwZjMyAyKBQaPFMo1JSUyJmcTAnJpKSUYFJgkRI+kpOTU1JScP5XxApzSkqK0Wj86KOP2tvbqVTq6urqyy+/zOFwsrKyAoGAx+NZWlpKSEiYnJxsaGig0WgAt+dE1TEcjSGBOjYcMjyMfOESmgIWi5HIGRkYg8TIz4Vw07OjPngK+amHHBsONzCMX69wfkSxhgp76BR7ShEUEdfU4onopnDvrgDyi8LzfyTicDjG0D5qEB29RkZ0E76C076Qm+6hDlTD71+xh6vD3R/EOOcrOO0L2vwfY6Aa9SMR41Yg5IYA1KkVwQjBAqkJHoNQt7AMt6dW1DO/AMAMt5nFYnE4nJmZmZs3b167du3atWtOpzM5OXl8fLyrq0soFJ4/f76vr+/s2bNarZbJZALcBYwMmOE2kwEzts2EYA7ajHxDYkzPjvrgqT2bo4vtdpPcAPIr2lM5dphRPwTCqRzdZGxUlcHCHLFMBwszToDwwxy1yuBh5nA4ELcNDQ3Hjx+3WCwUCoXP51dUVGRkZFAoFK1We/LkSZPJxGKxsOd/AYE5DkVzjMda5MAinkVzFKundoXNu4JnKLabUTAB8BeyLSTvCpWR79AgzKhv7e0ql+EwY6scDmbyyuXvIcyEutlQ3ZyYmHjgwIGUlBToEikUCiQxjUZLSEgIaWJ/v7vZ2DZHDTPSZgyYsRvapMKMajN+mL/fNpt3M89gfw+7QmX8MKO+EQDCTKiJjQEz6gfLXh87dpXB9rHBwAyPcBfNJeeEZmyYt71oJnukmVBDO3abUXnGWTQDqZsxeMb4mAbCM3ChodhubbGCjP9enL/qqEnelloZZ7mM+oaKsVwmtYkNSuU4lMvb3seOE8xk2Byfonnnw4xtM6GimWhDGwPmHdXQjnPdvL02Q7HdCm8Jkv4bgai802rlWJrYSJgxVCZjzhc2zKBGl+MP824vl6OHGcPm7YUZaTMGz9s+0hzyTgj+dIcUzRFtDj4nFpu3pW5G1XrbeYYHBCT8L90tBhsR+2vGgWQMlcO9ikKg1YQ/YpmQyjjLZdS3W0SVg/Rub7mcjXt0OYguBsxxLpfDwRxCUpBbOF67GOZwNqPCDKSbjVE0c7lcofD/b+/Ov5rI+z2B/w33zL13znmWPv3YjUuLKCJrlkqlkkpVUlmAECBhDQJBVlGU1QZpRVrZFwUE3FqUBmQR2RfZJLIJCgIiYNt95pk5c2fOnDlzf5hfZn74Nrk0kEqlUgmhn/6e+oGmEVJF1feV9+fzreIkldxMu9PMiM0sFsvNzQ2QzGKxPDw8aKwC283zbpgZtFkgEIC4DKaPPWcoC6MzDZup8EwQBHmMpgiJzZD23nLazodCoSAIwvAxUx7TJplE5d1ZWSqVWhiUqWdlc1UGMIPLH0EQGIY5HM6O6536ndM7VLYkLpOrfPr06TNnzri7u7u4uDg7O5sVl6mrbHkd28nJCRhp+M9vvvnmyJEjQOsjR44Y/GJWZbuA2cah+dSpUw4ODnK5/M6dOwKB4MSJE9RhtkFo9vrtQjAvL6+4uDi9Xr+4uNjZ2enn5+fu7m7tgja925rBgGE4MTFxenr63bt3bW1tAQEBfD7fTmra5DaLRKKYmJjKykpfX1+p8WdK76/NIHTW1NTMzc3Nzc0tLi42NjYqlUqZTGaNH8fIUCgUYrE4Jyenv78/NDSUIIh9V9kYzDiOK5XKnp6ed+/ezc3NTU9Pv379+sGDB2KxGMOw3Scns1mZIsw7VIYgiCCIpqampaWl8fHxhIQEcOFTgZl2EdsSmJ2dnRUKRW9v79LSUnt7O4ZhBpuNqUwPZsvjsoODw8mTJwsLC7VarYODwzfffOPo6FhcXPz27Vu9Xq/T6Q4fPmwMNVvDbNJmpmC2Rmg+deqUk5NTVFTUwsKCXq8XCASOjo7kMO9jaPby8uJwOI8ePaqvr8/MzBweHu7p6UEQBHzerIK2zZrNfD4/LS3t0aNH3333nV6vBxeeUCi0Rm5mkGccx1Uq1ejoaHd3t0KhIIHZXJ6ZFRrA3NbWNjIy6P8nSwAAIABJREFUcvPmzeLi4szMTB8fHyu9D2BkYBiWlZW1sLBQWFioUqlkMpkdkgyCslgslsvl2dnZBQUFeXl5d+7cWV9fv3HjhkAgsHZW3lPlPS/D7SrzeDwul1tXVzc5OXn16tWmpibwjEU2m22ytWzjIjaA+cyZMxwOp7e3t7u7OzU1tbOzs7m52cPDw8XFhdnuMrnKVOLysWPHEARpa2v76aefzp07d+jQIQcHh5ycnIWFBTDFvXnzRiwWOzg4MA4zCb70YaZhs81gPn78uEwm6+zsbG1tHRgYQBCECswuRv5IlA06zSwWC0EQd3d3BwcH8NczxWKxp6enlUIzUwVtBEFOnjx57do1vV6vUqn2DM2MwMyIzRKJRCaTNTY2/vTTT83NzVRgNtdmpuA0wFxdXe3h4cFms4VCISPf2UqDIIjw8PDx8fFr166xWCwMw+xWZUMjGcRQDw+PmzdvDg0N+fj4oChqb0VscLWC67qjo+PRo0cODg5hYWFzc3MajYbFYjG+5ouROrazs3NwcPD09LSvr++f/vQnHx+f6elppVJ56tQpYzDvmIptA/Px48dPnjx59+7dZ8+eTUxMxMbGfvnll25ubuPj42lpaf/0T//k4uIyMjKSlZX19ddf7+maNeKyCZhtFpppwExezXZycuJwOBAEabXaly9fkiRmiqHZpM3G3jxStxl8jbOzc2FhYUNDg7u7u2GRtuU27+aZpKBNMTSDz3t7e1dUVNy6dQt8zZ6LtI3ZzFRupsKzVCoViUQ1NTUtLS0PHz5sbW1VKBSEqWazJUJbgjSAuamp6d27dz09Pc3NzdHR0cRW+9ZOxvY9xXG8oqJieXm5q6uro6PjwoULxF6lbIqH2hokE3stwEZRNDAwUK/X5+XlwTBskmTbxOUdRWww2Gx2fHz8zMxMVVXVvXv3KioqYBiGIMiuVDbAfOrUqaCgoNevX/v6+v75z38mCGJ2djYmJsbJycl6i7Fp1LEdHR1PnTolEAi8vLx6e3sTEhK++OILgiDGxsZUKtWXX37p6OjY0NBQXV195MgRZmEml/fAwGyuzSdOnHBwcIiNjaUNsw06zdt7OWw229XVValU9vX1nT171tXVlcFbp6xR0AZ1v7GxsbGxsaioKB6PB+ajPWcus3Iz4zbLZDIURa9evdrc3CwSicrKytra2sC/Mkz3VrKZHs8GmAcHBxsaGhYWFoaGhtRqtVQqZVhXWmNPbru6ut69e9fY2Dg0NDQ/P5+QkCAWi81VmZxkkzCbpbJEIkEQ5Pr1669evdodl6mrvCfMTBWxt8Ps5+f38uXLgYGBmZmZ5ORkFosFLnZr3CJl4bIvFxcXLpc7MjLS1dWVmpra2Ni4vLwcGBh48uRJk91l2jDTqGODcejQIQ6HMzAwkJCQ8Je//EWhUIyOjvr5+R06dOjYsWN37ty5f//+QYJ5320mL2h/8803BpiPHz9O8su2h04z+ILHjx8XFha6uLgAqrevnDTLZssXgpm0GfxneHh4S0vL9PS0RqPh8/mGicl6uZlGWVskEsXFxa2srMzPz/f398/NzS0vL9fW1kokEulvy90UIx09oakjDb4yKipKqVRyudyLFy8uLy8nJiZKJBIremvqJRkbMplMpVKNjIzU1dVxuVwwr4En5FM8npaTTKKysbMIwzCpVDo+Pl5eXs7n8+02K4NStlAo7OjoKC8v9/T0zMjIeP36tVarBTYztRKbqcXY4Mbl06dP+/n59fb2zszMTE5OjoyMCIXCU6dOWSkum1SZBOajR49yuVwDzDKZDMD8t7/97cSJEw0NDWVlZYcPH96NGm2VLYXZzkMzOczHjh2jAbP1Os3kNjs7O2dkZHR0dHh5eZ08edLDw8MOYd5uM4IgEAQ5OzurVKp3796lpaVxuVwGYWYwN2MYlpiYWFNTU1NTc/fu3aGhoenp6WvXru2G2QY2UxcaYCAQCCIiIubm5hISEmwPM5V9kclk3t7eAwMDpaWl4Bzo7Oysra0Vi8UUj6f1VCaBmc/np6enz8zMREREIAhiVZj3vJSow8zlcv39/efm5uLi4o4ePcrj8SYmJq5fv+7l5WW46i2HmaLKFGF2c3NzdnZ2dHTk8Xi9vb0FBQVOTk7bJ9X97S4bg/mLL77w8vKanJyMi4v753/+Z2dn59HR0bS0tK+++opBmE2yaynMNGy2WTX72LFjcXFxo6OjAGZn408aoRiarddpPnPmTEBAwMLCQlFRUWBgYEREBEEQXl5e4IIxy2bymjYjC8HAnJKTk3Pt2rXg4OCqqqrZ2dmQkJDtidlcno3ZzAjPMpkMwzBwBLy8vG7fvt3W1oZhGLGtlE2PZ0aQ3k21QqHw8fGpqKjIy8vT6XTNzc2vXr2yQSmb9ovHcbympmZqaurChQvXr19fWVnJzs4WiUT2SbJEIgHQPnv2rL29HUVRwxlom6xMrvLuKxSCIAzD9Hp9d3d3SEhIYWHh+vp6XFycp6cn4yuxLewuu297ztfp06c5HE5TU9Pw8DAEQdaLyzS6y7thHh4eTkxM/PLLL7/55pumpqaRkRGFQlFUVDQ1NcXn87/++mubxWVKMJu0eX9DM4nNx44di4mJGRgYMBdmSwraNGz28PCAIKixsXFjY2NpaWl1dfXz5885OTm7C9p7dozMgpkpm2EYLiws3NjYWF9fn52dvXjxIgzDe05V+xWdjaVnFEWrqqq2L/4iH7YXWqFQyOVyqVRaU1Ozubm5vr4+NTXFbFxm6nUahlQqValUzc3Nm5ubHz9+rK2tJb9N3HKPyUkmURmcUUKhMDg4eGJiIjc3F8RlawRly7MyGDAMcziclJSUubm5jY2NDx8+FBUVwTDM5XLtas3XdpXBzFlfX9/V1SUWi411l60Rl81S2QBzT09PXFzcoUOHjhw5IhAIBgYGPn/+vLS0FB4e/tVXX+1WzHpx2b5gZnx59smTJ93d3fl8vouLy6mtJ4JZGJot7zTvthncFmWYsBQKhbe3t1AoZG17Zuc+huY9bRYIBCKRKCAgQK1We3t7QxAk3FqVbWObzYrOYDZXqVSBgYGGMM2szUzxLJPJfHx8tFqtVqsNDAwU/3YhlYJaMZyRV2JygL0Gr1Cr1YaFhYHjbInKJmGmF5S316tlMplGo5FKpcZORZupTB6X+VtP4mSz2TKZTKVS+fj4gNmARly2TRHbzc3N1dXVw8NDIpGwWCwnO1uMvWM4OjqePHmSw+GcOXMG8HT48GFXV1eBQMBms43dwWzvMO97aCapZjs5OR0/fvyUHfydZvLQ7Onp6bZ1ex/4hoY6tjVsZmSRtkAgAPMFn8/fPhlRt9k2Ze3dPIN5eftnKFJhrtAWIi2TyQx7x5ChjI09dxYcW7FYvGdWZsRjC4Py9oHjuFAoNHYSGjtjbazy9msW2AwEBRc4I0VsBuOy+66/V+Hs7Ozi4mJM5TNMPOrLJMxUTHF0dATrrg0YHT161MHBATwIjEGVmYTZpM37CzO5zads8ienLAzNYGy/dWr3sMOC9p7z0Z4z1/7m5j2j845BkQ16PFsotP0MevtO/dhaSeU9YTbwbGFWZqqIbSwr7x77cuOyWXF5x7BlXKYH84n9/nNSVoHZxjabhJncZoowHyybyUMzI4u0LefZ2rnZcp5tIPTBctqSfWTQY2uQbEzlfcnKJuPyDpIZX/O153RkMi4zpTJT3WUadWxbqmwGzEeOHDlwMFOx2aqhmXZBmymYGbl7iobNtoT5d2+znfNs4a4dUJVtCbO5KpuEmUTl/YJ5x7Rpb91l+4T5yJEjVGE2aTMNmK0amslh/scpaJPXtMkL2rbMzcZmSSvxzLjQliO9fRwggLcPsw6X5R4zTrIxlW2flcnjMsWs/PsrYlsJZrNUtgRmitSaB7M1bLb/0GxVm8lhZio3k9tskmdr2MwgzyRTMyPp2VyeGUfazgeNg0PxsNMmmURlRkhmUGWKJNNQmXpWZuQ5XzYoYh/0uEzd2V9htkFoNmbznkeEqdBMu9N8UEIzjYVgTN1AtafNe85W+1vWZio6/8Hz7rFfJNNWmQRmy8vX+wgzeVY+uHH59P51l43BTG4cU3H5P2C2t06zbQra+xiaLczNjIfmPXmm0W/er9xsM57pCf37cJr2jlM/trYn2XpZeU+VafSVGY/L1LPyH3GZqbhMEWYDx/sPszGbbQAzic12DjOb6WaztQva5ubmfYnOtuH5wAltyZ4ySLI1VCY5/Q5EVjYZly0sYu8jzL+z7rJ1YbaSzbRhttxm8kKKnRS07cRmG+fm/YrOZvFsodB2SDUju2PWAdwXkklU3pes/A+oMvnc+w8Yl/+xYLZ2p9mYzWaFZtvcPWUNmM3KzcamPGM204PZ9jYzxTMYBxRjMMw9blZVmQbMJKcoU1nZTtZ80VOZCsw7pke77S4fDJhtYDNJicA+Q7OFBW03U3/cYn9Ds7Vr2vubm03yTFHo/UWafNiMW/JhDYxNesw4ydbLyhZWsH+XcZnB7vJumK2hMgnMjKtsa5jNDc0Ubd4Ns/3YbHmz2cLcbI3obLnNB5FnGkLb2GmbDXrHgfpxtnOSbakyDZLpZWUvy56JvV8q7zn501bZTuIyTZhN2kyyD8ZstgTmPW0mh5nxgjYVmC3PzdaA2d5yMz2byXk2OdFbLz3/znimvftMkUyuMvkZYq7KBzQr2+D+KJt1l3fP21YtYhuDmVw0RlQmg9k2NlsjNO+22axOs/2E5oNe0zbGM1O52ZLobA/p+cBRbeE+Uj+elnhMOygzlZWNXQs0VLYwLlupgm2fcZnZIrY14jI9lfeAmamCNg2YjdlMD2YGq9kUQ7Mlq8A87LKgba7NbDYbvH5w/XO53D1tBj8aRVEul8vj8ZiyGUGQ7XvE5/N3Uy2RSFAURRAEfCAQCEh4lkgkAoHAsMsikYgiz0KhEMOw7R9YQ2iCIMAuCAQCsVhsS4zFYrFAICB5dyISiQxni1AoJH/HYzjsKIry+XzwMYIgKIpaQ2WRSATDMMDM2OnHbAXbADMMw56enhwOB3zmABWxqcDM+JovGnVsS2Amgen3AzODoZnisd4vm7fzbOyNJBWeGQzN1ms2cyEeiw2xOTwOh8fh8jhcmMOF+XyEz+djGFZcXNza2tre3t7e3t7V1fX999/DMLw9Q4OPy8vLCwoKEAS5detWZmYmmIJN2oxjmBDDIAyHMBzCMB6O83AcwsUIjuMYhqLot99+++zZs/b29o6Ojq6urocPH3p7e2MYtn3uRlE0Kyvrhx9+IAgiPT29pKREJpPhOL7bZgzDlEpldXX18+fPu7q6Ghsbw8PDURQlz9ASiUQul9fX1+fl5REEUVFRkZ6ejv/2bz9THDKpVEzI+BI5sm3jS+QoIZfLZBKJBLy83t7ezs7O5ORkc22m8ZLAwHE8Jiamrq4uICBALBZv/1/gOOA4/u2337a1tT1//vzFixfffvutSCTabfOONCwSiTIyMhoaGhQKhVQqLSsrS0tLE4lE9DwWwDjCwxEezocwwyYSYSJMJBAIUlNTOzs7u7u7CwoKMAwTCoU2yMrgTUB5eXl8fDyLxbK9ylZd8LUd5h3To81UthLMtFWmDvNuhfcHZmM2M1vNNgkz7YK2MZhttgqMXkHbQpt5MKz0FmtD5GHBsrBgeXiwPCxYHhGqkMswCOJJJJLR0dHZ2dmnT5/++OOPra2t169fB7MJ+ClgwoJhOD8//9q1awKBoKenp66uDobhHTPjnjwLMcwfE10Soyli9OLWlipGI8UiIYYJBIIffvhhdXW1paWlqamptbW1rq5OJpPx+Xzwc4HQCIJcvHixpqYGw7CqqqrBwUG5XI5h2G6YURTVaDRTU1Pj4+NPnjwZHx9fWFhITEwENoPp25ChDe8ehEIhjuPl5eXZ2dlyuXxkZKSyslIkEkmlUmAPIIqKf2JCGuxNfKfBc7dteUF4skqMSwhCInn8+PHMzExzc3NbW1t2djYAiSAIgK7hY/DyRCLR9vcHOI5vfzEkX4NhmCEZgy+DYfjy5cvz8/MhISGgHrCDWwzDHj58uLS01NTU1NHRsbq6WllZCd79gPdGKIqClwf+Exw3GIaTk5Nra2tlMplCoXj58mVlZSX4xYHfIIqiVGDGMFwswcMSsLMp2NkLW9tFLCJZJCEwHg++fPnywsJCe3v7s2fPqqqqpFIpDMOgIgKCPninCOI7uC4Mby75fD44mcFJKxQKeTweOMMNBSQYhsE1CMo2v76j5XI9PDxQFJ2YmMjPz3dzc2NEZcuL2FTisiVFbOowk6u8X91lO4LZDkMzbZsZ7DST2EyloM24zXtehyZtJoeZ3GY2h5eWHPhD9bn6Ch3Y7lXqHlbFaEMVXl5ciUQyNDR048aNI0eOHD9+3MXFhcPh+Pj4BAUFaTSagIAAMP35+voqlUowCba1td25cwfMceQtZ5FIBGF4Ki54L+a8FXMWtrYPYnaVGIEwXCAQPHr0qKWlxd3d3cnJydXVFYIguVweujUkEolQKFQqlWq1Wi6XCwSCioqKzs5OcphHRkZSU1NdXV1lMtng4ODTp0+BExqNJiIiIjAwENim0WiUSqWfn59Wq9Vqtf7+/hKJxMfHp7e3t6SkBPCmVCojIiK0Wq1KpSIpAhsGXyzLUWP/N5X975fZ/+fSr9v/S2O9iEYgkcRPpdLr9fn5+a6urqBcIZPJgoODlUqlRCJRKBQhISE+Pj6gmB8WFhYREaFWq0HARVE0ICAgIiIiLCwMFAxwHA8NDY2IiPDz8wNvI1AU9ff3P3v2bEhIiHirNy8Wi0NCQoKDg3Nycl69ehUUFCTaVd43wPzkyRMIgjgcTnFx8czMTGhoKAzD3t7eWq02NDQUvE3x9fUNDAyUy+UhISFarVaj0SgUCpFIpFAoenp6SkpKQD8iJCQkLCwMvH6ThWsRihNyrHRAeH9RUPfm1+3eW8HtcYHcVwRx4Orq6sHBQXC5gW6Lr6+vn58fyMRKpdLHx0cgEHC5XB8fn+DgYLVaDZIxBEEikUij0QQFBQHOORyOXC4PCgpSqVQ8Hg80UxAEUavVarUaRVFQtWaxWFKp1N/fX6PRDA0NXb161d3d3ZjKDLaWGSlim6uybYrY9t9dtkRle4TZmM30YDbXZnow0wjNdlvQJrGZzeFdSvKrL4usLo6oLoqoLoqoKY6oLTkbGiTz8uLgON7X19fX11dYWFhRUaHT6Tw9PVNSUlZWVtbX1z98+HDz5k0ej9fQ0PDLL78UFRVBEGQWzFwRfgnlv0FcpxG3qa1tAXEtRbkA5vr6+qmpqcrKysrKyqysLD6fHxISotfrNzc3NzY2fvzxRwzD8vLyPn/+3N7eLhQKy8rKXrx4IZPJAK7GYM7IyAAH9vHjx62trSiKpqamLi4ubm5uvnnzJj09XSgUtrS09Pf3Dw8Pr6yszM/Pr6+v5+Xl4TgOYObz+UFBQQMDA5ubmx8/fszNzRUIBFRgzg5E//eFM//zwpl/S/51+/eLLs1nIRiXymSy7u7uwcFBf39/gUAgEomUSuXIyEhOTg6Px9NqtXq9PjY2ViwW19bWrq2tbWxszM7OxsbGIghy6dKlmZmZ9fX19fX1iooK0INYW1vb3NwcGxuLiYlBECQmJgYcupWVlaKiIpCeS0tLV1dX19bW3r59OzExodFojMH84MGDp0+fCoVCLy+v8+fPz8zMhIWF+fn59fX1ffr0aW1tra6uDrQVXr9+3dbWtrq6Oj8/v7a29uLFC5Dae3p6iouLEQSprKxcW1v79OlTS0sLaBiTqIzjOCrECBlW2AXdnWFX6Tlgq5nmFPdBUm+Uw+Zdu3ZtaWnpwoULXC4XhmEIgqqrq589ewaavi0tLdXV1V5eXhcuXJibmwNHqbCwELzLbG1t3djY+PTpU19fH0EQYWFhU1NTnz59ev/+fV5eHpfLRVH00aNHm5ubm5ubLS0tCoXCzc3t7Nmz4GC+e/ducXExKytrB8zWXoZt/3H5tF0+UcTuYGbKZpK9slloNrfTTL2gvZ1na4Rme7OZw+FdiPetLgqruBlSeTOk4mZI5a2QOwWhIWrCi8XFcbynp2dpaenVq1dzc3M5OTlsNhtFUbVa7e3t/d133y0sLISHh/v6+vb399+5c2dPmEl45mL4RQE0xTnxiuP0ius0wXGa4DjNsE8U8b0gDEcQpLa2dnV1Va/Xz87OPnjwAHwfjUYTGBgYFxf35s2b3NxciUTy8OHD3t7eHTBvXx22A+by8vLQ0ND8/Py1tbW8vLzQ0NDJycnc3FwfH5+ysrLJyUmVStXU1LS6unrjxg2tVhsdHT06Ogow6+3tLS4u5nK5+fn5b9++jYqKCg8P9/PzAw1XcpgRifyKP/JvCY7/Nf7E37e2/5V4vDHcC5HIMQyLjIwcHBxcXFysrKwEAX1iYiI3NxfAPD09rdPpbt68ubKy8u233549e7asrEyn0wUHB799+7ahoSE8PDwnJyc3NzcrK2tycjI5Odnf37+5ubmjo8Pf339gYKCqqsrPzy8rK2t+fj4yMvLy5csrKys3b94MCwurq6ubmpoiScz37t3r6urS6XTx8fGvXr3q6elRKBQtLS2NjY0BAQHx8fFzc3OXLl1KS0v79OnTkydPoqKigoKCamtrBwcHQazv6ekpKChQKpWLi4v5+flqtVqj0ZCTDLoJqBAjZKLvOzwrJ13Lx9zAVvnK9VaXh9Qb5cNCHMdra2uXlpZevHihVqtZLNbdu3fb29sBzG1tbbdv3w4ICHj79u39+/cDAwOzsrKuXr0Kw3BjY+PU1JROp4uOji4oKNBqtf39/SUlJVKpNDMzc25uTqPRFBUV9fX1BQYG+vv7v3z5sqSkBMOwiYmJZ8+eqdXqlJSUN2/eZGdnb4d5v1S2xkrs7TDTXolNo7tMkQZzYSb3y3oqMwCzHdpsYWi2ZW6mbfO+1LTZHOh8rKLypqYkT12Spy7NU5feUJfna4ICxV4srlgsHhwcLC0tZbFYEASBXh2bzY6Kiqqqqnr48OHc3FxSUpK7u3tTU1NVVRWA+fbt27th3pNnLoYn89mvPBxGPQ6PeBwe9Tg86nFY7/51AeQK4WIEQR4+fPj8+XMcx/l8PmiXIggSEBBQUVFRW1s7PT1dXl7u4eFx69YtEpgNA0XRwMDAkZGRzc3NtbW1lZWV0tJSDMNyc3Pn5+fr6uoqKiqePn26srKSlpbW1NTU3NyMoiiPxxOLxV1dXQaYS0pKYBgODw8fGBgAHII14eSLyKRSKSJRZKrgv5/7+ucYh88xDj/HOPwc4/DfY79qCHETSBRSqRTUnL///vv5+fn79+97e3uPjo5evXoVwDw5OXn+/PmOjo66ujoejwe6+EKh8MaNG5OTk35+fmC9tFAovHfv3tTUVHV19e3bt7u6umZnZ2/cuDE1NfX48ePKysp79+4tLy+XlJQ8ffr0yZMnoKWanJw8OTlpDGaRSFRTU7O5ufnhw4eNjY3Ozk5Q2tXr9a2trZWVldXV1QsLCw8ePMjOzgZVbnDG3rhxY2BgwABzUVERgiAPHjzo7e1NS0uDYRg0p42RvAUzLpGJ8lpdysacSoZPlgyfLHl5qmzUKf/5aam3UCjAQFH63LlzPT09k5OTcrm8srKytbUVwPzs2bOKiors7OyxsTGJROLp6QkU9Pf3n5ycTE9PP3PmDJvN9vDwiIuLm5+ff/DgQWlpaV1d3fv370tLS1tbW/v7+0tLS8vKysbHx7u7u69cuaLX6wmCOH36NJ/PHxgYyM3NNcC87xVse8vK1ovLDBaxmVJ5P2Emt5mkhmDL0GyWzcZCM0WY3Uw9p3OHzVaCmYbNbA4vQSctyfMvyFWBrfA7VdE1f40/boC5rKyMw+EAlXk8Xm5u7szMzMDAwNDQ0Pz8fHx8PJvNBotuIAhqb28HX2/sRuff9pjF53meo85/HTr9xeDpLwZPfzF0+otx57/cZDkbYO7s7AT3OIFOcGxs7MTExNjYWF9f3+LiYlFREZvNLi4uBjCXl5d3dHQY1mRBEARu7AEwC4VCtVo9MjJSWFioVquDgoLArVMFBQXv37/v7e3t6+vr7u5+9uxZfHx8S0vL48ePAQygPwpg7uvrKygoAAuXfH196+vrX79+XVBQgOM4uc0EQfDF8nQl9+eov2xG/nUj8q+bkX/djPzr36P+9IPGWUAoQBtYKBR6enpevXpVr9frdLrh4eErV66w2eygoKDx8fG0tLTBwUHQNQB7JBAI7ty5Mzw8TGzdaoUgyOPHj9+9e9fd3d3f3w9Ws3///fdv3rwZHBzs6+vr7e1tb2/Pyclpb2+vrq7mcrlgAZ0BZrD2eMf66vv373d0dISGhoaEhEilUi6Xe/bs2ZmZmbGxsZ6eHrCS/LvvvsvJydHr9cHBwUKhEKzSN8Dc29tbUFAAQRCCIFeuXBkdHW1paVEqlbtt3nE3FID5u6YTRcNHCvqPFvQfLRw4VjR09Hqro1QhRIU4ODPd3d1lMtnr16+vXLlSUVHR3NzM4XBYLNaPP/54+/btkpKSvr4+0DOGIMjDwyMyMnJmZiY2NtbNzY3H47m6uiYnJy8tLfX19fX09HR1dTU3N+fk5HR1db1+/frFixc9PT3Pnz8vKSnJz88fHh7m8/nu7u5CoXA7zPRUZhZmkinIrJXYJK1la6/5sj3MJsmzIszUbbYEZnNDM0WYd9tsvdBMYyEYI81mL5vXtNkcXlIMUZ7vV/SdEmzF15QleX6aAAz0mAcHB8vLy7lcLggfQqFwaGjoxx9/5HA4oN2blJTEYrEAzFwu9/nz552dnWKxGNBlbPwKJy5O5rpPnvjXMaf/PLq1vT7xLwWeJ7bDTBAESIcwDNfU1ExNTSkUCoIguru7Kysrvby8AMwCgaC0tHR2djYsLAyG4cjIyCdPnpw/f14oFO6AOTMzk8PhgCXBQqEcu6AxAAAMDElEQVQwLS1tYWEhKSkJQZCIiIjw8HCBQNDZ2dnQ0AAasXK5HPRHMQwbHBxsaWkBS6MVCgWGYffv35+YmPD19cVxnBxmWCzPVLL+W+S//Jez//rL1vY/Iv/TE40jXyyTSqU5OTmRkZFSqbS2tnZ8fDw8PHxsbOz+/fsEQRQVFS0tLUVHRz98+HBmZubs2bMymSwrK0ur1SYmJoJ+v0QiiYmJuXz5cnl5+eTkZEhICIqisbGxfn5+YWFhb968uX79Oqjnx8TE8Pn8e/fuzc/Pnzt3TiwWX79+fWpqCqzGqq6uLiwslEqloBEAYH7w4EFjYyPgFnipVCrHx8fv3r0rEol8fHzi4+MhCMrJyZmamgoJCdkBM0EQAwMDLS0tAHuhUJiQkLC8vHzp0iUYho2RvA1m9Hrr0ZLxQ0XDX4GtZOzQjedHpAoBD0JiY2NTUlIwDIuPj19YWEhOTi4rK9Pr9SqVSqvVvnnzprS0NDY29sOHD2A1QFRU1KVLl8Ri8cuXL8FqQblcnpaWBnrn4J2Qn59feHg4m80Gi+RFIhGfz4+OjoYgKDo6emVlJT8/n8/nBwYGvnr1Ciz+soe+MpX7o4zBTHHBl52s+TIGszXiMnWYSfAlg5mizbaE2WahmfxkOm3bFdq0c7NJmM2ymQvxAv1FCToiLkoSFyWJiyLio4h4HSGXCdlsLo7j4+Pjd+7cATCDW0Ru3LixsrKyvLw8Njb29u3b27dvQxD0/Pnz+vp6d3f3jIyMn3/+uaGhAUQ3cpv5GB7C5xZ4ON7yPHFzayvycIzneSIYjiDIkydPwJIc8FgPPp8PWsurq6tTU1NTU1Pd3d0YhpWWlr58+RJFUa1WOz8/Pzk5qVAowsPDFxcX6+vrDY8lEQqFGo1Gr9dfvXqVz+cDdYCmlZWVq6ury8vLHz9+vHbtGp/P7+3tbWpqMsA8PDxcUVHB4XDy8vJ++eWXO3fugHS1urr6/v37oqIiUPIlh1kkkUUpkAdqp3vqk4btkfrEFSVLiBNSqbStrW1zc3N1dXVhYSEzM1MgEJSUlGxsbKysrMzOzq6urup0uoCAgL6+vs3NzeXl5Q8fPly8eFEgEJSXl3/8+PH9+/c//fTTo0ePfHx8Ghsb19bWlpeXFxcXExMTEQTJzc199+7dysrKxsZGfX29UCj09/fv6en56aeflpaW5ufnZ2dnAwMDMQxra2ubnp5WKpVgcTuAuaGhob29HRwxA67JycnT09MfPnxYX19vb28HP+Xt27ehoaEA5uLi4rGxMYIgEAS5fv3658+fGxoaent7V1dXP3z40N7eHhAQYEjMe6qMYZhIhIslophst6RbpxO/dwFb0q3T5666iQkhl8vLzs4GR2ltbe3evXuA3tnZ2c3NTbAmDpzDpaWl6+vr4Cjdv3+fxWLpdLrp6emPHz9+/PgR7HJGRsbi4iI4Srdv3/bw8AgICOjv7//48eOHDx/GxsYUCgWLxbp169anT59WVlbm5ubW1tZycnJcXV0tzMomYaatsocNV2KbCzPt7rIt69gUYSaXlwGY7dPmPSseti9o77vNzOZmLsRjc37dOJxfHzDCg/kwDAsEgujoaLVaDcPw9kcrxMfHp6WlhYeHa7VanU4nFAojIiJCQ0NBqo6JiYmKijI8e8RYTRtFURGKCkQYhIt3bAiGi0QiFEUjIiJiYmLwrbtvgc2RkZGZmZnx8fFhYWHnz58HN7fExsaCDnRYWNiFCxekUikEQdXV1dnZ2eApWmKxGMMwuVyekJCgVqu3P6UEFMmTkpIyMzNTUlJADj537lxUVBT4AoIg4uLiwsLCQJ87KSkpKioqODg4IyMjIyMjKSkJAEauMkEQUoLACSlfLOeL5cjWxhfLUYlMShBisTgoKCg9PT0rKys6OhpwJZVKz58/n5mZGRkZmZiYCBZs+/j4pKenZ2ZmJiUlEQQB2ucJCQlZWVkZGRkBAQHgGV6XL1/OysoCXyORSBAE0el0WVlZ6enp/v7+4FZjX1/f9PT09PT0uLi4hIQEhULB4/EuXLjw8OHD7QaLxeLIyEidTif57RO7YBgOCQnJzMxMT08PDg5GEESj0SQlJSkUCgBtcHBwXFycobmQkJAQFxd34cKFtLS0tLQ0cBcTCcnYtudrIjDOh3Bka+NDOMLDUVQEnvWWmJiYlpaWlJQEoi0Mw8HBwWlpadHR0eAOMRiGuVxubGxsampqSkqKXC6HYZjFYqlUqtTU1NTU1PDwcAiCvLy8tFptampqcnKyTCYDnyEIIiUl5dKlSyEhIeDiYrPZOp3u0qVLOp1Op9P5+vpyOBzGszKVuGxjlX9/RWzbxGXGYLbQZmMHyJjNFN8lmYSZwYK2havA7LCgTVLT/o/x2+eCeXl5GRrMBpvBdGB4AQKBALwMgDGbzeb+9smdJDbvbDv/doBXtGOmhmGYs/WoBx6Ph209ywKkLtBuFAgEKSkpxcXFYNLffrMsn89Hdz3XAnweHBOQocG7CkOfFVTmgYLgOxheHoIg29d+m+SZZIB3HmANF0EQoJgMjjnoH4NmLXi14EErhp9oeNQo4NzwD3d8jeGQElvLrQ17AZ7IodFoqqurwTPRtt9sBn65O44b+Dw4ncDhQlEUfH9wVMFPNARi8FuDYRicjeDhLSQqY2QPvv6P53mBM5DFYoGzEbTqgangFIUgCHySzWaDSwzeepwIBEHgYmSz2eAgsFgscPFCEAQ+w+VywRUN/iHoJXt4eLi5uXl6erq7u7PZbPBJY9edhVnZ2kVsN8prviyB2WQR28K4TIKODVS2FOYDHZqp2GxJaGbWZmNvYD2YeCIY2wprwYzo/OtAfjuMPblwz8ccmuTZuM4iEelDtsHYvXooODhYLpeDqR+M3eu0ycfuO6EtHJaYTX1Y8grFYrFKpdJoNOBdiOGTZo2973wiXd5F3eMtlY0OktPP5LM2LfnrFNZb7cXUgi/LVSafOc2Ny7S7ywcxLlOC2TY22yw023NBm0pNmxGbGVkLZtLmHTwbm+lIeCaLzozyDNaLGYPBXGys4bR9DhzHQVZmHGNGSKanMsmJapJk+1eZwaxs/0VsYzDvb1ymYu7vHOY9bbar0EwxNzNS0zaZm+nXtC2zmV5uZjw6kw8aPP+OhaZ3NMw64NYLypZnZcZVNlnBtqrKFLPyfsVl2ir/AfPBtpnBZjNJbj4QNlPJzQeLZypCm4U0PZMOutOW7DWDGJv02Nokm1u+ZiQrW7WvbLnK1LPyHyozCTN1my2BmcTmPY+vJQVtc2G2dkHbzcynjhiz2XoFbYo2G4OZb/yvOB9Emy3k+QAJbeFumnVI7VNlwV5/w5EizDsuGXpZ2drLsCnCbI0i9m6YTbaWLSxik8BMbpMt4zLzMFto8z6GZgYL2rZpNlPJzbRttqSsTcVme+bZXKEtR3rHOHD67hjmHj2Kv5T9JdlClc0i2VyVmcrK1lb5j7jMPMwM2nxQQrNZNlOHmaLNVGC2am6mYjNJ+c56Ntstz4wLvX3Yp8HbB43Dte8kW64ylQq2VVW2QRF79wz2R1ymp7JVYKZusyWh2ZY2m8zNZhW0T9vTQrB9z80UbbZSdKbCs1WFtrbT9jBoHxamPDZJMiNB2ZZLvZjKygyq7GadBV8mVd5zurZDla0Rlw8YzMZspvjb2tPmf4SCth3abCfRmbrNf/C8fVibZEZUtmpQtgeV/9GK2BbCTMKKbWA2i1qrwGw9m+28oP2HzbSjM8lEaSHPjAttCdIHTmvL99SsA2u5x5aQTFFlklP9D5UZUdmWRWxymPclLpsNM3WbTe7PAbLZkoI2PZvdmHsoGFM8G5tlDhDPFIU2F2lGnDaMgwuwYZh79Cj+Uqj8fu2cZGMqc347aJNMQ2WSKchKKv9uWstmwWyus2bDzKDN+wLzbpttGZqZbTYzmJvZdO9vhiy+xZnPUNf5d2Pz7mG3Bu8eB1Flih1lEph3XAK0szLJ5clUVqYHM0lr2QZxmfrcbmOYraSydWG20GaSygPjoZnxZvNpygvBbFPT9qKwFoxKbrZeWZtBnpkVmgbSNqDaTga9I0P9yFvusbVJppiVLSlfs62z2ssGC75oqMx4a5lEZXKYmVKZHsz/H5wqNL0Dt42rAAAAAElFTkSuQmCC" /><br />
<br />
These powers are, simply, very difficult to manifest, and even harder to pull off without Perils. Notice that at no stage is the chance of success without incurring Perils higher than 50%! A whopping 9 dice are needed to achieve the best chance of this success, but with a further 43% chance of incurring Perils, you will want to weigh this cost very carefully.<br />
<br />
At this point it seems worthwhile to contrast the chances of success with the previous system, which was a simple Ld test to manifest a power, and the warp charge cost was purely a resource cost rather than an impediment to manifestation.<br />
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<img alt="" 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" /><br />
<br />
Yup, as a Dark Eldar player I am quite happy with the new system, thank you very much. Even the bottom rung of Ld 8 psykers could safely manifest powers at rates much greater than current psykers could hope to achieve for warp charge 2 or 3 powers; ld 9 was enough to safely manifest warp charge 1 as well as can be done for now at a much lower cost in resources. The pendulum has definitely swung away from ease of casting, although to balance that some of the powers are definitely stronger.<br />
<br />
If the chance of successful manifestation seems the most important limiting factor to consider, the resource cost is the next. You will note that successfully manifesting any power with a good chance of success requires more dice than the psyker is individually contributing to the warp charge pool. Therefore, if you desire to cast many powers, you must optimise your use of resources.<br />
<br />
Without yet considering the additional costs of Perils, or the prioritisation of powers within a turn, I'll look briefly at optimising the number of powers that can be successfully (for now, that also means without incurring Perils) manifested given their warp charge cost and dice pool availability. To do this, I imagine a hypothetical warp charge pool of 60 dice, and measure how many powers can be successfully manifested by allocating each power a constant pool of between 1 and 10 dice.<br />
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<img alt="" 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" /><br />
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The answers are informative. Despite the fact that manifesting a 1 warp charge power with 1 die is only 50% likely, much lower than the 80.6% optimal rate, manifesting these powers with 1 die each is the best way to manifest the largest number of powers. <br />
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When manifesting 2 warp charge powers, using 3 or 4 dice are both efficient outcomes. 3 dice is slightly more efficient. Although using 4 dice is 13 percentiles more likely to manifest successfully than using 3, consistently using 3 dice to trial all of your warp charge 2 powers will give you the most psychic bang for your buck.<br />
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At a cost of 3 warp charge, the difficulty in manifesting the powers heavily influences the number of dice required even to cast efficiently. The best outcome is at 6 dice, which is only 3 percentiles below he highest possible chance of a successful and safe cast.<br />
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To better understand the optimal use of the psychic phase in 40k, I will explore the cost and benefit functions of manifesting powers more closely, and include both Perils and the Deny the Witch mechanism. For now, accept that you can cast a lot of powers at high risk of failure, or few powers at a higher but still only moderate chance of success.<br />
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And if you play a non-psychic army, don't stress.<br />
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Creeping Darknesshttp://www.blogger.com/profile/11016745853034606300noreply@blogger.com2tag:blogger.com,1999:blog-3935998883045881735.post-70120905610967794562014-11-06T14:19:00.002+11:002014-11-06T14:26:48.532+11:00Lelith is an awesome model<div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-k0xhiDpovHw/VFrlTxnXx3I/AAAAAAAAAbk/8ghxjykivv4/s1600/P5170021.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://1.bp.blogspot.com/-k0xhiDpovHw/VFrlTxnXx3I/AAAAAAAAAbk/8ghxjykivv4/s1600/P5170021.JPG" height="480" width="640" /></a></div>
<br />
Lelith.<br />
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A damn cool model that I was determined to paint appropriately.<br />
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<a name='more'></a><br /><br />
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<a href="http://4.bp.blogspot.com/-NA3p6J903-c/VFrmAAQ6VUI/AAAAAAAAAb8/QagfZn6W_yg/s1600/P5170026.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-NA3p6J903-c/VFrmAAQ6VUI/AAAAAAAAAb8/QagfZn6W_yg/s1600/P5170026.JPG" height="480" width="640" /></a></div>
<br />
Yup, finecast skipped some of the spikes on her legs. I had a crack at making some new ones, but that... didn't turn out too well, so I aborted that process.<br />
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I never liked her with red hair. I always pictured her with dark hair - I think with the amount of exposed skin, the dark hair balances with the dark clothes without a problem.<br />
<br />
I've used her in a game once since painting her; she never killed a model in assault, nor was she ever shot at. She just ran around slightly behind the main force, providing the benefit of her warlord trait (12" reroll 1s to hit in shooting; so yes, before the new codex) to all of her underlings. It was all very managerial :PCreeping Darknesshttp://www.blogger.com/profile/11016745853034606300noreply@blogger.com0tag:blogger.com,1999:blog-3935998883045881735.post-48700491122214778242013-11-09T12:11:00.001+11:002013-11-09T12:11:19.446+11:00Balance in 40k<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="http://1.bp.blogspot.com/-iXP-KpAnVpg/Un2CpW-1sdI/AAAAAAAAAWQ/DtTESHVRvCI/s1600/Cropped+Hellions.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="http://1.bp.blogspot.com/-iXP-KpAnVpg/Un2CpW-1sdI/AAAAAAAAAWQ/DtTESHVRvCI/s1600/Cropped+Hellions.JPG" height="227" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><i>Hellions look pretty badass, but without the Baron...</i>?</td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
</tbody></table>
40k isn't perfectly balanced. That much is common knowledge; hence the amount of verbiage on forums across the internet about 'which unit is better, hive guard or pyrovores', 'how do I make my list into a super killy obscenity that Stalin would think was overpowered?', etcetera. We've all been there.<br />
<br />
But does it have to be that way?<br />
<br />
<a name='more'></a>The common belief among many people is that 40k is deliberately unbalanced, so that Games Workshop can sell more of whatever cool new model that they have just released. This is probably being exacerbated by the current practice of releasing a random 'huge' unit for every codex, and making them generally pretty competitive. <br />
<br />
To be completely honest, if this is their strategy, then I have no problem with it. They need to make money, like any other company, and it hasn't made the game unplayable by any stretch of the imagination. So if this is the plan, cool. Just don't try to pretend it isn't.<br />
<br />
But is it really? I don't know that the Nephilim would be exactly flying out the door. Centurions aren't exactly an automatic take, either. So either it is their strategy and they're not all that great at it, its a smokescreen, or option three, GW aren't really sure how to balance the game after all.<br />
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There are those who will say, "of course you can't balance it, it's just so big and complex", but I disagree. With the wealth of tools available for generating and processing data, I think its definitely possible to balance every unit in the game against every other.<br />
<br />
Now, I'm not advocating for units to get blander. Obviously there would be perfect balance if the only unit available was bolter armed tactical marines, but it would also be pretty fucking boring. Rather, I believe that the wealth of variety that exists can be balanced by careful analysis.<br />
<br />
We have the tools. Look at business intelligence solutions, like Cognos or SAS. Do we have the guts to do the work?<br />
<br />
There are a few dimensions to consider. First, obviously, is 'killiness'. This is probably the easiest to compute individually, but also requires a computation across every unit type in the game, so not a simple job. But for the majority, whose special rules don't impact their raw killing power, it is straightforward enough to be automated. So, we can assess against some arbitrary scale the relative killiness of different units for their points, and also their propensity to be killed, or resilience.<br />
<br />
Clearly, there will be units that are more effective against some targets and almost useless against others. Incubi will be super killy against Space Marines, and useless against Dreadnoughts. That's cool, its part of the variety we like. But there's no reason that we can't boil the killiness statistic down to three broad categories: vehicles, monstrous creatures, and everyone else.<br />
<br />
So after that, we have stats on how killy and how tough a model is. We can impose a basic points cost on it, relative to every other model in the game. Well, after we assess the relative worth of each contribution. I'd suggest plotting the relationship of the median unit against each of the three categories, and units that perform significantly better than expectation against one class can have their points adjusted up, and worse, down. Again, careful calculation of a model could produce some very accurate results.<br />
<br />
Next are the other dimensions: mobility, scoring ability, buffs, range, and other unusual factors. These would probably require a bit more work, as there value is more about the structure of the game and the way it is played, than a raw probabilistic output, but there is no reason why they couldn't be calculated. I've done some <a href="http://thecreepingdarkness.blogspot.com/2011/11/scatter-in-40k.html" target="_blank">mucking </a><a href="http://thecreepingdarkness.blogspot.com/2011/10/concept-of-threat-radius-or-threat.html" target="_blank">around</a> <a href="http://thecreepingdarkness.blogspot.com/2011/11/threat-radius-ii.html" target="_blank">with </a>that previously, for example.<br />
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Probably, there would need to be some monitoring of games to assess the calculated values of mobility and scoring. Imagine if Vassal, or a tool like it gave the ability to track the movement of every unit, relative to the position on the board, and assess its utility to winning the game. That would give enormous power to test models and observations. Failing that, run a couple of GTs with video cameras installed above each table. Get about a thousand games, analyse each, and test and validate the dimensional models. Not cheap, I grant, but not difficult either. Amoritise the cost with some entry fees and you're good to go.<br />
<br />
So after we have the value of mobility range, etc, we apply it has a multiplier for every unit. We now have a points system that ranks every model in the game according to its relative utility. Admittedly, this might turn out things like 13.28 points per space marine, but this can be addressed with a bulk price, eg 10 space marines = 133 points, or 5 space marines = 61 points, +14 points per extra. The rounding errors will even out in the wash.<br />
<br />
It'd have to work better than the Studio Eyeball method that currently seems to be in vogue.Creeping Darknesshttp://www.blogger.com/profile/11016745853034606300noreply@blogger.com2tag:blogger.com,1999:blog-3935998883045881735.post-82760106296202058302013-08-22T14:59:00.003+10:002013-08-22T14:59:58.680+10:00Why can't blast weapons snap fire?<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-Xfm7eeg_8hc/UhWXh2PWzHI/AAAAAAAAAUo/QNWKlxdumhw/s1600/frontlines-fuel-of-war.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-Xfm7eeg_8hc/UhWXh2PWzHI/AAAAAAAAAUo/QNWKlxdumhw/s1600/frontlines-fuel-of-war.jpg" height="180" width="320" /></a></div>
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<i>"BBDA Cleeeeeeeear...."</i></div>
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So this is bugging me for some reason.<br />
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A horde of Orks is charging. The choppas are swinging with murderous intent. They're only a few metres away, time for a split-second reaction only. The tactical marines fire their bolters and plasma-gun from the hip. They hope the indiscriminate hail of shells will kill an Ork or two.<br />
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And what does the dude with a missile launcher do? Whistles Dixie to himself while he carefully loads a krak round into his launcher, and tries for a headshot with an antitank weapon. What the hell, missile launcher dude?<br />
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<a name='more'></a><br /><br />
Now, I get that firing a blast weapon at BS1 compared to BS4 is not a huge penalty, relative to firing a bolter at BS1 instead of BS4. But there are already different ways of snap firing - look at the way flamers do a flat d3 hits on overwatch. Even if they are hiding at the back of the unit, the charging unit is 11.5" away from the front, and rolls snake eyes on its assault distance, that badass flamer can somehow cook 3 of the little blighters. But the missile launcher? Krak or bust, buddy.<br />
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So why not use a similar mechanic, or make a hybrid? Snap shot a blast weapon, and roll a 6 to hit. If you hit, do d3 hits, or d6 for a large blast. Maybe if you roll a 1, you hit yourself (for kicks), although probably just once to keep the net payoff positive.<br />
<br />
Surely it would make more sense (and be more fun) than having some of the most effective antipersonnel weapons around completely useless in the face of the onrushing foe? Or useless if they move? Even if its an overwatch only kind of deal. I could live with my shredder guy accidentally killing his mate when the Orks charge in, but surely he should have some chance of doing something with his area effect of infantry death!<br />
<br />Creeping Darknesshttp://www.blogger.com/profile/11016745853034606300noreply@blogger.com0tag:blogger.com,1999:blog-3935998883045881735.post-15829597279976633912013-07-06T21:57:00.002+10:002013-07-07T12:31:46.134+10:00Arcanacon, Game 3: vs NecronsSo, a mere seven months after I played the game, here's a battle report featuring my Dark Eldar's first outing against the new Necrons :)<br />
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First, a caveat; my memory is slipping a little, so a few details are probably off, despite my notes. But the ebb and flow of the game I think is still accurate, and moreover I think I ultimately learned a lot from it. without further ado, the game!<br />
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<a href="http://4.bp.blogspot.com/-iLgOVN0RcZk/Udft2WZQeFI/AAAAAAAAARo/xsMhB80rF_g/s1600/Arc_Game_3-Acc_Deployment.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="265" src="http://4.bp.blogspot.com/-iLgOVN0RcZk/Udft2WZQeFI/AAAAAAAAARo/xsMhB80rF_g/s400/Arc_Game_3-Acc_Deployment.jpg" width="400" /></a></div>
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<a name='more'></a>I had no chance of recreating the funky terrain that we played on this game, so I've adapted a photo I took. Green dots are objectives. The mission was essentially Crusade, the deployment was diagonals.<br />
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My opponent was a gentleman named Wayne, and I apologise if I've got your army or units wrong Wayne, but it was basically:<br />
- Overlord with phase shifter, sempiternal weave, mindshackle scarabs, warscythe<br />
- 10 Immortals with Gauss blasters<br />
- 10 Warriors, a Lord with warscythe and mindshackle scarabs<br />
- 15-odd Warriors, and Cryptek with Lightning Field<br />
- Monolith<br />
- 2 Night Scythes<br />
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I won the roll for first turn/deployment and elected to go second, hoping that the Necrons would give me a chance to hide outside of their range.<br />
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I was a little surprised to see all of the metal bodies deploy on table. I had assumed that a unit or two would come on in their Night Scythes to grab objectives, but not so - he was evidently planning to use them to strafe my dudes only.<br />
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Still, with the monolith on the extreme West, I<i></i> sniffed an opportunity. I castled most of my men inside their vehicles on the extreme East, comfortably outside any Necron movement and shooting. My plan was simple. I would hit their western flank, crushing the Immortals then rolling up the warriors with my whole army, save for the five man warrior unit that would hold my 'home' objective. The monolith, as a heavy skimmer with a max range of 24", should be taken out o fthe game completely until I was ready to deal with it.<br />
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My drugs came up adrenalight for +1 attack, I declined to seize, and the game was afoot!<br />
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<a href="http://4.bp.blogspot.com/-BavbOeVUQxk/UdfxVHMDwBI/AAAAAAAAASI/ywNuQvcrBjo/s1600/Arc_Game_3-Acc_Turn_1_Necrons.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="266" src="http://4.bp.blogspot.com/-BavbOeVUQxk/UdfxVHMDwBI/AAAAAAAAASI/ywNuQvcrBjo/s400/Arc_Game_3-Acc_Turn_1_Necrons.jpg" width="400" /></a></div>
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<b>Necrons Turn 1</b><br />
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Pretty dull really, the entire army advances, and the monolith starts the long trek across the board. Two objectives are under their metallic heels.<br />
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<a href="http://2.bp.blogspot.com/-Zp15-H2wp20/UdfyGN5ALUI/AAAAAAAAASU/NdbDiGCpEbE/s1600/Arc_Game_3-Acc_Turn_1_Dark_Eldar.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="266" src="http://2.bp.blogspot.com/-Zp15-H2wp20/UdfyGN5ALUI/AAAAAAAAASU/NdbDiGCpEbE/s400/Arc_Game_3-Acc_Turn_1_Dark_Eldar.jpg" width="400" /></a></div>
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<b>Dark Eldar Turn 1</b><br />
<br />
The army surges forward, except for 5 warriors who leap out of their Venom to claim the objective. The Venom itself, and the Hellions pop off some shots to kill some Immortals, while the Raider borne Wyches (R2) and Warriors (R1), plus the Ravager, move flat out to set up the next turn's all out attack.<br />
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<a href="http://2.bp.blogspot.com/-o69DjhxHJ3g/UdfzOUT6umI/AAAAAAAAASg/7v7KPe2o0Qc/s1600/Arc_Game_3-Acc_Turn_2_Necrons.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="266" src="http://2.bp.blogspot.com/-o69DjhxHJ3g/UdfzOUT6umI/AAAAAAAAASg/7v7KPe2o0Qc/s400/Arc_Game_3-Acc_Turn_2_Necrons.jpg" width="400" /></a></div>
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<b>Necrons Turn 2</b><br />
<br />
Unluckily, neither Night Scythe arrives from reserve. The Immortals make the best of it and wheel around, unleashing gauss on the ravager. Miraculously it survived, only losing a hull point. Otherwise, the warriors shot down a few Hellions, and the game moved on.<br />
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<a href="http://3.bp.blogspot.com/-qnxSsKX2kLk/Udf1KhSCP5I/AAAAAAAAASw/_EFK0GTzIMo/s1600/Arc_Game_3-Acc_Turn_2_Dark_Eldar.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="266" src="http://3.bp.blogspot.com/-qnxSsKX2kLk/Udf1KhSCP5I/AAAAAAAAASw/_EFK0GTzIMo/s400/Arc_Game_3-Acc_Turn_2_Dark_Eldar.jpg" width="400" /></a></div>
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<b>Dark Eldar Turn 2</b><br />
<br />
There must be some turbulence in the skies, because the Razorwing didn't turn up either. Undaunted, the wyches debarked to square off against the Immortals. The Ravager, and the Kabalite Warriors on their Raider soften them up. The Hellions menace the Necron Warriors, and the Reavers pop themselves in between the Necron Warriors and Immortals, to support either combat as required.<br />
<br />
Shooting goes well, reducing the Immortals to only a slightly surprised looking Overlord. The wyches have a crack at an assault, but fail to make the 10" or so required to engage the enemy warlord. Given that, the Reavers launch an assault against the Necron Warriors to soak overwatch fire ahead of the more fragile Hellions. Both units make the distance, but the Reavers lose two bikes to very accurate overwatch! Ouch! As luck would have it, I succesfully avoid the Lord with mindshackles, so don't get anyone mindraped into killing himself. A couple of casualties to each side, and the beginning of a long melee.<br />
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<a href="http://3.bp.blogspot.com/-EeK8Xj0UtCI/Udf3TzlwzSI/AAAAAAAAATA/6VQbVBWbB8Y/s1600/Arc_Game_3-Acc_Turn_3_Necrons.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="266" src="http://3.bp.blogspot.com/-EeK8Xj0UtCI/Udf3TzlwzSI/AAAAAAAAATA/6VQbVBWbB8Y/s400/Arc_Game_3-Acc_Turn_3_Necrons.jpg" width="400" /></a></div>
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<b>Necrons Turn 3</b><br />
<br />
Well, one of the two Night Scythes arrives. It strafes the Ravager, which amazingly continues to survive, albeit with one dark lance less. The Overlord wasn't best pleased, and decided to assault the pesky gunboat. It had no chance in assault, exploding.<br />
<br />
Meanwhile, the monolith continued pushing East, and the Necron Warriors, Lord, Hellions and Reavers continued bashing each other. Unfortunately pile in moves and consolidate moves had brought the Necron Lord into mindshackle range, and resulted in a Reaver committing hara kiri. Warriors and Hellions inflicted some more damage on each other, and again neither side flinched.<br />
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<a href="http://3.bp.blogspot.com/-i_bd3kKfDUg/Udf5RJihKyI/AAAAAAAAATQ/8vZPmu-Wneg/s1600/Arc_Game_3-Acc_Turn_3_Dark_Eldar.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="266" src="http://3.bp.blogspot.com/-i_bd3kKfDUg/Udf5RJihKyI/AAAAAAAAATQ/8vZPmu-Wneg/s400/Arc_Game_3-Acc_Turn_3_Dark_Eldar.jpg" width="400" /></a></div>
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<b>Dark Eldar Turn 3</b><br />
<br />
Still no Razorwing, either; not a good day for fliers full stop evidently.<br />
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I suddenly realised that my Wyches had no chance in hell of successfully assaulting the Necron Overlord. Between his 2+ armour save, T5 and mindshackle scarabs I had no chance of hurting him in assault. So, they sidled past towards the main combat trying not to bring too much attention to themselves. Oh, and shot him with pistols. Then the Kabalite Warriors, Raiders and Venom shot him too, and he was no more.<br />
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The wyches were too far to even attempt the assault, so the Hellions and Reavers would have to hold. They offed a couple of Necrons, and lost a couple of their own, including the last biker. The combat went on!<br />
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<a href="http://4.bp.blogspot.com/-ISFkWgox9Ws/Udf6stnG-KI/AAAAAAAAATg/L3B_jYUyZ4M/s1600/Arc_Game_3-Acc_Turn_4_Necrons.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="266" src="http://4.bp.blogspot.com/-ISFkWgox9Ws/Udf6stnG-KI/AAAAAAAAATg/L3B_jYUyZ4M/s400/Arc_Game_3-Acc_Turn_4_Necrons.jpg" width="400" /></a></div>
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<b>Necrons Turn 4</b><br />
<br />
The other Night Scythe arrived now, taking up a position to strafe the wyches as they strode across the ground. The West Necron Warriors started to spread, increasing their footprint to absorb a second objective, although the rules now prevent one squad holding two objectives. The monolith found itself in range, and fragged the Venom. Meanwhile, the original Night Scythe made an attack run onto the Kabalites holding the easternmost objective.<br />
<br />
Surprisingly, neither Night Scythe inflicted much damage, only one Kabalite and two Wyches succumbing. In assault, a Hellion and a Necron met their end, but though their numbers were dwindling neither side could budge the other.<br />
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<a href="http://4.bp.blogspot.com/-WwaX8jciFDA/Udf8JTtOfiI/AAAAAAAAATw/of9QT24yEMo/s1600/Arc_Game_3-Acc_Turn_4_Dark_Eldar.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="266" src="http://4.bp.blogspot.com/-WwaX8jciFDA/Udf8JTtOfiI/AAAAAAAAATw/of9QT24yEMo/s400/Arc_Game_3-Acc_Turn_4_Dark_Eldar.jpg" width="400" /></a></div>
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<br />
<b>Dark Eldar Turn 4</b><br />
<br />
Finally, the Razorwing arrived and completed the flyer complement of the battle. I tried very hard to line up the northenmost Night Scythe while keeping an attack vector to the monolith open for next turn, but the scenery conspired against me; I settled for a shot against the south-east Night Scythe (NS1). I wanted the shot against NS2, since it was the only one in position to shoot me off the objective next turn, but I also wanted that Monolith dead, and was running low on dark lances. Both Raiders had a go at the monolith, but failed to do any damage.<br />
<br />
The Razorwing fared better, knocking the tesla destructor from the Night Scythe, leaving it pretty useless.<br />
<br />
The wyches advanced to within 10" of the central melee, but again failed to stick the assault. The hellions were reduced to two, against now three necron warriors and a lord. Could they hold on until turn 5?<br />
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<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-0XU4MquHnbo/Udf-CdirvDI/AAAAAAAAAUA/9PXWg9pWyfY/s1600/Arc_Game_3-Acc_Turn_5_Necrons.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="266" src="http://4.bp.blogspot.com/-0XU4MquHnbo/Udf-CdirvDI/AAAAAAAAAUA/9PXWg9pWyfY/s400/Arc_Game_3-Acc_Turn_5_Necrons.jpg" width="400" /></a></div>
<br />
<b>Necrons Turn 5</b><br />
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The West Necron Warriors continued to expand their footprint, just in case something needed to happen.<br />
<br />
The Monolith continued inexorably to the East, vaporising the Kabalite Warrior's Raider and killing six of them in the process.<br />
<br />
As I feared, Night Scythe 2 swooped onto the warriors holding the East objective and annihilated them! Bugger.<br />
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Could my hellions hold on? One was killed... the other passed morale. Hooray, no need to worry about overwatch!<br />
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<a href="http://3.bp.blogspot.com/-3cMNAhUfDT4/UdgAHD8TL6I/AAAAAAAAAUQ/cQgEuLmQ7D0/s1600/Arc_Game_3-Acc_Turn_5_Dark_Eldar.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="266" src="http://3.bp.blogspot.com/-3cMNAhUfDT4/UdgAHD8TL6I/AAAAAAAAAUQ/cQgEuLmQ7D0/s400/Arc_Game_3-Acc_Turn_5_Dark_Eldar.jpg" width="400" /></a></div>
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<br />
<b>Dark Eldar Turn 5</b><br />
<br />
The game could end this turn. The West Necron Warriors held an objective, and the last Hellion was scrapping with some more warriors near another objective. But I no longer held an objective, and I needed one. I also had a problem with a monolith.<br />
<br />
First I had to decide what to do with the Kabalite Warriors (Wa1) who had been forcibly debarked last turn. I could advance them for a blaster shot at the monolith, hoping to destroy it, and moving forward next turn to claim the North-East objective. Or I could run them for the objective this turn (I measured; I needed a 4" run, very doable with fleet), and hope like hell the game ended. Option three, that I chose after some considerable agitation, was to embark in the spare Raider (R2) and scoot behind the hill out of sight. That way they could take either that or the East objective next turn, and not get blown up in the meantime.<br />
<br />
The Razorwing banked left, and tried to deal with the monolith. And failed. Well, at least my Warriors weren't standing around waiting to die in front of it.<br />
<br />
Then, to try and clinch one objective at least, the Wyches and my Warlord launched an assault against the Necrons in combat with the last Hellion. They killed 'em all! I consolidated onto the objective, and to my great relief the Lord failed his Everliving roll, and stayed dead.<br />
<br />
<b>Turn 6?</b><br />
<br />
Nope. The game ended, and with one objective each it was a draw. We weren't using secondary objectives, as they counted only for battle points, so that was that.<br />
<b> </b><br />
<b> Aftermath</b><br />
<br />
For a while, I figured that there wasn't much else about this battle. Wayne made some mistakes, I made some mistakes, and in the end a draw was a fair result. I was pretty hung up about the obvious Razorwing mistake for a while, thinking I could have snatched a win if I'd given up on the 1-2 night scythe-monolith and gone straight for the dangerous flyer to the north. It was only when I started to think about the game to write up for this report<b> </b>that I realised how badly my original strategy was flawed.<br />
<br />
Plan A, on the day, was to keep the necrons and especially the monolith at arm's length. But unfortunately, as can be seen above, that meant that by the time the monolith hit the action I had nothing left to deal with it. It was slowly boxing me in. If the game had gone to turn 6 it would have comfortable annihilated my wyches, leaving a draw from the other warriors hitting the east as my best option. <br />
<br />
Instead, I should have deployed everything to the South-West. I could still have propped out of range comfortably, and then turned every dark lance in the army on the monolith from the get-go. Even though I may not have killed it straight off, by turn two it would have been a smoking wreck. Additionally, I would then have had my army against the softer Necron Warriors first, and been able to isolate the tougher Immortals to deal with later. Not only that, but my army would have been in command of the three central objectives, in a significantly better position come the endgame. <br />
<br />
Such is the benefit of hindsight - and such is the benefit of reviewing a game in detail for a battle report. I'm glad I did so. It forced me to look at the game in a broader strategic light. It also solved the issue of why my army was all but wiped out dealing with just two of his units! I had spent a bit of time wondering how I suffered such an unsustainable rate of attrition if my plan was so good... obviously therein lay the problem. <br />
<br />
Regardless, it took my tally from day one of the tourney to two wins and one draw, and I was definitely happy with that. <br />
<br />
Next game: Tau. In the interim, feel free to leave your assessment of my strategy in the comments below!Creeping Darknesshttp://www.blogger.com/profile/11016745853034606300noreply@blogger.com0tag:blogger.com,1999:blog-3935998883045881735.post-73928513916060635502013-04-27T15:11:00.001+10:002013-04-27T15:11:17.352+10:00Arcanacon, Game TwoYup, I haven't forgotten :)<br />
<br />
In fact, I've recently upgraded my computer, and even installed <a href="http://www.battlechronicler.com/" target="_blank">Battle Chronicler</a>. Which, by the way, is fantastic!<br />
<br />
So a quick recap; I went to Arcanacon in January, a 1200 point 40k tournament. The first game is <a href="http://thecreepingdarkness.blogspot.com/2013/02/arcanacon-game-1.html" target="_blank">here</a>, in which I narrowly escaped with a win against my bete noir, the Imperial Guard. So, for the second game I was quite pleased to see an army that I felt would be a better match up for me, Blood Angels.<br />
<br />
And not just any Blood Angels, but gorgeous Spartan themed Blood Angels, complete with King Leonidas (acting as Mephiston)!<br />
<br />
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<a href="http://1.bp.blogspot.com/-8pjK0doTWls/UWe9_h1lS7I/AAAAAAAAAOk/lwU3EdXa-Jg/s1600/IMG_0106B.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="http://1.bp.blogspot.com/-8pjK0doTWls/UWe9_h1lS7I/AAAAAAAAAOk/lwU3EdXa-Jg/s320/IMG_0106B.jpg" width="320" /></a></div>
Here are Dion's Spartan's in all their glory. I actually took this shot while I was walking around in the prelude to round 1, so I was quite chuffed to actually play against them!<br />
<br />
<a name='more'></a>Dion was an absolute gentleman, and we kept up an engaging chat throughout the game. I would've very much enjoyed chatting more than we did, but unfortunately we had to reap the harvest of the seeds we'd sewn in round 1; the judges announced at the beginning of the round that we would need to reduce the time allotted for this round to get back on schedule. Sadly, that left us only an hour and a half for the round, and resulted in us feeling quite rushed for this game.<br />
<br />
I paid particular attention to trying to move my dudes as quickly as I could, but this might have impacted on our game, as might the unfortunate necessity of keeping things moving throughout. Despite these limitations, it was a very fun game.<br />
<br />
The terrain was... unsurprisingly, a bit different from the first round. We had an ork village in the desert to try and dominate. Some rough crags provide odd patches of rocky cover, and a small triangle of trees formed an oasis around the centre-west.<br />
<br />
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Here's a snapshot of the board from the south-east corner.<br />
<br />
The mission was essentially the same as the first one; 5 objectives, Dawn of War deployment. Only this time, my Fast Attack units would be scoring, and my opponent's Heavy Support would be scoring. So I had scoring Hellions, and better yet scoring Reavers! Rock on! And my opponent had a scoring Stormraven... so we both benefited here :)<br />
<br />
Here's how I've interpreted deployment through Battle Chronicler - the blue pools are the objectives. <br />
<br />
<br />
<br />
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<br />
I lost the roll to place objectives, but with 5, I was still able to place 2. The first of mine I put near the first of his, both were relatively central. After he placed one in his deployment zone, I put one as far to the east as I could, to the advantage of my speedy jetbikes. The remaining one he put near the others, in the woods, to make it easier on his small assault army.<br />
<br />
I won the roll to choose turn order, and elected to go second. With no significant guns to worry about from the Spartans I was quite happy to let them come to me. Perhaps with my lances in mind he deployed his men behind the orky huts, out of sight. Leonidas/Mephy was with the sanguinary guard (and sanguinary priest) in the centre. Two combat squads of assault marines deployed, with one other to deepstrike in, and the final to walk on.<br />
<br />
In response I weighted my army on the western side, where the objectives were concentrated. This also seemed to offer the best killing zone, as there was no good place for his sanguinary guard to hide. I declined to seize, rolled +1 attack for my drugs, and the Spartans began the game!<br />
<br />
<b>Turn 1</b><br />
<br />
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<a href="http://1.bp.blogspot.com/-2wUf_1sS3ag/UXsgJVCOSSI/AAAAAAAAAPQ/U5jFEzn63FE/s1600/Arc_Game_2_Turn_1_Spartans_(Blood_Angels).jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="213" src="http://1.bp.blogspot.com/-2wUf_1sS3ag/UXsgJVCOSSI/AAAAAAAAAPQ/U5jFEzn63FE/s320/Arc_Game_2_Turn_1_Spartans_(Blood_Angels).jpg" width="320" /></a></div>
<br />
Or did they? Not much happened. He shuffled around, perhaps hoping I would initiate offensive maneuvers, or perhaps waiting for his reserves to come in.<br />
<br />
Back to me then.<br />
<br />
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<a href="http://3.bp.blogspot.com/-3tw_aHRobdc/UXsgw9Ab5dI/AAAAAAAAAPc/PjtXNrR62Ts/s1600/Arc_Game_2_Turn_1_Dark_Eldar.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="213" src="http://3.bp.blogspot.com/-3tw_aHRobdc/UXsgw9Ab5dI/AAAAAAAAAPc/PjtXNrR62Ts/s320/Arc_Game_2_Turn_1_Dark_Eldar.jpg" width="320" /></a></div>
<br />
Sitting still is for armies that can't go fast. Nonetheless, I had no intention of marching into his assault range. Everything moved around to at least get a jink save, my Reavers redeployed to the east to stare down the assault marines opposite the objective on that side. The wyches advanced, hoping some space marines would move into <i>their</i> assault range, and that was more or less that.<br />
<br />
<b>Turn 2</b><br />
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<a href="http://2.bp.blogspot.com/-tkR73LRcz1o/UXshf2RIXsI/AAAAAAAAAPk/my3eBUACodA/s1600/Arc_Game_2_Turn_2_Spartans_(Blood_Angels).jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="213" src="http://2.bp.blogspot.com/-tkR73LRcz1o/UXshf2RIXsI/AAAAAAAAAPk/my3eBUACodA/s320/Arc_Game_2_Turn_2_Spartans_(Blood_Angels).jpg" width="320" /></a></div>
<br />
Ah yes, reserves. Here they come! A combat squad with two flamers deep strikes near the north-western rock column, in support of their friends who move up nearby. For a while Dion considered dropping them aggressively close to the Wyches' Raider (R2 on the map), but settled for a support drop. I was just glad he didn't drop next to and barbecue my Reavers, who are particularly vulnerable to that kind of thing.<br />
<br />
Next the Stormraven came in, deftly placing itself between my Wyches and and the Ravager. Meanwhile, the east assault squad advanced toward that objective, and Mephy and the Sanguinary Guard advanced into the midfield to threaten the centre of my lines.<br />
<br />
The only shooting this turn was the Stormraven, but I had forgotten that it could split fire with its gimmicky machine spirit, so I had a brown trouser moment it turned its fire on both the Ravager and the Wyches. Luckily for me, the gunner had been on an all night bender or something, and the only damage was a single hull point to the Ravager - despite being targeted by missiles and a multimelta. The Raider likewise got off scot-free from the twin-linked assault cannon, leaving me in a considerably better position than I had foreseen.<br />
<br />
Time to retaliate!<br />
<br />
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<a href="http://4.bp.blogspot.com/-wkpX6JXdGqI/UXtQdLAQLRI/AAAAAAAAAP0/xWsDk1R4y8s/s1600/Arc_Game_2_Turn_2_Dark_Eldar.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="213" src="http://4.bp.blogspot.com/-wkpX6JXdGqI/UXtQdLAQLRI/AAAAAAAAAP0/xWsDk1R4y8s/s320/Arc_Game_2_Turn_2_Dark_Eldar.jpg" width="320" /></a></div>
<br />
My own reserves (my Razorwing) came on this turn, ready to drop a monoscythe barbecue on the Sanguinary Guard. Since it was clear that they would be able to assault me next turn, I devoted most of my firepower to dropping them, and moved accordingly.<br />
<br />
On the west side, the Wyches (including my warlord) jumped out of their Raider to menace the newly arrived flamer squad. The warriors disembarked from the Raider and moved to capture the south-western objective, while the Raider moved off to target the Guard. The 5-man warrior squad captured the central south objective, moving to put their weapons also in range of the Guard, and the Hellions fanned out at the edge of their range. This was not just to shoot, but also to present an inviting assault target to Mephy next turn. I'd rather he had a go at the hellions than the Warriors, and I didn't even hope to kill him as well as his entourage.<br />
<br />
The combined firepower of most of my army successfully killed all of the Sanguinary Guard, though a dark lance left over failed to put a wound on Mephy himself. The Sanguinary Priest failed his morale check for having his squad shot out from underneath him, and fled to within an inch of the board edge.<br />
<br />
Meanwhile, on the eastern flank the Reavers buzzed the combat squad
arraigned opposite them. Cluster caltrops and bladevanes accounted for 4
of them, leaving a solitary marine to guard the eastern half of the
board.<br />
<br />
Back to the west, I didn't like the idea of charging into two overwatching flamers and the other squad as well (I was considering the multi charge here), so fired some pistols etc to soften them up. I successfully removed a flamer, and one other marine; but disastrously they failed their morale check, leaving me high and dry. They finished, again, an inch shy of the board edge. Gah! My poor wyches would be toast next turn!<br />
<br />
<b>Turn 3</b><br />
<br />
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<br />
<br />
<br />
<br />
<br />
The other combat squad of assault marines came in, walking on from the north west to help decimate my wyches. The squad with the flamer predictably bounced right back to where they were, ready for toasties. Gulp.<br />
<br />
The rallied Sanguinary Priest raced over to support the flame people, but wasn't quite close enough to join in the movement phase, so ran into position for next turn.<br />
<br />
The free combat squad took their chance to assault the warriors on the south-western objective, and Mephy launched himself into the Hellions in the centre. The lone assault marine on the east moved to take control of the objective there... for now, anyway!<br />
<br />
The Stormraven wheeled around to bring the Razorwing into its arc of fire, training its assault cannon onto the Ravager as it did so. More missiles, long range multi-melta and assault cannon fire improved slightly over the previous turn. This time, it produced a stunned result on my Razorwing. The assault cannon again failed to do anything, leading us to speculate that it had accidentally been loaded with blanks. I got lucky again!<br />
<br />
Mephiston did not leave me any luck though, slaughtering 6 Hellions and leaving the others fleeing impotently from his wrath. They successfully escaped, and halted just a couple of inches from the edge. It seemed to be a theme for this game.<br />
<br />
The assault squad on the south west kicked the (formerly large) warrior squad off the objective with heavy casualties, sustaining only one loss in return.<br />
<br />
And the wyches... surprisingly, when the smoke cleared there was still my Succubus and three wyches standing. They passed morale, and prepared to strike back.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-ZuAYtZYNPZs/UXtXxDQ5cEI/AAAAAAAAAQU/7s4NTU1zh5M/s1600/Arc_Game_2_Turn_3_Dark_Eldar.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="213" src="http://3.bp.blogspot.com/-ZuAYtZYNPZs/UXtXxDQ5cEI/AAAAAAAAAQU/7s4NTU1zh5M/s320/Arc_Game_2_Turn_3_Dark_Eldar.jpg" width="320" /></a></div>
<br />
<br />
<br />
<br />
captain Razorwing had little choice this turn, so drifted 18" forward. Elsewhere, I dedicated my shooting to taking out the marines on the south-western objective. My Hellions rallied, but though I can't exactly remember what happened with my remnant warriors, I think they fled the field.<br />
<br />
The remaining warriors moved off their objective, putting themselves in rapid fire range of the marines. Given it was turn 3 I felt I'd have plenty of time to move back, or would if they survived Mephy, anyway. The Ravager and Raiders moved around to contribute their dark lances, and the warrior's Raider blocked the northern side of the objective from any marines that survived my wyches' counter attack. The venom moved away from Mephy, with plenty of range to target the marines on the objective.<br />
<br />
The reavers flew over the lone assault marine on the west, killing him several times over and dropping onto the objective, claiming it. My shooting gallery killed off the marines on the south west objective. In fact they did so quicker than I thought, leaving me the Ravager to shoot at something else. Unfortunately, only 1 dark lance was in arc of Mephy, or 2 of the Stormraven, so I decided to have a ping at the flying beast. The metal one :)<br />
<br />
It was a nice time to roll a double 6. One of the hits proceeded to penetrate, and I asked Dion if he wanted to jink (I was supposed to ask before I rolled, I found out later). He explained that he was on the horns of a dilemma. If we were able to get another turn in, he would prefer not to, to take the risk that he would be fully functional to do some damage. If not, then clearly it made sense to jink. By now, it seemed like our 90 minutes was almost up, the 10 minute warning had passed, and I could see the judges starting to wander the tables. So I was starting to think that this might be it. But maybe if we were quick... to expedite things as fairly as I could think of at the time, I offered to roll the damage and then let him decide. So I rolled an explosion, and he successfully jinked. Damn, so close to dropping a Stormraven with my first ever shot at one!<br />
<br />
With time clearly running short, I charged my remaining wyches into the freshly arrived combat squad, and killed half of them. Although I lost another wych in the process. By the by, their Raider had successfully sniped the Sanguinary Priest.<br />
<br />
As Dion started to plot his fourth turn moves, the judge came over and called time.<br />
<br />
My reavers clearly held the eastern objective. But despite extirpating the marines on any objectives, my warriors had moved away from the central one (oops). Was the Stormraven close enough to claim it?<br />
<br />
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<br />
Nope. Not quite.<br />
<br />
So I claimed the win, 1 objective to nothing.<br />
<br />
I would've liked to have been able to finish the game - it was very entertaining, even though I felt more or less in control for most of it. While his assault marines were basically a spent force, the most expensive models in his army, the Stormraven and Mephy, were both very much alive. The fact that the Stormraven could claim would have made the endgame particularly interesting, particularly since its ceramite armour could basically ignore my reavers' heat lances. Having said that, I think it would be hard for him to stop my reavers claiming an objective, somewhere; a 48" move is pretty ridiculous for a scoring unit. Pity they don't score in more missions!<br />
<br />
It would also have been interesting to see how much damage Mephy could do before I dark lanced him down. He was setting up to collect quite a few kills!<br />
<br />
Finally, I think this is the first game if not ever, then for so long that I can't remember, where I didn't lose a single vehicle. Not one Raider went down, not even a Venom. Mainly thanks to the Stormraven forgetting to bring proper bullets, but I will take it!<br />
<br />
So this put at me at two wins from two games, and feeling very good about things. This was definitely a better match up for me than round 1, and probably not ideal for Dion. I was however Dion's only loss for the tourney, as he went on to score 3 wins, 2 draws and 1 loss.<br />
<br />
Next game was Necrons. Stay tuned!<br />
<br />
<br />
Creeping Darknesshttp://www.blogger.com/profile/11016745853034606300noreply@blogger.com1tag:blogger.com,1999:blog-3935998883045881735.post-24205365314509728542013-03-25T15:53:00.000+11:002013-03-25T15:53:27.924+11:00What counts as a dark lance?<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-RAcI36DRlRE/UU_YGA1cIEI/AAAAAAAAAOQ/AAKgcdKoD8s/s1600/darklance.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="171" src="http://2.bp.blogspot.com/-RAcI36DRlRE/UU_YGA1cIEI/AAAAAAAAAOQ/AAKgcdKoD8s/s320/darklance.jpg" width="320" /></a></div>
<br />
<br />
This might seem like an obvious question with an obvious answer. A dark lance counts as a dark lance. But that's not what I want to get at. After all, the dark lance is not the only dedicated anti-tank weapon in the Dark Eldar codex. <br />
<br />
Blasters are the other obvious go-to, for reasons of both cost and availability. But does a blaster count as a dark lance? It is pretty similar, but only has half the range. And what about the heat lance, which has different capabilities as well as a different range?<br />
<br />
Hot on the heels of my ramblings about how many dark lances one needs in one's army of murderous cutthroats, it is high time to look at how the lesser darklights in the book stack up.<br />
<br />
<a name='more'></a>A little while ago (<a href="http://thecreepingdarkness.blogspot.com/2011/11/threat-radius-ii.html">here</a>, in fact) I looked at comparing the effectiveness of weapons with different ranges, and hence different threat radii, in a meaningful fashion. Now, I want to apply those findings to the thorny issue of 'what counts as a dark lance'?<br />
<br />
Before comparing these (I'll deal with haywire later), I should define a dark lance unambiguously; my personal gold standard is a dark lance mounted on a Raider/Ravager chassis. Thus, the 36" range S8 AP2 lance that can move 12" and still fire with full effect. This gives it a threat radius of 48", comparable to many other races more stationary heavy weapons. This is what I will compare everything else to.<br />
<br />
The obvious first comparison is to an infantry dark lance. By not being able to move and fire effectively, the threat radius is reduced to 36". While there are other advantages, such as being more survivable behind an aegis or similar cover, it is therefore unfortunately less effective at its primary task of turning enemy armour into pretty explosions. By my calculations the reduction in threat radius degrades an infantry borne dark lance to 0.63 of a Raider-mounted dark lance.<br />
<br />
The blaster is another relatively easy comparison, as it shares S8 AP2 Lance. The 18" range is ameliorated somewhat by being an assault weapon, so the threat radius on normal infantry is effectively 24" (and a shitload better than the 12" range its predecessor had!). This makes it equivalent to 0.33 of a dark lance; remember, you'll need to mount your guys on a faster platform if you want a chance to shoot these at your opponent on the first turn.<br />
<br />
<br />Speaking of a faster platform, both reavers and scourges can take blasters and move 12" while still shooting, for a 30" threat radius. This is certainly better than a normal dude, and rubs out to 0.46 of a dark lance.<br />
<br />
These fast guys can also take a heat lance, which despite a shoddy S6 comes with AP1 and melta plus lance, making it quite effective within half range. Since its no good on the far side of half range, I'll stick to the short range for comparison purposes; 9" plus a 12" move makes for a 21" threat radius, worth 0.25 of the 48" threat of the vehicle-mounted dark lance.<br />
<br />
However, within melta range the heat lance is significantly more likely to destroy its target than the dark lance. The probability of a kill ranges from 1.58x to 1.97x that of the dark lance, depending on the AV of the target, but averages 1.75x more killing power. Clearly this needs to be factored in. Multiplying the threat radius by the relative chance to destroy gives a final value of 0.44 equivalent dark lances for the heat lance (or 0.26 on the slower Talos).<br />
<br />
Finally (for now), the blast pistol's pitiful 6" range or 12" threat leaves it equal to 0.13 dark lances.<br />
<br />
To summarise:<br />
<br />
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.xl65
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.xl66
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.xl67
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.xl68
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</style>
<br />
<table border="0" cellpadding="0" cellspacing="0" style="border-collapse: collapse; width: 189px;">
<colgroup><col style="mso-width-alt: 3108; mso-width-source: userset; width: 85pt;" width="85"></col>
<col style="mso-width-alt: 3803; mso-width-source: userset; width: 104pt;" width="104"></col>
</colgroup><tbody>
<tr height="13" style="height: 13.0pt;">
<td class="xl63" colspan="2" height="13" style="border-right: .5pt solid black; height: 13.0pt; mso-ignore: colspan; width: 189pt;" width="189">Equiv dark lances:</td>
</tr>
<tr height="13" style="height: 13.0pt;">
<td class="xl65" height="13" style="height: 13.0pt;">Raider-mount</td>
<td align="right" class="xl66">1.00</td>
</tr>
<tr height="13" style="height: 13.0pt;">
<td class="xl65" height="13" style="height: 13.0pt;">Inf mount</td>
<td align="right" class="xl66">0.63</td>
</tr>
<tr height="13" style="height: 13.0pt;">
<td class="xl65" height="13" style="height: 13.0pt;">Bike-mount blaster</td>
<td align="right" class="xl66">0.46</td>
</tr>
<tr height="13" style="height: 13.0pt;">
<td class="xl65" height="13" style="height: 13.0pt;">Inf mount blaster</td>
<td align="right" class="xl66">0.33</td>
</tr>
<tr height="13" style="height: 13.0pt;">
<td class="xl65" height="13" style="height: 13.0pt;">Blast pistol</td>
<td align="right" class="xl66">0.13</td>
</tr>
<tr height="13" style="height: 13.0pt;">
<td class="xl65" height="13" style="height: 13.0pt;">Bike heat lance</td>
<td align="right" class="xl66">0.44</td>
</tr>
<tr height="13" style="height: 13.0pt;">
<td class="xl67" height="13" style="height: 13.0pt;">Talos mount heat lance</td>
<td align="right" class="xl68">0.26</td>
</tr>
</tbody></table>
<br />
Next time I plan my army, I will try balancing the dark lance equivalents to the desired number of <a href="http://thecreepingdarkness.blogspot.com.au/2013/03/how-many-dark-lances-do-i-need.html">dark lances per points</a>. And frag me some damn tanks!Creeping Darknesshttp://www.blogger.com/profile/11016745853034606300noreply@blogger.com3tag:blogger.com,1999:blog-3935998883045881735.post-51854401578435392222013-03-08T16:20:00.000+11:002013-03-08T16:20:52.371+11:00How many dark lances do I need?<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="http://4.bp.blogspot.com/-vvcadSMq4jY/UTl00r-Z_8I/AAAAAAAAAOA/9C2DRgPIB8E/s1600/exploding+tank.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="http://4.bp.blogspot.com/-vvcadSMq4jY/UTl00r-Z_8I/AAAAAAAAAOA/9C2DRgPIB8E/s1600/exploding+tank.JPG" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Ooo, I rolled a 6!</td></tr>
</tbody></table>
<br />
<br />
This is a question I often ask. In the aftermath of Arcanacon, where I ran a list that I knew full well had too little darklight (and still didn't score well on comp... go figure), I've decided to run some probhammer on the question.<br />
<br />
<a name='more'></a>(I do still intend to post reports of my remaining battles... I'm getting there!)<br />
<br />
Firstly, we need to know what the probability of a dark lance doing some damage is, and how many we then need to assign to have a respectable chance of taking a vehicle out of action. Thanks to Hull Points, the math is a little more complex, but also skewed in our favour. Hurrah!<br />
<br />
<a href="http://3.bp.blogspot.com/-PbIzBNou0Jk/UTlubKudm4I/AAAAAAAAANg/5LjNnDw99zU/s1600/darklight+graph+1.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://3.bp.blogspot.com/-PbIzBNou0Jk/UTlubKudm4I/AAAAAAAAANg/5LjNnDw99zU/s400/darklight+graph+1.png" width="400" /></a><br />
<br />
I find it useful to compute a 'Kill50', or how many weapons I need to fire to have a 50% chance of achieving a kill. In the simple example above (ie no cover, everyone has 3 HP) it works out at:<br />
<br />
K<span style="font-size: xx-small;">50</span> AV10: 3.284 darklight shots<br />
K<span style="font-size: xx-small;">50</span> AV11: 4.224 darklight shots<br />
K<span style="font-size: xx-small;">50</span> AV12: 5.912 darklight shots<br />
<br />
Of course, we can't fire 4.224 dark lances at a Rhino, so some rounding is required for a sensible value. I think it's also worth looking at the chance that, in allocating a rough K<span style="font-size: xx-small;">50 </span>number of shots, other damage may be inflicted;<br />
<br />
<br />
<table><tbody>
<tr><td></td><td><b>Shots</b></td><td><b>% Kill</b></td><td><b>% Damage</b></td></tr>
<tr><td>AV 10</td><td style="text-align: center;">3</td><td style="text-align: center;">44.95%</td><td style="text-align: center;">82.85%</td></tr>
<tr><td>AV 11</td><td style="text-align: center;">4</td><td style="text-align: center;">47.04%</td><td style="text-align: center;">80.25%</td></tr>
<tr><td>AV 12</td><td style="text-align: center;">6</td><td style="text-align: center;">50.82%</td><td style="text-align: center;">77.86%</td></tr>
</tbody></table>
<br />
And by damage, I mean achieve a roll on the damage table, whatever the outcome (stunned, dead, whatever). If a crucial vehicle is stunned and can't affect you next turn, I call that a win.<br />
<br />
So it seems that by shooting enough weapons for an even chance at a kill, we give ourselves roughly an 80% chance of damaging a target vehicle and therefore inhibiting its utility against us. This gives us a clear guideline on the number of weapons we need to be pointing at targets, depending on their armour.<br />
<br />
Of course, to extrapolate from that to how many lances we need in our army will depend on the number and variety of vehicles our enemies bring to the table; and also, how many of them we are prepared to accept functioning in any given turn.<br />
<br />
From what I've seen in Imperial Guard armies recently, from 4 AV12+ chassis plus one flyer at 1200 points to double that at 2000 is quite average. If we go by the old maxim of one dark lance per 100 points, we have just enough firepower to suppress half of the Imperial Guard's ground forces at 1200, and not even that at 2000. <br />
<br />
It's worth mentioning though that all of those Chimera chassis will go down in half as many shots when caught on the side. Thus, the key to dealing with superior armoured forces is to shoot them in their hurty bits whenever possible! <br />
<br />
And, since the prevalence of vehicles becomes significantly larger much quicker in higher points value games, I'd suggest scaling your dark lance or equivalent numbers appropriately. 1:100 may be appropriate at 1200 points, but I feel it needs to double at 2000; at a minimum 24. For what its worth, this gives a trend like:<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-EcAN9PJspqU/UTlxqKp3J3I/AAAAAAAAANw/JKd__vv2jZ8/s1600/darklight+graph+2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="232" src="http://1.bp.blogspot.com/-EcAN9PJspqU/UTlxqKp3J3I/AAAAAAAAANw/JKd__vv2jZ8/s320/darklight+graph+2.png" width="320" /></a></div>
<br />
<br />
And of course, the elephant in the room is Flyers. If you thought the numbers above were bad, the K<span style="font-size: xx-small;">50</span> on an AV12 flyer like the Stormraven is about 25. The Necron flyers are much better though, with a K<span style="font-size: xx-small;">50</span> in the vicinity of 20.5, and by the time we get down to AV10 flyers like our very own Razorwing, it's only about 15.5. So if you can, deal with flyers some other way and save your limited dark lances to degrading the enemy's ground-based materiel. My personal preference is to get into close combat, where they can no longer hurt me. Failing that, getting behind or otherwise out of their arc can often negate them for a turn - bad luck if you're on an objective.<br />
<br />
So how many dark lances do you need?<br />
<br />
More.<br />
<br />
You need more.<br />
<br />
On a more serious note, we also need more data. Survey your regular opponents (surreptitiously, of course ;) ). How many vehicles are they taking per point? If we could put together global estimates of what we are likely to face in a take-all-comers scenario, then we could start to make an optimal darklight distribution pattern.<br />
<br />
In the mean time, probhammer says: use the tables above to work out how many dark lances you will need to suppress half of your opponents vehicles, and take at least that many. <br />
<br />
Hopefully, in a follow-up post I'll address the ratio of dark lances/blasters/heat lances/other weird-arse things in the codex. In the mean time, may your dark lances be as effective on the tabletop as they are in (our) fluff!Creeping Darknesshttp://www.blogger.com/profile/11016745853034606300noreply@blogger.com3tag:blogger.com,1999:blog-3935998883045881735.post-64343661310236906142013-02-13T16:22:00.004+11:002013-02-13T16:24:23.326+11:00Courting the Improbable, Part 2<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-qmmcpEs3aaA/URsi59KGG2I/AAAAAAAAANQ/jKYHSfcRcNo/s1600/Lucky-Dice.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/-qmmcpEs3aaA/URsi59KGG2I/AAAAAAAAANQ/jKYHSfcRcNo/s1600/Lucky-Dice.jpg" /></a></div>
<br />
<br />
A little while ago I started musing aloud (aprint?) about the nature of improbability in our game, and digressed into a comparison of models who are expected to be good vs models that are expected to be bad, and how the improbable events differ inversely in their value. <br />
<br />
Now, I want to look at more systemic improbabilities, which in 6th ed 40k have multiplied to a level not seen since 2nd ed.<br />
<br />
The genesis of this line of thinking goes back to my days playing BloodBowl, still my favourite GW game, though unfortunately I lost my board and many of my models. Back in the day, I played it as much as I could, ventured to a tourney a year for a few years running, read BloodBowl stuff on the tubez, etc. And the constant theme was 'minimise your risk'.<br />
<br />
<a name='more'></a><br />
<br />
I don't know how many of my audience know of BloodBowl, but if you think of it as American football in the Warhammer fantasy world you won't go too far wrong. One mechanic in particular helped to really capture the 'sports' feel of the game: the turnover. In essence, if you mucked up any action badly enough, that automatically ended your turn. As you can no doubt imagine, having a turn truncated at an inopportune moment could be extremely damaging.<br />
<br />
Thus, the doctrine of risk minimisation emerged. After all, to get more out of your turn, you need to failing fewer actions, and if you take fewer risks you are less likely to fail early. Naturally, there are other aspects like prioritising actions and overall strategy, which I won't go into here. However, by focussing only on minimising risks, many players fall into a very conservative play-style. <br />
<br />
I've always thought that this was only half of the picture. To truly balance the ledger, one needs to maximise the rewards. Thus, to succeed at BloodBowl, the best strategy is not simply to minimise risk, but to maximise the risk to reward ratio. <br />
<br />
For example, in the early stages of a BloodBowl half, the risk of turning the ball over to the opposition is large, as they have time to make sure you pay for it. In the later stages of a half, the value of a touchdown often outweighs the risk that the opposition may acquire the ball, and so can be worth using unlikely but possible schemes - with sufficient cover. Never stop trying for a score, because you never know when things will turn out exactly right. <br />
<br />
In the early days of 6th ed, I saw a lot of moaning on the internet about random charge length in particular, and how the best way to deal with it was simply to get as close as possible. Minimise the risk. Suddenly, I was flashing back to BloodBowl. Don't just minimise the risk, maximise the reward!<br />
<br />
Some of the guys to benefit most from the random charge length change are MEQ jump pack squads, who had their threat range significantly extended. Good saves help mitigate the results of failed charges. Monstrous creatures and walkers suddenly project an 18" radius circle of assault threat! Will the fail charges sometimes? Sure, and sometimes they'll look stupid after picking their noses from 4" away. But other times, they can rampage a ridiculous distance across the board, punishing your opponent badly for relying on 'average' rolls. If you let them.<br />
<br />
Moving on from random charge length, there are two other major sources of improbable swings of fate that leap to mind; Overwatch, and Seizing the Initiative.<br />
<br />
Overwatch has introduced to the game an extra firing phase, and a last-ditch 'get out of assault free' card. Unless you're a Thousand Son, in which case you are SOL, but not just on that front :) . So you need 6s to hit. Fire enough bullets, some of them will hit. <br />
<br />
Naturally, this is a great way to make the most of your own overwatch - add more shots. The more rolls you have, the more chances you have to do something cool. For extra fun, play Orks or similar where the low native BS is compensated for by shooting often, which totally overcompensates overwatch. And if you have a unit with great overwatch - whether through more dakka, psychic powers and other buffs or both, perhaps you want to try baiting your opponent's assault with that unit, just to do the extra overwatch damage. If you're better at judging distances (or the risk of your opponent failing the assault after your overwatch casualties), they might even be stranded in the open.<br />
<br />
Of course from the other side, overwatch can really put a crimp in your plans if you want to be in melee. What to do? First, be aware of the risk. Second, weigh the risk. If the payoff from some of my wyches connecting with their target outweighs the risk of them being crippled by overwatch, then I'll do it every time. If the risk outweighs the benefit, find something squishier to kill. And if its really line-ball, consider finding something disposable to tank the shots for you, or some other way around.<br />
<br />
Seizing the Initiative is a similar proposition, transposed to the realm of the strategic. If you have the first turn, then you need to assess the risk of your opponent seizing when you deploy. If you judge the risk (a known chance of him successfully seizing and an inferred chance of him attempting it, multiplied by the damage to your forces and battleplan that a sudden inversion of the turn order will inflict) to be less than the reward of deploying aggressively, then by all means do so. Just be aware that you are taking a risk, and the purpose served by that risk (ie don't have a cry if it all comes tumbling down). Equally, if you can't justify the risk, then build some defensive measures into your deployment.<br />
<br />
On the other side of the table, I have sometimes considered going second and playing for the Seize when faced with a bad match up. Deploying very aggressively and successfully seizing can reverse the fortunes of the game so dramatically that if you think you are on a hiding to nothing it can be worth a try. Of course, at least five times out of six it will fail, and you'll look stupid, although if the matchup was so bad you might merely have brought forward the inevitable. One time out of six you will cover yourself in glory.<br />
<br />
Putting all of your army's eggs in one seize-shaped bucket is pretty risky, but I think its always a good idea to have some forces able to take advantage on the off-chance of a seize. If you haven't done so, you need to not be attempting to seize in the first place - which can be perfectly fine, if for example you dramatically outrange your opponent, just remember that you planned it that way!<br />
<br />
In short (ha!), there are plenty of improbable outcomes that can shape events on the tabletop far more than we tend to credit. Make sure that there are ways that things can go right as well as wrong.<br />
<br />
If you really wanted to minimise the risk, you'd keep your army on the parade ground. Remember the rewards, and maximise the ratio. Play for the score.Creeping Darknesshttp://www.blogger.com/profile/11016745853034606300noreply@blogger.com2tag:blogger.com,1999:blog-3935998883045881735.post-86959718770848288232013-02-12T17:12:00.001+11:002013-02-13T16:23:58.330+11:00Arcanacon, Game 1<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-S_Uhf53TD9w/URd5ET1w0EI/AAAAAAAAAK0/hpAq4D9Aka8/s1600/T2A.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br /></a></div>
Arcanacon hosted a 1200pt 40K tourney on the Australia Day weekend, and I was fortunate enough to be taking part! Although the tournament scores included comp, it didn't have a large bearing on my army selection, as I basically brought along all of the 5th ed Dark Eldar that I have painted (yes, I have been going since the 5th ed codex came out; yes, I am a very slow painter!)<br />
<br />
<a name='more'></a><br />
<br />
So my list was basically:<br />
<br />
Succubus with agoniser, haywire<br />
<br />
9 Wyches with haywire, razorflail; hekatrix with agoniser, in Raider<br />
10 Warriors with blaster, splinter cannon in Raider<br />
5 Warriors with blaster in Venom<br />
<br />
6 Reavers, with 2 heat lances and 2 cluster caltrops<br />
9 Hellions<br />
<br />
Ravager<br />
Razorwing with flickerfield<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-LVZ2eUi1GPY/UQtMWNP97uI/AAAAAAAAAJ0/hI9dXlHLeHA/s1600/IMG_0063B.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="http://1.bp.blogspot.com/-LVZ2eUi1GPY/UQtMWNP97uI/AAAAAAAAAJ0/hI9dXlHLeHA/s400/IMG_0063B.jpg" width="400" /></a></div>
<br />
Seen here on the table I drew for my first game - Meatropolis!<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-3PGVAALTrCU/URnCcjIKE4I/AAAAAAAAAMg/gK4voMsy1LA/s1600/IMG_0066B.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="http://2.bp.blogspot.com/-3PGVAALTrCU/URnCcjIKE4I/AAAAAAAAAMg/gK4voMsy1LA/s400/IMG_0066B.jpg" width="400" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-x2yx48i4_WM/URnCodZR23I/AAAAAAAAAMo/jeaYi8-DmT4/s1600/IMG_0068B.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="http://1.bp.blogspot.com/-x2yx48i4_WM/URnCodZR23I/AAAAAAAAAMo/jeaYi8-DmT4/s400/IMG_0068B.jpg" width="400" /></a></div>
<br />
A totally sweet board, that went on to win Player's Choice for best table. Light up streetlights included!<br />
<br />
Pretty as it was, I couldn't help but think that there was only a little LOS-blocking terrain, distributed toward the edges of the table. Still, there was plenty of area terrain (lots of craters, in particular, although they would be of dubious benefit to the largely flying-based parts of my army). So long as I didn't draw Imperial Guard or something, I figured I'd be right.<br />
<br />
After a stroll around looking at all the pretty models on show (there were a lot!), I came back to find my opponent had arrived. I introduced myself, and sauntered around to check which army I would be arrayed against.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-zHZIKbx9Utg/URnEAKCIhUI/AAAAAAAAAM8/0tIlMzCqt3s/s1600/IMG_0105B.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="http://3.bp.blogspot.com/-zHZIKbx9Utg/URnEAKCIhUI/AAAAAAAAAM8/0tIlMzCqt3s/s400/IMG_0105B.jpg" width="400" /></a></div>
<br />
Damn.<br />
<br />
Oliver's Imperial Guard was roughly:<br />
<br />
Lord Commissar<br />
<br />
Platoon -<br />
PCS with heavy bolter (or was it an autocannon?), couple of plasma<br />
2 x infantry squad with autocannon, plasma<br />
autocannon squad<br />
Veterans, with 3 x some special (meltas?), in a Chimera<br />
<br />
Vendetta<br />
2 x Sentinels with heavy flamers<br />
<br />
Leman Russ with heavy bolters all around<br />
Hydra<br />
Basilisk<br />
<br />
AEgis line (no upgrade) <br />
<br />
I didn't take very many photos, as this was my first tourney in 10 years, and I was a bit out of practice. So I've made some after action maps in Vassal, which will hopefully help tell the story.<br />
<br />
The mission for this first game was a variation on Crusade; there were 5 objectives, the Imperial Guard player counted his Fast Attack as scoring units, and I counted my Heavy Support as scoring units. We joked that in our case it should probably have been the other way around, but whatever. Deployment was Dawn of War. Also, secondary objectives didn't count for victory, only for overall standings.<br />
<br />
Here's a (slightly shonky) map of the ground.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-aio1-Enxvk4/URd50X0dX2I/AAAAAAAAAME/oknQ9lvPZGE/s1600/Terrain.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="266" src="http://4.bp.blogspot.com/-aio1-Enxvk4/URd50X0dX2I/AAAAAAAAAME/oknQ9lvPZGE/s400/Terrain.png" width="400" /></a></div>
<br />
<br />
The white 'hills' represent the slopes on the board, which generally was high in the south-west and low in the north-east. The bridges were open terrain; the ruins in the far east, and the walls in the north-west and centre-west were the only LOS blocking terrain. There was however a sewer/ditch kinda thing running along the west side, represented here as a trench. There were also two large ground vents, which were an artistic way of allowing access to LED controls etc, and we simply treated these as open ground. Although we tried not to roll dice near them!<br />
<br />
I ended up in the bottom deployment zone, perhaps because I won the roll to choose. However Oliver had first place of objectives, so perhaps I am misremembering. In any case, he placed his Aegis line in the north west corner, bridging a line between the wall on the west and the hill slope on the east, then placed his first objective snugly inside.<br />
<br />
I placed mine opposite, about 12" away, in front of the other wall, more or less on the centreline. I had no reason to hang around in my own deployment zone, after all. He then placed his next under the bridge in his deployment zone, forming a neat triangle. With my second and final objective, I went as far east as I could manage, placing just north of the ruins there, in fairly open terrain. I did this to encourage him to either split his forces, or leave an objective for to take unopposed. I would be happy with either. I've actually forgotten where the 5th objective went (this is clearly what comes of stuffing around too long before writing a report!), but it didn't play any part in the battle. I think it must have been near the trees in the middle.<br />
<br />
Unaccountably, I forgot to add the objectives to my map pictures until about Turn 2. Oops. They are there, I simply forgot about them earlier :(<br />
<br />
Anyway, with that we rolled for choice of first turn, and I won this roll. I considered going second to see how he reacted to the objective split, but since he had already telegraphed his infantry deployment with his AEgis, and also since I had little to hide behind, I took first turn. I deployed in a broad line, just so that if he happened to seize my whole army wouldn't be wiped by ordnance blasts (been there, bought the T-Shirt, not risking it again). My Ravager, scoring in this mission, was deployed on the east to threaten the objective there while swooping around to menace any vehicles - there was limited room behind his AEgis, so I expected his vehicles at the bottom of his bridge, protecting the objective there. My wyches and bikes were on the west, aiming to use the cover of the walls to get into his infantry. Warriors and Hellions took the middle.<br />
<br />
Deployment was a little more scattered than I would normally opt for, and didn't focus heavily on either flank. I was hoping to remove his infantry from the equation by outranging them on the east and hiding on the west. But perhaps I was too scared of his ordnance, also.<br />
<br />
I'm always a little nervous about fighting Imperial Guard; they really are my bete noir. So I hoped for a good drug roll, and was slightly miffed to roll Hypex. On the bright side, running further would probably be more use than a buff to attacks or wound (I wasn't expecting to have trouble killing his dudes in melee), but +1 S to hit vehicles or a pain token would have been really handy. Oh, well, I still had first turn.<br />
<br />
Oliver surprised me a little with his counter-deployment, putting the Hydra and Leman Russ exposed on the east, with the Sentinels scouting forward aggressively to seize the eastern objective. I didn't think this was such a big issue; as my Ravager was in a perfect position to neutralise his Hydra first-up, and support from both Warrior squads should be able to hold his Russ at bay. As long as he didn't seize the initiative, of course.<br />
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<div style="text-align: center;">
<i>Deployment</i></div>
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Naturally, he then seized the initiative<br />
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Fuck.<br />
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As Nightfight hadn't been in the mission briefing, we didn't roll for it. After round one we found out that we were supposed to be rolling for it per the rulebook. It would've been handy in a situation like this, but such is life! We did roll for warlord traits, but both proved inconsequential.<br />
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<b>Turn One - Imperial Guard</b><br />
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Getting seized on always feels bad. I've been thinking about taking the second turn more often, just so that I can be the one trying to seize. Anyway, the damage was significant (Ravager blown away, Warrior's Raider fragged), but not terminal. The Warriors that survived their explosion were pinned, but at least didn't run, and a Reaver hiding in the trees was ganked by a (very) stray battlecannon blast. The Sentinels ran ahead of the objective to hide behind the ruin, no doubt with itchy promethium trigger fingers. The wyches were unharmed, and thee Hellions may or may not have lost one guy. Then, it was my (belated) first turn.<br />
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<b>Turn One - Dark Eldar</b><br />
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Time to pick up the pieces. Luckily my Reavers and Wyches were mostly intact, and so they raced up the west lank in accordance with the plan. The Reavers used their turbo-boost to hide behind the north-west wall, practically in Oliver's deployment zone. Tempted as I always am to bladvane targets of opportunity, in this case trying to fit them into the mess behind the AEgis line would have been counterproductive (and fatal), so I settled for biding my time.<br />
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Meanwhile, the Hellions leapt for the trees in the middle of the board, running to make it a bit closer, ready to launch splinter fire and assaults across the line next turn. They made their difficult terrain checks without incident. The Venom wheeled around and forwards, and I hoped next turn to be able to do some damage with the blaster on board, while maybe killing a guardsman or two with the splinter cannons. The turn ended without further incident, and I girded my loins for the next fusillade.<br />
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<b>Turn Two - Imperial Guard</b><br />
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As luck would have it, the Vendetta stayed off for now. Meanwhile, the Hellions copped a lot of heat from most of the army, being reduced to only three models. Amusingly, the Hydra failed to down the Venom, but the Sentinels had marched forwards and found themselves just in range to barbecue it, which they did. Four warriors were killed in the ensuing explosion, leaving just the blaster guy alive.<br />
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On the west, the Lord Commissar accompanied a single squad of guard in sallying forth from the AEgis line to rapid fire into the jetbikes. This was preceded by a blast from the heavy flamer of the Basilisk - I was surprised at this, since the wall was quite high and blocked line of sight completely, but I've always been a bit hazy on the rules for templates and LOS so I didn't make a scene. I must either clarify it or try and remember it for the future, though; my poor bikes are flame magnets. Luckily, three survived the onslaught, including both heat lances.<br />
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Just as I was counting my lucky stars, both the Hellions and the single blaster dude failed leadership and ran for the hills. Can't have everything I guess.<br />
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<b>Turn 2 - Dark Eldar</b><br />
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Unlike the tardy Imperial flyer, my Razorwing was prompt, which was nice because I desperately needed more forces! It came in immediately opposite the IG main infantry concentration, looking to thin out their numbers. <br />
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Then, the Hellions failed to rally and ran off the board, and the lone blaster did likewise, leaving me with no presence on the eastern flank at all.<br />
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In the centre, my warriors advanced slowly toward the objective, having rolled poorly for difficult terrain. The splinter cannon however was able to snap off some shots at the Gardsmen still behind the AEgis, and killed a couple. <br />
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The Reavers popped over the wall and fried the Basilisk in an eminently satisfying fashion. I did however manage to lose the third, non-heat lance biker in the explosion - oops - before leaping backwards to relative safety. Said explosion also aced the platoon commander, who happened to be the closest to the hapless vehicle. The rest of the platoon command squad was killed shortly after by errant monoscythe missiles. Despite being aimed at the point where the two squads overlapped, and adding dark lances into the autocannon heavy weapon squad to boot, not a single one of the weapon teams were killed. They could have shown their officer's squad a thing or two about using cover, for sure.<br />
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Then, I think the other squad behind the AEgis ran away, frolicking off the board in a cowardly cavalcade that was exceptionally handy for me.<br />
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My wyches advanced and disembarked, preparing to assault the bravely advancing Imperial Guardsmen. Tempted as I was to frag a bunch of them with a plasma grenade, I opted not to shoot so as not to leave myself swinging in the breeze. Or, for that matter, scattering hot plasma onto my scantily-clad self. Instead I skipped straight to assaulting. I lost a wych to overwatch, and another to the combat, but reduced the squad to just the heavy weapons team and the enemy Warlord himself. The squad sergeant accepted my Succubus' challenge, with immediately fatal consequences. Testing on the Lord Commissar's high, stubborn Ld, they held for round two.<br />
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<b>Turn Three - Imperial Guard</b><br />
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The Vendetta arrived, and promptly targeted the Razorwing, like almost all of the Imperial Guard army. The Sentinels moved in to become the undisputed masters of the eastern objective, and the autocannon squad fragged the Wych's Raider before it got any funny ideas. Miraculously, the Razorwing survived on locked velocity, with 1 Hull Point left, thanks to some poor shooting and good flickerfield saves. Which brought us on to combat, where the Lord Commissar challenged my Succubus, who eagerly accepted.<br />
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They duelled (cinematically!) on the bridge over the sewer, while the other wyches butchered the heavy weapons team. I think the two warlords each inflicted a wound on each other. Needless to say, the Commissar held his ground.<br />
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<b>Turn Three - Dark Eldar</b><br />
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At this point I had at best one action with the Razorwing. I couldn't hit the Vendetta - it was too close to me - and so I opted to have a crack at the Sentinels sitting happily on the objective. Two missiles and two dark lances produced one Hull Point of damage. So much for that.<br />
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The Reavers performed much better, however, instakilling two of the autocannon teams with their heat lances, then charging into the remaining one. Who refused to die, so that we drew combat.<br />
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In the other combat, it occurred to me that I didn't really want to win this combat on my turn, so I called a Glorious Intervention by my Hekatrix. Buoyed by a pain token from wiping the squad and rerolls from the bystanders, I figured she would be able to cut up the Commissar in two turns. In th end she did a wound that was saved on his refractor field, and he did a wound that she didn't feel, so we stayed where we were.<br />
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And of course while this was all happening, my warriors continued to approach the centre-west objective.<br />
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<b>Turn Four - Imperial Guard</b><br />
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It was turn 4, and we started to hear the ten minute warning music. Whaaat? Had we been playing so long? Oh well, time to hurry up a bit.<br />
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The Razorwing was easily knocked out of the air by the Hydra, while the Vendetta dropped into hovermode to attack the warriors getting dangerously close to the objective, reducing them to four.<br />
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In the melees, the autocannon team took a wound from the Reavers and legged it; the Reavers caught them in a sweeping advance to earn a pain token. I was about to declare that my Succubus would intervene in the challenge, when I remembered that I could only do that on my turn. Oops, well it was up to the Hekatrix after all! She failed to close out the deal, doing no damage and taking none from the resolute Commissar. <br />
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<b>Turn Four - Dark Eldar</b><br />
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The four remaining warriors took possession of the centre-west objective, giving me a chance. Then, the Reavers annihilated the Chimera containing the Veterans; many veterans died in the explosion and in another lucky break, the remainder fled from the board. His bridge objective, so secure just a couple of turns ago, was now seriously shaky. I'd wiped out all his Troops, so only is Sentinels and Vendetta could now score. But I was running low on scoring units myself, and I needed to finish off his Commissar so that my Wyches could score the objective behind his AEgis line - not least to give me another chance should he wipe my warriors next turn.<br />
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So, the Succubus intervened for real, telling the Hekatrix sharply that she'd had her chance! A flurry of blows later, and the Lord Commissar was left on one wound; he stubbornly stayed in the uneven fight.<br />
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<b>Turn Five - Imperial Guard</b><br />
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We weren't sure if we would be able to finish turn 5, but we agreed to go for it and call it a draw (one objective each) if we didn't finish in time.<br />
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His Vendetta killed two of the warriors on my objective; his Leman Russ killed one of the two Reavers. His Hydra failed to meaningfully contribute. With bated breath I rolled my Ld checks, and passed both. Huzzah!<br />
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Then we moved to melee. All I had to do was take his Commissar's last wound, and stroll onto his objective in my turn and I was home free. My Succubus smashed three wounds into him, and he... made three refractor field saves? Fuck!<br />
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<b>Turn Five - Dark Eldar</b><br />
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My last Reaver went for his hovering Vendetta, and immobilised it! No scoring for him. The warriors sat, scoring their objective. My Succubus launched some more volleys of blows, and eventually brought down the valiant Commissar, after seven rounds of melee combat! It was up to the consolidate move to score the objective. I measured the distance before rolling - they were just under 7" away, so I needed a four. I rolled a five, and took the lead for the first time.<br />
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Here, we checked the clock, and discovered that we were 20 minutes after the end time that we had been told. Unsure of the go, we agreed to call it there. Presumably the other organisers needed the data from the game to plot the next round? However, we later noticed other people playing through lunch, so I couldn't help but feel a heel. We would probably have drawn had we gone to turn six, and he would definitely have won if we'd gone to turn seven. So it would have been nice if clearer direction on timing had been provided.<br />
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Still, the result stood. I got away with one there. Thanks very much for Oliver, who was a very generous and engaging opponent; hopefully next year you'll get the chance to level the score!Creeping Darknesshttp://www.blogger.com/profile/11016745853034606300noreply@blogger.com0tag:blogger.com,1999:blog-3935998883045881735.post-49178335731037436362013-02-01T16:13:00.000+11:002013-02-01T16:13:41.483+11:00Arc40kI made it to the Arcanacon 40k tourney last week, for my first 40k tournament in almost ten years! I had a blast, thanks to everyone involved!<br />
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I'm working on putting up some batreps with pics, but since I didn't take enough photos for a blow by blow (out of practice, pushed for time... etc), I'm going to try and make some maps.<br />
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The bad news is it might be a little while! Check back in a couple of weeks, with any luck there'll be some action.<br />
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In the mean time, here are some other pics from the event.<br />
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These are my Dark Eldar, on one of the splendid tables available! <br />
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Here are a couple of the beautiful armies that were on show:<br />
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<br />Creeping Darknesshttp://www.blogger.com/profile/11016745853034606300noreply@blogger.com0tag:blogger.com,1999:blog-3935998883045881735.post-63250080006158748362013-01-17T14:59:00.000+11:002013-01-17T14:59:20.815+11:00Courting the ImprobableWarhammer 40K is, if nothing else, a game of dice. Random numbers generated in certain limited ways govern most of the actions through which we meaningfully interact with our counterparts. So its no surprise that managing probability has a central place in generalship.<br /><br />Much of the chatter regarding the randomness inherent in our game is focussed on ameliorating or avoiding those times that probability falls out of our favour. For example, take the number of forum posters bemoaning the switch to random charge distances in 6th ed, and the common advice to work with it by getting as close as possible.<br /><br />But, extremes of probability occur on either side of the mean. Sometimes the dice will simply fuck us. But other times, wild and unexpected success can happen - provided that we allow it to.<br />
<a name='more'></a><br />Take the random charge length. By getting as close as possible, we reduce the chance of an assault failing. There's nothing wrong with that, of course. But if the random charge length is only looked at through the prism of higher chances to fail, we rob ourselves of the upside; a much larger charge range.<br /><br />Some units simply don't care about the negative consequences of a failed charge, generally exposure to overwatch fire for no gain, or a turn out of position. Some enemy units pose only a small threat to the charger, or none at all, while units like Dreadnoughts and Monstrous Creatures can often wade through an average unit's overwatch quite comfortably. These units have gained much from random charge length, as they can now legitimately threaten units up to 18" away at the start of their turn! And if you try these long-shot assaults where appropriate, sometimes they will come off - maybe with game-defining implications.<br /><b><br />Unit-specific improbability</b><br />There are other ways to explore the same concept. One idea that's been kicking around in my head for a while is making sure the extremes of probability are in your favour.<br /><br />How? Consider the Ork. He has next to no armour, and only very limited ability to hit with any shooting. Thus, we expect him to die when wounded, and to miss when he shoots. If he should actually make an armour save, that is a pleasant surprise! Likewise, any shooting hits. This means that there is much more room to err on the side of what we would call good luck rather than the limited scope for the converse.<br /><br />For example, let's say a mob of twelve boys comes under heavy lasgun fire and takes twelve wounds. Our average result is two successful saves from those twelve wounds. A poor result would be only one or no saves - in this case the squad may be wiped out, but since it would have been reduced to two boyz remaining anyway, this is not such a big deal. On the other hand, if we get lucky we may end up with four or five boyz remaining - and that may be enough to achieve something, or at least cause another enemy to target the 'lucky' mob instead of moving on to a fresh threat. In this way, the extreme event helps our cause, while the other extreme is actually not so far away from the average.<br /><br />Compare that to the Space Marine. We expect him to pass his armour saves, and hit what he shoots, and he is accordingly worth many more points than the Ork. However, this means that his extremes of probability are all on the 'unfortunate' end of the spectrum. Consider that the squad may take three wounds. We would expect one space marine to die. If we get a little lucky, none will die, which is nice. But if we get a little unlucky, two or even three may die, a much worse result than only one. Thus, whenever probability is noticeable for the Space Marine player, it is a negative. More men are dying than should. More shots are missing their target than should. This happens because there is more room on that side of the probability spectrum; and is perceived by the player as bad luck simply because the improbable scenario is the adverse scenario.<br /><br />
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<b>Do they average out?</b><br />Clearly, a 6 point Ork is an inferior unit to a 14 point (thanks, Dark Angels!) Space Marine, and the relative point costs reflect their difference in abilities. If we level the points, say by taking 7 Orks and 3 Space Marines (both 42 points) we can more appropriately compare them. I've assumed here shoota-equipped Orks and Tactical Space Marines, for convenience.<br /><br />The most likely outcome, were they to exchange fire simultaneously, would be that no Space Marines die (44.9%) and 2 Orks die (32.9%). So the average outcome, unsurprisingly, favours the Space Marines.<br /><br />It is often the case that larger samples produce results that are closer to average. In this instance, were either side to take three uninterrupted volleys at each other (say if the other unit was preoccupied with another battlefield role), their odds of annihilating their foe are pretty similar (41.5% for the Orks, 39.1% for the Space Marines). If there was room for only two volleys, the Orks have a 20.2% chance of wiping out their enemy; the Space Marines can claim only a 6.6% chance of doing the same. In one volley, although the Space marines hold the average advantage, they have no chance of destroying all of the Orks with only 6 shots, while the Orks have an improbable, but possible (3.9%) chance of extirpating all 3 of the Space Marines from the scenario.<br /><br />In the 24 games that the Space Marines kill a pair of orks, not much of consequence happens. But the 1 game that the rabble of leftover Orks unexpectedly kills the rest of that damaged combat squad offers the potential of a significant reversal. If those three Space Marines happened to be holding an objective and are now dead, it could change the outcome of the game - in a way that Space Marines thinning the ranks of leftover Orks rarely would.<br /><br />Now, how many instances are there in a single game that this scenario could apply? If you've got 25 examples of units interacting with each other by shooting, engaging in melee combat - say 4 per game turn over six turns, with 1 tacked on somewhere - then a 4% chance (1/25) doesn't seem so unlikely to happen at least once in every game or two.<br /><br />So where do you want your improbable events? Will you expose yourself to the chance that things will go very right? Or simply hope that they don't go very wrong...<br />
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(I wanted to have a look at some systemic improbabilities, like Overwatch, Seize the Initiative, etc - but this is already a bit of an essay. So I'll leave that for next time!)Creeping Darknesshttp://www.blogger.com/profile/11016745853034606300noreply@blogger.com3tag:blogger.com,1999:blog-3935998883045881735.post-30189759462107936772012-11-01T15:44:00.000+11:002012-11-01T15:44:03.857+11:00Objective placement for fun and profit<div class="separator" style="clear: both; text-align: center;">
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Four of the six missions six allow the players to place the objectives. So, how can you best place the objectives to suit your game, and deny the enemy his?<br />
<a name='more'></a><br /><b>The Spread</b><br /><br />Dark Eldar are a fast army. We can effectively haul our butts around the table at a great rate of knots. Coupled with that, we are generally quite awful at holding objectives. We're great at taking them, but holding them... tends to involve dying rapidly. <br /><br />These factors combine to make optimal objective placement a thoroughly spread out affair. Place your objectives on far flung corners of the table, away from other clumps or clusters of objectives, especially when playing against a slow army. Ignore it for four turns, then send a half-dead squad of troops over with just enough time left to get out of their Raiders to claim it at the death. <br /><br />That's pretty straightforward. But there are plenty of other shenanigans that the enterprising archon can play with objective placement.<br /><br /><b>All your base are belong to... you?</b><br /><br />Playing an assault army? Why bother leaving a unit home to guard the ammo when you can just take your enemy's? <br /><br />Put all of your objectives in your opponent's half of the board. Make sure to give him some tough choices. For example, if he has an aegis with quad or something similar, you might be able to beat him to the punch - place an objective 3.5" in front of it. No more objective sitting cosily behind his front line, now he'll have to move a guy out from behind the line to claim it. And the best part, the 12" exclusion zone means that he won't be able to place another objective near it. Will he stick one down the line, or give up on it entirely? Either way his plan is already disrupted, and the game has barely started.<br /><br />For another one, place the objective in the opposite corner of his lines, preferably one with decent approach routes. With any luck he'll split his forces to take advantage of the extra victory points, only to fall into the dark eldar's cunning trap! While half of his army sits uselessly camping on the other side of the board, the dark eldar cut straight to the pain.<br /><br />Furthermore, the point for Linebreaker is almost certainly yours, and your opponent will likely not have enough units to send one into the quiet, objective-empty space of your own deployment zone. <br /><br />Reserves are, of course, something to be wary of, as is the increased complication of coordinating your force deep in enemy territory. Balanced against this is a somewhat improved protection from flyers; due to the manoeuvrabililty constraints imposed on them they may have difficulty acquiring targets. Even if you can arrange for your forces to be strafed only every other turn, as flyers come and go to maintain their attack vectors, this can substantially limit the damage you suffer.<br /><br /><b>I'll make you an objective you can refuse</b><br />Of course, you can't do this in the Emperor's Will mission, where you must each place a single objective in your own deployment zone. <br /><br />My favourite trick playing this mission's 5th ed analogue was to put my objective on an extreme flank, and deploy my army on the opposite extreme (or back then, null deploy and enter from the opposite side... we salvage what we can :). Thus, the opponent is wedged between the desire to take your objective, and presenting vulnerable flanks to your army. And when he spreads his forces to try and achieve both aims, defeat him in detail.<br /><br />If you're lucky, he will commit elites to your objective to deny it from you, little realising that you have no intention of taking your own objective. Then, you apply the full weight of your fury to bear on his objective, capturing it and neatly inverting the cross board dynamic as his elites now try to cross the board back towards their own edge.<br /><br />This can be particularly useful when going second. As objectives are placed before either side deploys, you can dummy your opponent into thinking that you will be deploying on one flank, only to leave your objective abandoned and his flanks exposed. And if you seize the initiative, well, the battle has been turned on its head.<br /><br />Just be sure not to lose yours in the process.<br />Creeping Darknesshttp://www.blogger.com/profile/11016745853034606300noreply@blogger.com2tag:blogger.com,1999:blog-3935998883045881735.post-21702300297993102872012-10-31T12:18:00.001+11:002012-10-31T12:19:26.884+11:00Overwatch!<div class="separator" style="clear: both; text-align: center;">
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I've been thinking about overwatch a lot, lately, and specifically trying to think of ways to get around it. After all, I don't like my wyches getting shot at the best of times... I suppose running in to assault is the best of times, and I certainly don't like being shot then. So no. I do not like my wyches being shot, ever :)<br />
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But what to do? Unfortunately I haven't had the chance to play a lot of 6th ed yet - precisely one game. So what follows is a brainstorm of sorts, of untested ideas to get the girls engaged without getting gimped.<br />
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<b>Take it</b><br />
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The easiest route is just to take the damn overwatch, and dare it to do any significant damage. Fine if you're an incubus, grotesque or wrack. Not so fine if you're a wych or a hellion.<br />
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Pain tokens will of course help out against a lot of overwatch fire. But will they help enough?<br />
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Say I manoeuvre some nine wyches into combat against a full, standard tac squad, complete with missile launcher and flamer. In the assault, I'd have a 64% chance of winning the first round outright, although the odds of winning the protracted combat aren't so crash hot. Anyway, if for whatever strategic reason I want to give it a run, how does overwatch affect me?<br />
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1 bolt pistol shot, 14 bolter shots, 1 krak missile shot and d3 flamer hits. The bolt rounds average 2.5 hits, 1.66 wounds. The krak missile averages 0.14 of a wound. The flamer averages 2 hits, 1.33 wounds. So on average 3.14 wounds.<br />
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A pain token would mitigate this slightly, though it could do nothing against the krak missile; leaving the average at 2.14 dead wyches. Of course I can only fit nine in the raider if I stick a haemy there. And with two less, my first round odds have dropped from 64% to 57% chance of winning; my chance to win the combat as a whole has probably dropped more precipitously.<br />
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Curiously, leaving the tenth wych at home to insert an haemonculus equilibrates to seven wyches hitting this enemy, the same as ten wyches without feel no pain charging. <br />
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Is there a better way?<br />
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<b>Take cover from it</b><br />
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Assaulting from cover gives you a cover save, which will generally be a 5+ or perhaps a 4+ if you've equipped a phantasm. In the aforementioned scenario a 5+ cover save reduces the wounds from bolters and the missile from 1.8 to 1.2; a 4+ save reduces the average to 0.9. However the flamer still inflicts an average 1.33 wounds, resulting in 2.53 and 2.23 wounds getting through the cover, respectively. <br />
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A pain token reduces this to 1.72 for a 5+ save, or 1.51 with a 4+ cover save. If you can somehow arrange to be assaulting with your phantasm hekatrix-led wyches from behind an aegis or other hard cover for the 3+ save, you are a master of battlefield positioning, and should suffer only 1.93 wounds, or 1.31 wounds with feel no pain.<br />
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At this stage it should be clear that a pain token is generally a better investment than cover by itself, but equally there is no reason not to try and get both. Particularly since flamers ignore cover, and S6+ ignores feel no pain... the more saves, the merrier.<br />
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Assaulting through cover has its drawbacks, the most salient of which is the reduced movement. The average assault distance for a <i>fleet</i> unit through cover is 8.1", compared to 9.5" in open terrain. If you are running a phantasm this isn't really a huge concern, since you will want to be within 8" anyway, but be mindful that you will have 10 - 20% extra chance of missing the assault. And then overwatch casualties were all for nothing!<br />
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Luckily wyches come with assault grenades, so striking last is not a problem.<br />
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<b>Block it</b><br />
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An easy trick for any imperial army seeking to limit the effect of overwatch on its dudesmen is to park a metal box in front of the majority of the enemy unit, leaving only a thin corridor for the chargers to navigate, but blocking line of sight and hence overwatch fire from the majority of the enemy.<br />
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That would be fantastically useful for a Dark Eldar army, particularly given the utility provided by an 18" flat out move. Unfortunately, all of our vehicles are rather inconsiderately hovering some distance above the ground. Not only that, but they are rather less box-like than their humie counterparts - not that that is necessarily a bad thing, but it does mean we have to think a bit harder to achieve line of sight blockage.<br />
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Really, we need to achieve this by wedging our enemies against terrain that blocks line of sight, which potentially also provides cover for the models that can be seen, while probably reducing the assault distance as discussed previously.<br />
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You could of course model your skimmers on very short bases or trailing large sheets beneath them to cover up the enemy. You may experience some unwanted side effects though, like people refusing to play you again :P<br />
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Allies are another option - just bring in some guard or marine allies to get cheap and plentiful metal boxes. However, placing these near your assault units, which is where they will ultimately want to be, is likely to force 'one eye open' checks, which in turn can screw your assault a lot harder than overwatch.<br />
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Also note that arc of fire is relevant to walkers that want to overwatch. If you can assault a dreadnought from behind, it won't get to fry you with its heavy flamers.<br />
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<b>Tank it</b><br />
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What to do when all else fails? Send in another unit to take the pain.<br />
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Units can only fire overwatch once per phase. Furthermore, once engaged they cannot fire at all. As charges are resolved sequentially, if a first unit succeeds in assaulting, or at least drawing overwatch fire from a target, a second unit can charge scot free.<br />
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Therefore, charge your target with something else before sending in the wyches.<br />
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Two categories of candidate units spring to mind: resilient units, and disposable units.<br />
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A resilient unit might be a talos, some incubi with a pain token, or some grotesques or something similar, something that can take the hits and probably keep coming. Reavers, with T 4 and 4+ cover save that they bring with them are worth a nod if there are no flamers around. A Donorian clawed fiend is particularly hilarious, since any wounds it does suffer from overwatch make it even more ferocious once it hits combat.<br />
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On the other end of the spectrum are units that you just don't care about. A single beastmaster with two khymerae will run you 36 points, and with 12" moves that ignore cover stand a good chance of being where you need them to be. A 4+ invulnerable gives them half a chance of surviving to reach the combat, and if they survive that the last one can repeat the trick next turn. <br />
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This can be tricky to do in 2 missions however, as the unit will give up a victory point in the Scouring, and also Purge the Alien. Neither case is optimal, and a 1/3 chance of not being so disposable bears some consideration. As a silver lining, in the Scouring you gain a very cheap scoring unit that can take a far-flung objective away from the main battle. Alternatively, consider 3 Mandrakes, who will only give up points in Purge, although they are not particularly fast; but to some extent infiltrate can ameliorate their lack of (super) speed. <br />
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You can also make some units mid-way between a resilient and a disposable unit. Reavers can be this, and a small squad of 5 scourges can do the job as well. Shardcarbines soften the target first, 4+ armour helps them tank overwatch, and the wyches then come in to do the dirty work. A pity scourges can't take haywire grenades, or they could do double duty with just the basic loadout.<br />
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<b>Beat it</b><br />
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That brings me to the other, perhaps more obvious way of mitigating overwatch: killing half of the target before you assault. <br />
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Frankly, Dark Eldar should be doing this anyway. Any squad will have a much easier time killing 5 space marines than 10. Losing fewer wyches to overwatch will be repaid doubly by losing fewer in assault, too. <br />
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And unlike some other options, we natively have plenty of tools to thin out their numbers by shooting. Razorwings, venoms and disintegrator ravagers get an honourable mention here.<br />
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Integrate it<br />
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Ideally the cunning Archon will have access to a little bit of everything listed here to make their assaults progress as smoothly as possible.<br />
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There's my theory hammer. Any other ideas? I hope to get the chance to test some of these in action soon, in the meantime let me know if you have experienced any particular success in the best of times, aka the Assault phase :)Creeping Darknesshttp://www.blogger.com/profile/11016745853034606300noreply@blogger.com0tag:blogger.com,1999:blog-3935998883045881735.post-51163096500160763032012-10-30T15:27:00.004+11:002012-10-30T15:35:34.881+11:00Dark Eldar Anti-Air ideas<div class="separator" style="clear: both; text-align: center;">
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We all know that its no longer enough to have anti-infantry and anti-tank firepower. We also need to have anti-air firepower. And to my mind, that puts the Dark Eldar in a slightly uncomfortable position. Below, I'll throw around some ideas on how to interdict some of the nasty new kids on the aircraft block.<br />
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Firstly, I want to mention that my beloved pointy-ears are quite capable of taking plenty of anti-tank. Some of my gaming buddies used to refer to the 'dark lance tax'; the number of vehicles that they would have to concede in each of my shooting phases :) Unfortunately though, the requirements for anti-air are a little different.<br />
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There's nothing wrong with shooting a dark lance at flyer if you have skyfire. Which, in our codex, basically means you are a Razorwing, or got extra lucky with your mysterious objective roll. If you don't have skyfire... well that fancy BS4 ain't gonna help. So our whole schtick of firing individual, precise and accurate beams to degrade the enemies armoured forces just isn't going to cut it in the sky.<br />
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Clearly then, Voidravens and Razorwings are our best defences against enemy air power. Coincidentally, they are also our offensive air force. Ironically, the one called a bomber is a better interceptor than the one called a jetfighter, but hey.<br />
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What are the other options though, if you want to fill your heavy support with Ravagers, Talos or (hells forbid!) a Cronos? To be honest I'm a bit stuck, but here goes.<br />
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<b>DE AA by the numbers</b><br />
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Some of the obvious candidates are simply pointing existing anti-tank units at the sky and hoping for the best. Here are some numbers for the sake of comparison; I didn't want to get bogged down in the range of different hull points and AVs, so the below is the harmonic mean of the chance to destroy a 3HP vehicle of AV 10, AV 11 and AV 12, for the sake of easy comparison.<br />
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<i>Unit Chance to destroy (wreck or explode)</i><br />
Voidraven 26.35%<br />
Razorwing 19.46%<br />
Reavers (2 heat lances, under 9") 11.29%<br />
Trueborn (4 blasters) 10.26%<br />
Ravager (3 dark lances) 7.61%<br />
Scourges (4 haywre blasters) 2.78%<br />
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No surprise that the Voidraven tops the list - and even with four missiles and a flickerfield, it is slightly more point-efficient than its stablemate the Razorwing (0.135 points per percentile, compared to 0.125 for a Razorwing with just a flickerfield). Curiously, the reavers with heat lances are a slightly better chance than the Trueborn with blasters; the extra dice of penetration and the AP 1 help tip them over the edge. Neither, of course, represents a particularly reliable plan.<br />
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Next, compare these with the 'common' options available through fortifications. I've included a couple of different BS options, since you do after all get to choose who mans the guns!<br />
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<i>Unit Chance to destroy (wreck or explode)</i><br />
Quad Gun (BS 5+) 33.83 %<br />
Quad Gun (BS 4) 29.24%<br />
Icarus Lascannon (BS 9, yay Lelith!) 20.09%<br />
Icarus Lascannon (BS 7) 18.91%<br />
Icarus Lascannon (BS 4) 14.18%<br />
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Huh. I guess that's why a Quad gun costs half as much again as the lascannon. Its also worthy of note that the chance to wreck by denuding hull points keeps the quad gun ahead of the lascannon, even against AV 12 (16.84% to 11.11% at BS4).<br />
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Note that the quad gun, even manned by a 9 point grunt, has a better chance to down the average plane than a Voidraven. Furthermore, by buying a tiny unit (say 3 Wracks for 30 points) to man it in an Aegis line it is more point-efficient too (0.2249 points per percentile).<br />
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So the common fortification anti-air option that everyone can take is better than anything natively available in our codex. Fair enough. Good to know, really. Maybe its time to think about how best to use them.<br />
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<b>Fire and Forget</b><br />
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The absolute easiest is to take the Aegis defence line, add quad gun, add three wracks to fire it. They get a 4+ cover save, 5+ feel no pain, are T 4 and fire with BS 4, and the whole package is 130 points, and incidentally gives any more of your foot guys somewhere to hide. Not too shabby, really.<br />
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<b>Wrackbunker</b><br />
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For more staying power, add more wracks, and add liquifiers. 10 wracks with two liquifiers will be a nasty prospect to assault off the gun, and not exactly easy to shoot off it. In fact its starting to get easier for your opponent to just shoot the gun! And if he does so, well, at least the wracks can move forward to burninate something ;)<br />
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<b>Haemonquadus</b><br />
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If the BS 4 isn't enough, consider adding a Haemonculus Ancient to man the guns. Adding him to the Wrackbunker will ensure some survivability, and BS 5 is as high as you will ever need. For extra funny, give him a shattershard for overwatching any smartarse characters or monstrous creatures that get funny assault related ideas. Unfortunately this can get expensive quickly, so probably best to keep it simple.<br />
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If you really want a cheap gunner and nothing more, you could always take a naked Archon and stick him with some wracks for wound-soaking. He also gives the incidental benefit of Ld 10, but you may want to ensure he isn't your warlord. You don't want to give your opponent two objectives for the price of one.<br />
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<b>Mandrake Air Traffic Control</b><br />
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You can get the quad gun on other platforms, notably the bastion. Three mandrakes is slightly more expensive than three wracks to act as gunners, but with Stealth they gain a 3+ cover save behind the battlements, and with infiltrate you are no longer restricted to your deployment zone when placing your fortification.<br />
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To elaborate, take one bastion with quad gun, and place it almost at the centreline of the table, where you will have a commanding field of fire. Enemy infiltrators are not allowed to deploy in your fortification, and you are allowed to infiltrate into it regardless of the proximity of the enemy, so you will always be allowed to stick three Mandrakes into your bastion. They will have to be on the battlements to fire the quad gun, but that's ok, the four heavy bolters in the bastion itself will automatically fire at the closest enemy units, albeit at BS 2. Which is why you deploy it forward; now, when the enemy advances, he will have to contend with irritating heavy bolter fire in his flank. Plus, the quaddie on top.<br />
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Or, if you have points and Elite slots to spare, put a second unit of three Mandrakes inside the bastion. This will let you fire (most of) the heavy bolters at BS 4, and also lock the odor so the enemy can't climb inside and turn your guns against you! Bonus points if your mandrakes somehow score a pain token from their heavy bolter duties :)<br />
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Of course, your dudes will probably get shot off the top, or grenaded out of the building. But in the mean time you've also placed a line of sight blocking model in a convenient place of the battlefield, and surely you have a Raider full of nasty pointy-eared space pirates ready to take a fulsome revenge now hiding behind it! Right?<br />
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Next post I might think about some allied options for effective air defence. Meanwhile, let me know what other ideas you have for AA solutions below. As you can see from the above, an entertaining one is just as good as an effective one...<br />
<!--9-->Creeping Darknesshttp://www.blogger.com/profile/11016745853034606300noreply@blogger.com0tag:blogger.com,1999:blog-3935998883045881735.post-63542483251360729242012-10-25T10:27:00.000+11:002012-10-30T15:29:18.270+11:00Null Deployment in 6th Ed<div class="separator" style="clear: both; text-align: center;">
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One of my favourite tricks in 5th ed was not deploying anything at all, forcing my opponent to advance lamely for two turns, then pouncing on his unprotected flank with great vengeance and furious anger! Sometimes Samuel L Jackson would even turn up personally to punctuate my manuoeveurs with his famous biblical bombast... actually he never returned my calls. But nevertheless, 6th ed has made it a lot harder for afficionados of the null deployment.<br />
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Well, except for daemons, anyway.<br />
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My Dark Eldar do not like going second, do not like deploying downrange of an army with plentiful long range firepower, and especially do not like doing so in the laterally restricted confines of the Hammer and Anvil deployment. After being smashed by a Fire Prism based Eldar army on the weekend, I've started thinking about some ways in which I can relive the good old days of hiding like the coward I am.<br />
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The obvious impediment is the rule limiting the amount of forces that can be placed in reserve - up to half of the units that are not obliged to start in reserve. The obvious work around is implicit; take flyers, they have to start in reserve! But that's not the be-all and end-all - after all, I don't really care if a Razorwing gets shot down, but I'm gutted when my wyches get nailed (and killed in the explosion etc...), especially if its turn one and they haven't had the chance to acquire jink save.<br />
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So, up to half suggests that, say, 4 of 9 eligible units could start in reserves, as 5 would exceed half. Whether this is subject to the general rule of rounding fractions up I'm not quite sure, but I'll assume not as it is the more limiting case. With that out of the way, what more can we do?<br />
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The next point to make is that units are counted regardless of size, and regardless of transports. An Archon is one choice. 10 Wyches on a Raider is one choice. You can see where this leads. Small, disposable units deploy. Larger, more valuable units reserve.<br />
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So this means there are two categories of unit that we can happily deploy. Disposable units, and tough units. Guess which there is more of in the Dark Eldar book! But in saying that, a Talos or Cronos can generally deploy quite happily, as long as it takes care to avoid the really big guns. Sometimes a Ravager with night shields can deploy perfectly safely, particularly if Night Fighting is on the menu. So there are some situational caveats, naturally.<br />
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Given that, let me try to make some kind of army list. <br />
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Deploying units:<br />
5 Warriors, blaster = 60 points<br />
5 Warriors, blaster = 60 points<br />
1 Beastmaster, 1 Khymerae = 24 points<br />
3 Trueborn, 1 dark lance = 61 points<br />
Ravager, dark lances, night shields = 115 points<br />
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Reserving units:<br />
Succubus, haywire, agoniser and power axe = 105 points (I know, I know... but I painted her and now I like her...)<br />
8 Wyches, razorflail, haywire, Hekatrix with agoniser, Raider = 196 points<br />
10 Warriors, splinter cannon, blaster, sybarite with blast pistol, Raider = 200 points<br />
4 Trueborn, blasters, Venom = 173 points<br />
6 Reavers, 2 heat lances, 2 cluster caltrops = 196 points<br />
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Must reserve:<br />
Razorwing, flicker field = 155 points<br />
Razorwing, flicker field = 155 points<br />
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Total: 1500 points<br />
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Obvious problem is obvious: going second will give away first blood. Every, single, time. Shit happens. If you were playing dark eldar, you were probably resigned to that anyway. Also, kill points in purge hurt (15), and giving away a vp for two models in the Scouring is not optimal. But seriously, when you play scouring, how hard is it to hide two guys?<br />
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So, not optimised, but a test list. Does it achieve our objective? It deploys 320 points, 21.3% of the total. A lot of those are infantry that should be able to find somewhere to hide. If there's no Night fight for the ravager to hide, it can always swap with the reavers, too. Most of the firepower and objective taking power is in reserve. So generally, forces are conserved by null deployment.<br />
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How about the distraction units? do they bring something to the table? They bring a dark lance, ten extra backfield objective holders, and a laughably disposble beast squad - whose real purpose, if it survives the first turn shooting gallery, is to tank overwatch hits when the wyches decide to get stuck in.<br />
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No doubt, this idea needs evolving to become a workable battlefield tactic. And the worst matchup, in my opinion, of Purge/Hammer is still really nasty. But hey, one turn less of being shot to shit is all good for me!<br />
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Any ideas on how your army can exploit deployment? Daemons, of course, need not apply!Creeping Darknesshttp://www.blogger.com/profile/11016745853034606300noreply@blogger.com0tag:blogger.com,1999:blog-3935998883045881735.post-74829825532846789712012-09-14T16:22:00.000+10:002012-10-30T15:29:45.532+11:00Maths of 6th ed: the fleet assault through terrain reroll guideLike I said last post, so long ago, here is a guide to which dice to reroll to get the most out of your fleet assault units going through terrain.<br />
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<a href="http://1.bp.blogspot.com/-KVDWvXJZLCk/UFLLs44kA7I/AAAAAAAAAIg/fduaz4joTQQ/s1600/Terrain+Fleet+assault+guide.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="640" src="http://1.bp.blogspot.com/-KVDWvXJZLCk/UFLLs44kA7I/AAAAAAAAAIg/fduaz4joTQQ/s640/Terrain+Fleet+assault+guide.png" width="390" /></a><br />
The die results are shown against the target (ie, the distance that you need to assault). A 2- in a column means a result of 2 or less; 2+ means 2 or more.<br />
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So for example if I wanted to assault 4", rolled a 5, 2, 1, I would reroll the 2 and the 1. If I rolled a 2, 1, 1, I would reroll all three. And obviously, if I succeeded, I wouldn't reroll at all!<br />
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Finally, the lines that read 'any other fail', can be collectively represented by rerolling the lowest two dice. So if I wanted an 8, rolled 4, 3, 3, I would reroll the 3, 3 and keep the 4.<br />
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I haven't tried printing it yet. My initial hope was that I could fit something like this on a playing card, to be a handy pocket assault guide; more design work required.<br />
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In the meantime, since I may not ever get around to doing it, hope this helps :)Creeping Darknesshttp://www.blogger.com/profile/11016745853034606300noreply@blogger.com0