XU-Mockingbird
24.3k views17 days ago
Commander
Size: 100Salt sum: 47.01
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Commander
Obeka, Brute Chronologist
: The player whose turn it is may end the turn. (Exile all spells and abilities from the stack. The player whose turn it is discards down to their maximum hand size. Damage wears off, and "this turn" and "until end of turn" effects end.)
Legendary Creature - Wizard Ogre
Commander
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Artifact
Artifact
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Creature
Elegy Acolyte
Lifelink
Whenever one or more creatures you control deal combat damage to a player, you draw a card and lose 1 life.
Void — At the beginning of your end step, if a nonland permanent left the battlefield this turn or a spell was warped this turn, create a 2/2 colorless Robot artifact creature token.
Whenever one or more creatures you control deal combat damage to a player, you draw a card and lose 1 life.
Void — At the beginning of your end step, if a nonland permanent left the battlefield this turn or a spell was warped this turn, create a 2/2 colorless Robot artifact creature token.
Creature - Human Cleric
Emperor of Bones
At the beginning of combat on your turn, exile up to one target card from a graveyard.
: Adapt 2.
Whenever one or more +1/+1 counters are put on this creature, put a creature card exiled with this creature onto the battlefield under your control with a finality counter on it. It gains haste. Sacrifice it at the beginning of the next end step.
: Adapt 2.
Whenever one or more +1/+1 counters are put on this creature, put a creature card exiled with this creature onto the battlefield under your control with a finality counter on it. It gains haste. Sacrifice it at the beginning of the next end step.
Creature - Skeleton Noble
Enduring Curiosity
Flash
Whenever a creature you control deals combat damage to a player, draw a card.
When Enduring Curiosity dies, if it was a creature, return it to the battlefield under its owner's control. It's an enchantment. (It's not a creature.)
Whenever a creature you control deals combat damage to a player, draw a card.
When Enduring Curiosity dies, if it was a creature, return it to the battlefield under its owner's control. It's an enchantment. (It's not a creature.)
Creature Enchantment - Cat Glimmer
Generous Plunderer
Menace
At the beginning of your upkeep, you may create a Treasure token. When you do, target opponent creates a tapped Treasure token.
Whenever this creature attacks, it deals damage to defending player equal to the number of artifacts they control.
At the beginning of your upkeep, you may create a Treasure token. When you do, target opponent creates a tapped Treasure token.
Whenever this creature attacks, it deals damage to defending player equal to the number of artifacts they control.
Creature - Human Rogue
Grim Servant
Menace
When this creature enters, search your library for a card with mana value less than or equal to your devotion to black, reveal it, put it into your hand, then shuffle. You lose 3 life. (Each in the mana costs of permanents you control counts toward your devotion to black.)
When this creature enters, search your library for a card with mana value less than or equal to your devotion to black, reveal it, put it into your hand, then shuffle. You lose 3 life. (Each in the mana costs of permanents you control counts toward your devotion to black.)
Creature - Zombie Warlock
Jaxis, the Troublemaker
, , Discard a card: Create a token that's a copy of another target creature you control. It gains haste and "When this token dies, draw a card." Sacrifice it at the beginning of the next end step. Activate only as a sorcery.
Blitz (If you cast this spell for its blitz cost, it gains haste and "When this creature dies, draw a card." Sacrifice it at the beginning of the next end step.)
Blitz (If you cast this spell for its blitz cost, it gains haste and "When this creature dies, draw a card." Sacrifice it at the beginning of the next end step.)
Legendary Creature - Human Warrior
Possibility Technician
Whenever this creature or another Kavu you control enters, exile the top card of your library. For as long as that card remains exiled, you may play it if you control a Kavu.
Warp (You may cast this card from your hand for its warp cost. Exile this creature at the beginning of the next end step, then you may cast it from exile on a later turn.)
Warp (You may cast this card from your hand for its warp cost. Exile this creature at the beginning of the next end step, then you may cast it from exile on a later turn.)
Creature - Artificer Kavu
Pyrogoyf
Pyrogoyf's power is equal to the number of card types among cards in all graveyards and its toughness is equal to that number plus 1.
Whenever this creature or another Lhurgoyf creature you control enters, that creature deals damage equal to its power to any target.
Whenever this creature or another Lhurgoyf creature you control enters, that creature deals damage equal to its power to any target.
Creature - Lhurgoyf
Rionya, Fire Dancer
At the beginning of combat on your turn, create X tokens that are copies of another target creature you control, where X is one plus the number of instant and sorcery spells you've cast this turn. They gain haste. Exile them at the beginning of the next end step.
Legendary Creature - Human Wizard
Snapcaster Mage
Flash
When this creature enters, target instant or sorcery card in your graveyard gains flashback until end of turn. The flashback cost is equal to its mana cost. (You may cast that card from your graveyard for its flashback cost. Then exile it.)
When this creature enters, target instant or sorcery card in your graveyard gains flashback until end of turn. The flashback cost is equal to its mana cost. (You may cast that card from your graveyard for its flashback cost. Then exile it.)
Creature - Human Wizard
Starwinder
Whenever a creature you control deals combat damage to a player, you may draw that many cards.
Warp (You may cast this card from your hand for its warp cost. Exile this creature at the beginning of the next end step, then you may cast it from exile on a later turn.)
Warp (You may cast this card from your hand for its warp cost. Exile this creature at the beginning of the next end step, then you may cast it from exile on a later turn.)
Creature - Leviathan
Creature
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Enchantment
Animate Dead
Enchant creature card in a graveyard
When this Aura enters, if it's on the battlefield, it loses "enchant creature card in a graveyard" and gains "enchant creature put onto the battlefield with this Aura." Return enchanted creature card to the battlefield under your control and attach this Aura to it. When this Aura leaves the battlefield, that creature's controller sacrifices it.
Enchanted creature gets -1/-0.
When this Aura enters, if it's on the battlefield, it loses "enchant creature card in a graveyard" and gains "enchant creature put onto the battlefield with this Aura." Return enchanted creature card to the battlefield under your control and attach this Aura to it. When this Aura leaves the battlefield, that creature's controller sacrifices it.
Enchanted creature gets -1/-0.
Enchantment - Aura
Fable of the Mirror-Breaker
(As this Saga enters and after your draw step, add a lore counter.)
I — Create a 2/2 red Goblin Shaman creature token with "Whenever this token attacks, create a Treasure token."
II — You may discard up to two cards. If you do, draw that many cards.
III — Exile this Saga, then return it to the battlefield transformed under your control.
I — Create a 2/2 red Goblin Shaman creature token with "Whenever this token attacks, create a Treasure token."
II — You may discard up to two cards. If you do, draw that many cards.
III — Exile this Saga, then return it to the battlefield transformed under your control.
Enchantment - Saga
Underworld Breach
Each nonland card in your graveyard has escape. The escape cost is equal to the card's mana cost plus exile three other cards from your graveyard. (You may cast cards from your graveyard for their escape cost.)
At the beginning of the end step, sacrifice this enchantment.
At the beginning of the end step, sacrifice this enchantment.
Enchantment
Enchantment
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Instant
Consult the Star Charts
Kicker (You may pay an additional as you cast this spell.)
Look at the top X cards of your library, where X is the number of lands you control. Put one of those cards into your hand. If this spell was kicked, put two of those cards into your hand instead. Put the rest on the bottom of your library in a random order.
Look at the top X cards of your library, where X is the number of lands you control. Put one of those cards into your hand. If this spell was kicked, put two of those cards into your hand instead. Put the rest on the bottom of your library in a random order.
Instant
Into the Flood Maw
Gift a tapped Fish (You may promise an opponent a gift as you cast this spell. If you do, they create a tapped 1/1 blue Fish creature token before its other effects.)
Return target creature an opponent controls to its owner's hand. If the gift was promised, instead return target nonland permanent an opponent controls to its owner's hand.
Return target creature an opponent controls to its owner's hand. If the gift was promised, instead return target nonland permanent an opponent controls to its owner's hand.
Instant
Instant
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Land
Land
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Planeswalker
Saheeli Rai
+1: Scry 1. Saheeli Rai deals 1 damage to each opponent.
−2: Create a token that's a copy of target artifact or creature you control, except it's an artifact in addition to its other types. That token gains haste. Exile it at the beginning of the next end step.
−7: Search your library for up to three artifact cards with different names, put them onto the battlefield, then shuffle.
−2: Create a token that's a copy of target artifact or creature you control, except it's an artifact in addition to its other types. That token gains haste. Exile it at the beginning of the next end step.
−7: Search your library for up to three artifact cards with different names, put them onto the battlefield, then shuffle.
Legendary Planeswalker - Saheeli
Planeswalker
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Sorcery
Molten Collapse
Choose one. If you descended this turn, you may choose both instead. (You descended if a permanent card was put into your graveyard from anywhere.)
• Destroy target creature or planeswalker.
• Destroy target noncreature, nonland permanent with mana value 1 or less.
• Destroy target creature or planeswalker.
• Destroy target noncreature, nonland permanent with mana value 1 or less.
Sorcery
Twinflame
Strive — This spell costs more to cast for each target beyond the first.
Choose any number of target creatures you control. For each of them, create a token that's a copy of that creature, except it has haste. Exile those tokens at the beginning of the next end step.
Choose any number of target creatures you control. For each of them, create a token that's a copy of that creature, except it has haste. Exile those tokens at the beginning of the next end step.
Sorcery
Sorcery
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Maybeboard
Flow State
Look at the top three cards of your library. Put one of them into your hand and the rest on the bottom of your library in any order. If there is an instant card and a sorcery card in your graveyard, instead put two of them into your hand and the rest on the bottom of your library in any order.
Sorcery
Maybeboard
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Deck Info
Deck stats
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Deck extras (0)
Description
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"}},{"insert":"\nA link to my deck list can be found here: "},{"attributes":{"link":"https://archidekt.com/decks/2172726/obeka_cheat_and_copy_dech_tech"},"insert":"https://archidekt.com/decks/2172726/obeka_cheat_and_copy_dech_tech"},{"attributes":{"align":"center"},"insert":"\n"},{"insert":"\n\nIntroduction"},{"attributes":{"header":2},"insert":"\n"},{"insert":"Hello again! This is an extended primer on the Obeka, Brute Chronologist deck! I’m writing this because after making my original Obeka video, it got me thinking about how to improve the deck, and the resulting brainstorm lead me to change almost a quarter of the cards in the list. I am confident enough in my experience and prowess in playing and designing this deck that I have at least some authority to say what is what, and it is for this reason that I have come back to rewrite this primer. So, strap in because this is going to be a long one! And I hope you enjoy reading about, and playing, the most fun deck in EDH!!\n\nWhat can you expect/Is Obeka for you?"},{"attributes":{"header":2},"insert":"\n"},{"insert":"Obeka is an incredibly unique and aggressive extra turns combo deck, taking advantage of the three red time walks; Final Fortune, Last Chance and Warrior’s Oath, and copy effects to attempt to set up an infinite turn loop as early as turn 4. With extra turns comes extra combats, and the deck is well positioned to take advantage of this, with combat damage and attack triggers filling a large part of the deck’s value plan. This combines into a deck which can quickly get out of hand, deploying multiple copies of game ending threats to finish people off. Unlike a typical combo deck, the combat phase is integral to this deck’s game plan, which leaves a strong mid to late game of attacking people down if we are prevented from comboing off. So, if any of this sounds appealing to you, then maybe Obeka just might be the deck to play!\n\nWhat does Obeka do?"},{"attributes":{"header":2},"insert":"\n"},{"insert":"In the age of paragraph-filled, double-sided legends, Obeka’s one line of text is deceptively simple. \n“{T}: The player whose turn it is may end the turn.”\nIt’s not particularly impressive on a surface level glance, is it? Let’s have a look at her reminder text to understand what activating this ability actually does.\n“Exile all spells and abilities from the stack. The player whose turn it is discards down to their maximum hand size. Damage wears off, and “this turn” and “until end of turn” effects end.” \nThe part of this ability that matters the most for the deck is the very first sentence. Obeka gives us the ability once each turn to choose to exile everything on the stack.\nIf we use this ability in combination with cards that are beneficial effects with downsides as triggers at the end of the turn, we can reap all the rewards and suffer none of the consequences, tapping Obeka and exiling all triggers at the end of the turn.\nThe strongest cards that this applies to is the three red time walks, all of which, for two red mana, read as follows.\n“Take an extra turn after this one. At the beginning of that turn’s end step, you lose the game.”\nWith Obeka, when the trigger of losing the game goes on the stack at the end step, we can tap her to exile that trigger forever, and we have a 2 mana extra turn for no cost.\nThe cards to look out for in this deck where this is relevant is anything that says, “At the beginning of the next end step, -------.” Expect to use these cards to their full effect with none of the requisite downside.\n\nA full list of such cards is here:\n\nEmperor of Bones"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Possibility Technician"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Redoubled Stormsinger"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Jaxis, the Troublemaker"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Kiki-Jiki, Mirror Breaker"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Quantum Riddler"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Rionya, Fire Dancer"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Starwinder"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Determined Iteration"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Underworld Breach"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Fable of the Mirror-Breaker//Reflection of Kiki-Jiki"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Final Fortune"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Devastating Onslaught"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Ideas Unbound"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Last Chance"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Molten Duplication"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Twinflame"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Warrior’s Oath"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Saheeli Rai"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"\nA use case for Obeka’s ability which comes up surprisingly often is that you can activate it in response to an opponent’s spell to let the player whose turn it is choose to exile that spell by ending their own turn. Most often this will be someone pointing a kill spell at something you have on your turn, you can simply activate Obeka and end the turn in response and you will save whatever was going to get killed. This is helpful for defending Obeka against being killed during crucial combo turns and can keep you alive in a tight spot.\nWhile it is possible to build Obeka to counter other triggers, for example the end of combat triggers that creatures with myriad have, it is much better to build our deck so that all of our triggers are concentrated at the end step, so that we can exile all of them at once. It also means that we don’t have to sacrifice our whole second main phase, which is a big deal.\nAdditionally, with the exception of our extra turn spells, the downside from our effects is not backbreaking and will typically just entail losing a temporary thing that we gained this turn, like a token copy with Twinflame. There are some lists playing things like Avaricious Dragon and Psychic Vortex, which give a benefit with a catastrophic downside of discarding your hand if you don’t manage to avoid the trigger. Don’t play these cards, they are bad.\nWith the commander explained, let’s get into the meat of the guide, how to play the deck!\n\n"},{"attributes":{"header":2},"insert":"\n"},{"insert":"How to Play"},{"attributes":{"header":2},"insert":"\n"},{"insert":"As stated previously, Obeka is an extra turns combo deck. It intends to create a game state where the only person untapping for another turn is yourself, and winning from there, however, due to the nature of how I have built this deck it is not tunnel visioned into this singular goal, and each combo piece is just as serviceable outside of going for infinite turns as it is within it.\nThe deck, whilst utilising the ability of the commander does not fold without it, there are multiple redundancies in the deck, like Sundial of the Infinite, and even if you are locked out of ending your own turn, your opponents still have to contend with your extensive card advantage pieces and a suite of efficient threats, copied and with haste.\nTo this end, the deck plays to an aggressive combat-oriented strategy just as well, with the ability to output staggeringly high damage numbers, extra turns after all, means extra combats. With creature copiers like Rionya, Fire Dancer and Molten Duplication, we can have multiple of our best creatures with haste and ready to attack immediately which can and will quickly pressure our opponents down.\nThe creature suite of the deck is comprised of creatures that are either excellent to copy, or copy creatures themselves, and the specific creatures chosen are either best in class for their desired effect (Spellseeker, Starwinder and Professional Face-Breaker), and/or scale incredibly well in multiples (Possibility Technician, Redoubled Stormsinger and Pyrogoyf).\n It is an unusually low creature count for a combat deck, at only 25, but if we have even one creature on the battlefield, each copy spell in our deck becomes effectively another copy of that creature we could draw, which helps balance it out, and means we only need to play the absolute top tier creatures.\nA large amount of these creatures draw cards, and in large quantities, especially when copied, which means that we are likely to see some notable combo pieces when we put the top quarter, half or even more of our deck into our hands, with which we can then end the game.\nWith that said, here is a compilation of the infinite combos in the deck. These are not the only ways to win, and arguably not even the only combos, but I will cover those later as they pertain to individual cards more than these do. This deck can seem like a storm deck if you squint hard enough, extra turn spells do generate mana after all.\n\n\nCombos"},{"attributes":{"header":1},"insert":"\n"},{"insert":"\nElementalist Loop"},{"attributes":{"header":2},"insert":"\n"},{"insert":"\nThese combos have a large amount of redundancy in their moving parts, and it would be a bit messy for me to list every single variation, however I will list the notable ones, and I will provide a crib sheet so that I can categorise each combo piece. For this reason, I will also not be including the mana requirements in the prerequisites, its varied between which exact piece you have.\n\nElementalists: (Pinnacle Monk, Ardent Elementalist) These return an instant or sorcery from your graveyard to your hand."},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Time Walks: (Final Fortune, Last Chance, Warrior’s Oath) These take an extra turn for 2 red mana."},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Copy Creatures: (Jaxis, the Troublemaker, Rionya, Fire Dancer, Kiki-Jiki, Mirror Breaker, Reflection of Kiki-Jiki) These create one or more token copies of a creature you control each turn. Determined Iteration can be included here if there is already a token copy of the creature that must be copied."},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Turn Ender: (Obeka, Brute Chronologist, Sundial of the Infinite) These end your turn on command."},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"\nThe most basic variant of this combo, therefore, is as follows:\n\nPrerequisite: Time Walk in hand. Turn ender on battlefield. Elementalist on battlefield. Copy Creature on battlefield.\nCast Time Walk."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Make a token copy of the Elementalist with the Copy Creature."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Return Time Walk to hand."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Use Turn Ender to keep Elementalist copy and avoid death trigger."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Untap on extra turn and repeat."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Result: Infinite turns, +1 Elementalist per turn.\n\nWith enough mana, the cards Devastating Onslaught and Twinflame can also be used in place of the Copy Creature.\nCast Time Walk."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Devastating Onslaught X=2 Targeting the Elementalist."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Return Time Walk and Devastating Onslaught to hand."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Use Turn Ender to keep Elementalist copy and avoid death trigger."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Untap on extra turn and repeat."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Result: Infinite turns, +2 Elementalists per turn.\n\nFor Twinflame, it is the same but requires two Elementalists already in play to target with the strive effect of Twinflame.\nCast Time Walk."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Strive Twinflame, targeting both Elementalists."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Return Time Walk and Twinflame to hand."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Use Turn Ender to keep Elementalist copy and avoid death trigger."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Untap on extra turn and repeat."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Result: Infinite turns, +2 Elementalists per turn.\n\nThese do not have to all be on the board at the same time, and none of them have to be on the board to begin with either, here is an example that starts from nothing.\nCast Obeka."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Cast Time Walk."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Untap on Extra turn."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Cast Elementalist."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Return Time Walk."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Cast Time Walk."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Activate Obeka to exile death trigger."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Untap on Extra turn."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Cast Rionya, Fire Dancer."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Make a Copy of Elementalist."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Return Time Walk."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Cast Time Walk."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Activate Obeka to exile death trigger."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Untap on Extra turn. Repeat from step 10."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"\nThere are many variants of this loop. But from the basic one you can see that there is a lot of redundancy, and many of the combo pieces are value tools in the deck, that incidentally lock together into this win, so rather than being a clunky 4 card combo, with Obeka as the commander, and the ease of access to each of the parts, it often plays like a two or even one card combo.\n\nBreach Loop"},{"attributes":{"header":2},"insert":"\n"},{"insert":"\nThe second combo is again one that allows us to repeatably cast our Time Walks over and over again. This one is less clean but in turn requires less parts and is much cheaper to start.\nThe idea with this loop is that with Underworld Breach, we can cast our Time Walks from our graveyard by paying RR and exiling 3 other cards. With Obeka, we can end the turn in response to Underworld Breach’s trigger to sacrifice itself at the beginning of the end step and keep it into our next turn. So long as we can add 3 cards to our graveyard each turn, we have infinite turns. Often this is achieved by discarding to hand size.\n\nAn example of this is as follows. Obeka and 3 copies of Enduring Curiosity are on the battlefield, 7 Cards in hand.\nCast Time Walk."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Attack with 3 Enduring Curiosities, draw 9 cards."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Discard cards to hand size."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Untap on Extra Turn."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Cast Underworld Breach."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Exile 3 cards from graveyard to escape Time Walk."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Attack with 3 Enduring Curiosities, draw 9 cards."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Activate Obeka to exile death trigger and Underworld Breach sacrifice trigger."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Discard cards to hand size."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Untap on Extra Turn. Repeat from step 6."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"\nThis gives us two ways to achieve infinite extra turns, and they are both very strong. The Underworld Breach line is cheaper and more efficient, but the Elementalist line allows finer resource control when you are executing the combo and is easier to tutor for and recur the pieces for. Both are equally good at incidentally having the set up for the combo once you draw that final piece.\nThe following two lines are longer combos, and they result in the Elementalist loop, but they are often the way the loop is achieved, so they are both worth mentioning.\n\nGrim Servant Line"},{"attributes":{"header":2},"insert":"\n"},{"insert":"\nThe basics of this line is that, with Obeka in play, Grim Servant plus any Time Walk or copy spell is a win if you follow the correct steps (Twinflame or Molten Duplication are the copy spells usually, as they are the cheapest, but with enough mana, any copier works). It takes advantage of not only Obeka’s turn ending ability but also her single black pip in her cost, allowing Grim Servant to come down and immediately tutor for a 2 drop.\nThe base version of the line, therefore, is as follows.\nPrerequisite: Grim Servant and either a Time Walk or a copy spell in hand, Obeka on board. More than 15 Life.\nCast Grim Servant"},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Grim Servant ETB, devotion is 2, tutor for either a Time Walk or a copy spell, whichever you don’t currently have."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Cast Time Walk."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Untap on Extra Turn."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Cast the copy spell on Grim Servant"},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Grim Servant ETB, devotion is 3, tutor for Determined Iteration."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Cast Determined Iteration."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Move to combat, copy Grim Servant with Determined Iteration."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Grim Servant ETB, devotion is 4, tutor for Time Walk."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Cast Time Walk."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Activate Obeka to keep Grim Servants and to not die."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Untap on Extra Turn."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Move to combat, copy Grim Servant with Determined Iteration."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Grim Servant ETB, devotion is 5, tutor for Ardent Elementalist."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Elementalist ETB, return Time Walk."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Cast Time Walk."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Activate Obeka to keep Grim Servants and to not die."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Untap on Extra Turn."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Move to combat, copy Grim Servant with Determined Iteration."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Grim Servant ETB, devotion is 6, tutor for any copier except Rionya."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Copy Elementalist with the copier."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Activate Obeka to keep Grim Servants, Elementalists and to not die."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Untap on Extra turn."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"\nFrom here we have the token copy of our Elementalist to copy every turn with Determined Iteration, and the Time Walk in out graveyard to infinitely cast. This is the most basic variant of the Grim Servant Line but also it starts with the fewest moving pieces, if you had Rionya on the field to begin with, it would be far quicker. This case allows us to simply go follow this route.\n\nCast Grim Servant"},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Grim Servant ETB, devotion is 2, tutor for Time Walk."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Cast Time Walk."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Move to combat, copy Grim Servant twice with Rionya."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Grim Servant ETB, devotion is 4, tutor for Ardent Elementalist."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Grim Servant ETB, devotion is 4, tutor for anything."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Activate Obeka to keep Grim Servants and to not die."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Untap on Extra Turn."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Cast Elementalist."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Elementalist ETB, return Time Walk"},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Cast Time Walk."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Move to combat, copy Elementalist twice with Rionya."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"And we are off.\n"},{"attributes":{"header":2},"insert":"\n"},{"insert":"Spellseeker Line"},{"attributes":{"header":2},"insert":"\n"},{"insert":"\nThe deck has been made to be as Spellseeker-friendly as possible and therefore there are lots of high-impact 1 and 2 mana spells to find. In the eventuality that you find yourself with a Spellseeker and a way to copy it every turn, you can follow this line.\nPrerequisites: Obeka and a Copy Creature on the field.\nCast Spellseeker."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Spellseeker ETB, tutor for Time Walk."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Cast Time Walk."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Copy Spellseeker with Copy Creature."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Spellseeker ETB, tutor for Time Walk."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Activate Obeka to keep Spellseeker copy."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Untap on Extra Turn."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Cast Time Walk."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Copy Spellseeker with Copy Creature."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Spellseeker ETB, tutor for Demonic Tutor."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Cast Demonic Tutor, find Elementalist."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Activate Obeka to keep Spellseeker copy and to not die."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Cast Elementalist."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Elementalist ETB, return Time Walk."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Cast Time Walk."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Copy Elementalist with Copy Creature."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Elementalist ETB, return Time Walk."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"And once again, we are off.\n\nBoth of these lines require a lot of things to actually be in the deck, so if you find yourself in a scenario where you have the set up for these lines but not all the pieces in the deck, be resourceful, once you play the deck enough you should be able to find the line once you think about it a bit. But don’t worry if that takes a bit of practice, the deck is quite complex.\nThe typical game plan from turn one should not typically be a direct line to the combo, you are lucky if it is, but that is not often the case. In these instances, you should be looking to generate as much value as possible using your creatures and copy spells. An early Psychic Frog or Professional Face-Breaker can represent so much as the game progresses, and most of these creature value pieces give value through combat, be it attacking or connecting, so you can make the most of them again and again in your multiple turns.\n\nA Professional Face-Breaker means your Time Walks give you 3 additional treasures to work with, 3 Face-Breakers give you 9 treasures, which can translate into 9 cards and suddenly you are off to the races and have half your deck in your hand and can combo. This is the case for as many of the creatures as possible. Starwinder has the potential to just win the game on its own in this case, warp one in and copy it, and you draw two cards from each single point of combat damage dealt. That’s 14 from just the one hasty Starwinder.\nOne final point before we look at each card, is that sometimes infinite turns does not win the game outright, people might have protection from an effect like The One Ring, Teferi’s Protection or Glacial Chasm, and therefore you need to know how to beat that once you have your loop.\n\nUnder these effects, you are unable to do damage to your opponent, but importantly they can still be attacked. With your infinite turns, you will eventually find all of the necessary pieces to do this with so I will just assume you have them on hand.\nFirst, Redoubled Stormsinger’s attack trigger doubles the number of creature tokens you have made this turn, and by copying the Stormsinger itself, this allows you to make an exponentially large number of creatures. So, if we assume that we have twenty Stormsingers, then copy one and attack with all of them, that one token will be doubled twenty-one times to a total of 2097172 Stormsingers attacking. Next turn, if we make a copy of a creature, that will be number of times we double it and make 2^(2^2097172).\nThis also applies to token copies of other creatures, therefore, once we have, say A Billion Stormsingers, we can make a copy of any creature and make 2^1Billion copies of that creature. That number is so big we will just call it Infinite.\n\nWe want to make Infinite copies of Reflection of Kiki-Jiki, as well as the Goblin Shaman token. With infinite Goblin Shamans attacking we make Infinite treasures, so infinite mana.\nWe finally want to make infinite copies of Pyrogoyf (Point all the triggers at some poor random token).\nWe now can copy any creature we like at instant speed as many times as we choose, this means we can cast every instant or sorcery infinite times by copying our Elementalist to pick it up after it resolves.\nWe can now pass the turn into our opponent’s upkeep. If they were hiding behind a Teferi’s Protection or Ring protection, it has now worn off, and you can copy a Pyrogoyf and shoot them with the mother of all Pyrogoyf triggers. Anything they do in response, like trying to kill the targeted Pyrogoyf, you can copy Pyrogoyf again and put another nuke on the stack.\n\nIf they are under Glacial Chasm, you play the waiting game. Because we have infinite spells, we can destroy every creature they play, counter every spell, bounce every other, nonland permanent, counter every trigger and exile every card in their graveyard. Eventually, they will be forced to sacrifice the Chasm due to the upkeep cost, and then we nuke them with Pyrogoyfs.\nWe cannot die by decking out, so unlike other infinite turns, our infinite truly is that, with infinite mana and infinite spells, we can cast Time Walk as many times as we like. If our deck is ever empty, we can end our turn before our draw step with Obeka’s ability. We have everything we need to win on board; it’s just a matter of time. Incidentally this beats the Teferi’s Protection + Lethal Vapours “combo” because we can just set up the Pyrogoyf nuke then end our turn in the upkeep to avoid decking until the Vapours wears off.\n\n\nCard Choices"},{"attributes":{"header":2},"insert":"\n"},{"insert":"\nThis is going to be a list of all nonland cards, and some lands, that constitute the deck and a paragraph or two explaining their purposes and strengths. Hopefully this will help you understand why I have chosen to add these cards to the deck and what important functions that each of them perform to make it function like the well-oiled machine that it is. For people who might want to add or replace cards in the deck, I will group these in categories as best as I can and will include a 1–5 rating of how core these cards are to the deck. A 1/5 rating does not mean the card is bad, it simply means that it is a flex slot and therefore is more replaceable than a 4/5 or 5/5. Examples of these ratings are as follows:\n\nMolten Collapse – A workhorse removal spell, personal preference."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Expressive Iteration – Very efficient draw, you’d be pushed to find something better but nothing more than that."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Quantum Riddler – Value creature, important for the value generation plan, any replacement here must fill the gap that removing this leaves."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Kiki-Jiki, Mirror Breaker – Copier, the whole deck is built around having these effects, don’t remove unless a new card that does this job better releases."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Final Fortune – Time Walk. Do not touch. The core of the deck."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"\nThis scale can be used to help you if you want to make some tweaks to the deck, and shows which cards are in down to personal preferences of removal spells, or in there because they carry core parts of the deck on their shoulders. I would not remove or change anything with a rating of 3/5 or higher without serious thought about why you are cutting it and what you are going to replace it with, given the amount of polish I have tried to give this deck, most cards will hover somewhere around the 3/5 range.\nLet’s begin with…\n\nTime Walks"},{"attributes":{"header":2},"insert":"\n"},{"insert":"\nThese are what you’ve come here to do, to run three copies of the second-best card in the game in your deck. I wonder why more people are not doing this. Last Chance and Warrior’s Oath are both the same card with different names and the only difference with Final Fortune is that it is an instant. Other than that, these cards all read exactly the same. RR for “Take an extra turn after this one. At the beginning of that turn’s end step, you lose the game.” Our whole deck is built around mitigating this downside as easily as we can, our commander does the job after all.\nThe strength of an extra turn cannot be overstated really, it is a ritual, a card draw spell and a burn spell all in one. The three axis to play magic on are mana, cards and damage, and this gives you all of them for two mana.\nWith this considered, it is important to understand that these spells are your best edge against your opponents, and therefore you should not hold onto them. I advocate for casting an extra turn as early as possible. Even if that extra turn is functionally just Explore, drawing a card and playing a land, you have jumped ahead by a whole turn ahead of the table. If first seat has an advantage, how much of an advantage does the person a turn ahead of first seat have?\nHowever, the downside is not flavour text, and if you fire one off without the necessary precautions you can proudly be the furthest ahead dead player at the table. It sounds obvious but, make sure you have a plan to delete the lose the game trigger, even if that plan is simply, I have Obeka in play without summoning sickness. It pays to be prepared and even have a backup plan when someone decides to throw a wrench in the works. Sometimes it is worth sacrificing your extra turn by ending it prematurely with Obeka if someone points a kill spell at her and you are not confident you can delete the trigger without her. You lose your extra turn, but you stay alive.\nFinally, your graveyard is your second hand, especially with your combo pieces caring about the graveyard, this means that the extra turn you fire off not only gives you all of the obvious benefits but also puts a combo piece innocently into the graveyard.\n\nLast Chance – 5/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"See above.\n"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Warrior’s Oath – 5/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"See above.\n\nFinal Fortune – 5/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Final Fortune is the outlier of these three, and this is because it is an instant. You can fire off an extra turn in an opponent’s end step and catch the table off guard if you want to, but I find that the most commonly useful application of this instant speed is to wait until your own end step to cast it.\nThis is because typically you will have some negative end step triggers to deal with using Obeka. If you cast a Final Fortune in your main phase and somebody tries to kill Obeka, forcing you to end your turn prematurely, all of these other negative end step triggers will carry over into the next end step, the end step of your opponent’s turn. You will lose your copies and your warped creatures etc.\nInstead, if we cast Final Fortune on top of all of these negative triggers in our own end step, we are able to exile all of our negative triggers at the same time as protecting Obeka should somebody try to kill her in response to our extra turn.\nThere are plenty of other niche advantage cases of it being an instant, you can cast it multiple times in response to someone blowing up your Underworld Breach, for example.\n\nCombo Pieces"},{"attributes":{"header":2},"insert":"\n"},{"insert":"\nThis Category is for the three cards that exist almost entirely as combo pieces to initiate their respective loops with the Time Walks. They do have other purposes and uses outside of these combos and are not just dead draws otherwise, which is a very important factor. You will notice that this list does not play Isochron Scepter, Dualcaster Mage or Combat Celebrant because of this, they do go infinite with various cards in this deck, but they are generally bricks outside of that one interaction, something I wish to avoid.\n"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Underworld Breach – 5/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"This card is broken. It is a design mistake, and for that crime it is banned in Pioneer, Modern and Legacy. It lets you cast every spell in your graveyard by exiling three other cards in addition to the normal cost of that card, think of it as a 2 mana spell that draws your whole graveyard for the turn. But it’s better than that. Because it does not exile the cards that you cast with it, you can cast the same spell over and over and over.\nThe most prevalent case for this is with the extra turn spells, as the combo section has gone over, three cards a turn in your graveyard is the only fuel you need to have a button that says pay RR, take an extra turn after this one.\nUnderworld Breach does have a line of text on it that says, “At the beginning of the end step, sacrifice Underworld Breach.” Thankfully this is one of those triggers that we can delete with Obeka, but because it is included on the card, it will trigger at every end step that it sees, so you will need to exile each trigger individually as it comes up.\nOutside of the infinite turn loop, it is perfectly serviceable as a mass Regrowth, just playing a Breach and casting two or three spells with it is still card advantage and very efficient, but due to the three Time Walks in the deck, there is a very good chance there will be one waiting for you in the graveyard if you have a Breach in hand.\nA card this works notably well with is Frantic Search, which lets you exile three cards from your graveyard, pay 2U, draw two, discard two then untap three lands. Functionally these two cards let you loot as many times as you have cards in your graveyard.\nAnything that fuels the graveyard, fetch lands, looters, discard outlets including discarding to hand size, are all helping your Underworld Breach.\n\nArdent Elementalist – 4/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"I would kill for an Eternal Witness. Alas, this is what we have to work with. This is the red-shifted variant of Archaeomancer, it does the same thing but costs 3R rather than 2UU and is a 2/1 instead of a 1/2. This card performs the very simple function of picking up an instant or sorcery from the graveyard to your hand when it enters, this is for the purposes of the infinite turn loops mainly.\nIf you can make this enter every turn, our method is to make token copies, you can cast a spell of choice every turn. If that spell is a Time Walk, you get infinite turns. As previously mentioned, the ability to pick up copy spells is very useful as it allows to combo with copy spells that make multiple copies themselves. Additionally, there may be turns where you end up making a large amount of these creatures in a turn, the culprit for this is usually Rionya or Redoubled Stormsinger, or both, in which case you get to pick up most, if not all of the instants and sorceries in your graveyard.\nOne last use case to not ignore is that ETB return your draw spell is good. Access to the high quality draw spells in this deck is a great thing and can push you over the edge when you need to, so don’t hold back on casting or copying this guy for some value.\nAs for why Ardent Elementalist over Archaeomancer? We are a Jeska’s Will and a Fury deck, and our Time Walks cost RR. That’s a lot of red, therefore our mana base is specced towards red mana, and you will want to have access to as much red pips as possible throughout the game. All of this makes the Elementalist easier to cast and a more convenient card to add. These are rated 4/5 because they are not a particularly unique effect, there are a bunch of Archaeomancer variants, these are just the ones it think fit best. \n"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Pinnacle Monk – 4/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"With the number of tutors and volume of draw this deck boasts, I don’t think it needs more than two Elementalists to perform the extra turn loop, and the less I have to run, the more slots I can dedicate to other parts of the deck. Pinnacle Monk costs 3RR, but crucially it is an untapped red land on the back, so it is basically a free spell in the deck to include over a basic mountain.\nA small use case for the card is you can play the land side of it, then play a Lotus Field later in the game and sacrifice the Mystic Peak to the Lotus Field. This then lets you reanimate or otherwise recur the Pinnacle Monk from the graveyard. It’s not a common play pattern but it’s something to be aware of.\n\nCopiers"},{"attributes":{"header":2},"insert":"\n"},{"insert":"These are all of the cards in the deck that can make a copy of another creature, with the exception of Redoubled Stormsinger, which is not included here because it requires another copier to get it started. Because we are playing an aggressive strategy, each of these cards make a token copy of a creature you control with haste, then either sacrifice or exile that creature at the beginning of the next end step. These spells are typically more efficient than their counterparts which keep the creatures around, and we can mitigate the downside with Obeka, and end the turn on the triggers to keep our copies around.\nThese are the glue that holds this deck together, every interaction in the deck is amplified by making a copy, and the deck is built to maximise the effectiveness of the copies. You should be looking to make a copy of at least one creature at least once a game, not including the infinites that require it. The creatures in the deck are chosen so that you are basically always happy to spend your copy spell and mana to make a temporary copy with haste and keeping them around is just gravy.\nA very small edge case that applies to some of these is that sometimes you need a hasty Obeka, and the ones of these that can copy legendary creatures can help you there if needed. You will need to legend rule the original Obeka, but you will get to keep the hasty token copy that you have just made.\n\nMolten Duplication – 5/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"The most basic of these effects, two mana for a copy of target creature you control, it gains haste, sacrifice it at the beginning of the next end step. Molten Duplication’s upside is that it can target artifacts as well, but unless you want to copy a mana rock that is very niche. One thing to note is that the token made this way is an artifact as well.\nThe more I have played the deck and the more the deck has sped up, the more I really appreciate the simple efficiency of this effect. Two mana for a hasty copy is such a good rate, the curve out by playing Obeka on 4 mana into playing a 3 drop creature and copy it always feels great. Every creature in the deck is good enough so that I am very happy to make one copy, so the fact that this is a one and done is not a problem, the rate is just so good.\nThese are probably the best copy effects in the deck just for this reason alone, while they only make one copy that is often all I need and I would play more variants of this effect if I could. Especially because the deck is teched to play well with instants and sorceries, such as Spellseeker and Flashback.\n\nTwinflame – 5/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Twinflame is the same rate, two mana at sorcery speed for a hasty copy that is exiled at the end step. The upside for this one is the ability to target multiple creatures at once at an extra cost of 2R per additional creature. Largely this is the same as Molten Duplication, but the added mana sink often proves itself to be the superior card, and it can perform the Elementalist loop, which Duplication cannot.\n\nDevastating Onslaught – 5/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"The final of the three Duplication variants, this one is a bit different, costing XXR and making X hasty copies of the targeted creature. The floor here is lower, with a three mana investment for a single copy rather than two, however three mana is often a cost I am happy to pay, so this is not so bad.\nThe ceiling of this card is very high, and often I make two or three copies of the same creature with it to generate unparalleled bursts of value and gets more efficient the more mana you put into it. This card is an excellent Spellseeker target late game, if only to make 3 or 4 Spellseekers and tutor a bunch more. It often wins the game on the spot if cast on the right creature for a high enough X value.\n"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Saheeli Rai – 4/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Saheeli is a sorcery, not a planeswalker. If you look at her like this, you will get the most value from her. Think of her as a 3 mana Duplication that has the upside of leaving behind a permanent that will draw an attack from an opponent and save you a bit of pressure.\nIf Saheeli lives to make two copies of a creature you will have doubled your expected value, but I would rarely bank on it, planeswalkers are easy pickings in EDH. Beyond this, she is an extra card type for Pyrogoyf and performs the function of making a copy of any of your creatures just as well as you would expect a 3 mana Duplication would.\nI have never used her ultimate ability.\n\nJaxis, the Troublemaker – 4/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Jaxis is the first of the copiers that can repeatably make a copy of a creature every turn, and she offers the cheapest initial investment, at 1RR. The ability to cast Jaxis for her blitz cost makes the card as good as it is, she comes in for only 2 mana with haste, with a trigger to sacrifice her at the beginning of the next end step, and also when she dies, you draw a card.\nJaxis costs R, tap and discard a card to copy a creature you control, and essentially makes a blitzed copy. It has haste, will be sacrificed at the beginning of the next end step and when it dies, you draw a card.\nObviously, we can use Obeka to keep Jaxis around after paying her blitz cost, as well as the tokens she makes, but remember their dies trigger, because that is a property of that creature now, so when it gets blown up by a board wipe or you decide to let it be sacrificed, you will be refunded a card.\nDiscarding a card can sometimes be awkward, but it can often be upside, we play creatures we might want to recur, as well as Anger. On top of this, there are few cards in the hand that would not be improved by turning them into a 1 mana copy of Twinflame, and you get those cards back if and when the copy dies, so it is a form of rummaging to dig deeper through the deck.\nJaxis is definitely the best repeatable copier in terms of efficiency and is one of the ones I would like most in my hand towards the start of the game.\n"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Rionya, Fire Dancer – 4/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"At the other end of the scale, Rionya trades efficiency for explosiveness. She costs 5 mana to cast, which can be a lot, but the payoff for even seeing her trigger once is amazing. Her ability to make X+1 hasty copies of a creature you control, where X is the number of instants and sorceries we have cast this turn is truly something.\nGiven the deck’s density of spells and its core function to loop Time Walks, Rionya is often making two or more creatures a turn, and on critical turns where we have been chaining draw spells and looting, a reanimated Rionya can represent 5 or 6 hasty copies of a creature, which is almost always instantly game ending.\nFor this reason, Rionya is the copier to go for if you have mana freedom or are able to Reanimate her off of a Gifts Ungiven, she will take over the game completely if left alone.\n"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Kiki-Jiki, Mirror Breaker – 4/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Despite the reputation this goblin has, in our deck he is actually the least threatening of our copier suite, and that is entirely due to his expensive cost. Despite costing the same as Rionya, Kiki can only make a single copy a turn. His upside in turn, is that he can be held up at instant speed to make a copy in an opponent’s turn.\nThis upside is relatively minor, but he serves his purpose sufficiently, being able to make a copy each turn, including the turn he comes down is the desired effect for these cards and he does the job.\n\nDetermined Iteration – 4/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"For very little investment, at 2 mana, this enchantment can be chucked onto the battlefield really at any point in the game, an early turn whilst you are setting up, or later on once you have a board established.\nEither way, as soon as you have any creature token, at the beginning of combat Determined Iteration will populate it and make another one with haste. This does mean that you need to have already made a token copy of a creature at some point in the game and have it still around, but the efficiency that Determined Iteration offers is amazing.\nIf it makes one copy, it’s the same rate as Twinflame, if it makes any more than that, it’s performing the same output as Kiki-Jiki for a fraction of the cost. Add onto the fact that enchantments are rarely hit by board wipes and will often be left waiting for you to rebuilt and double up your Molten Duplication, and this is a very stellar card.\nIt also is a repeatable way to make a creature copy for a low cost, which is relevant for its part in the Grim Servant win line.\n\nFable of the Mirror Breaker – 5/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"This is a contender for my favourite card of all time, as well as a contender for the best role player in this deck. It just does everything. In a deck with a 4 mana commander, you will often expect to forgo casting a 3 drop in favour of 2 mana ramp into turn 3 commander, but Fable is the exception when I play, it is really that good.\nThe 2/2 token it makes will often easily get an attack or two in and live, effectively making this a ramp piece, the second chapter filters your draws to help you find more of whatever you need, and also fills your graveyard, and on top of that the back side is a copier. The only thing this card could do better is if the back had haste, but the card sees play in every format it is legal in without that, so I don’t think it needs it. The delayed flip from the saga can also sometimes be a benefit, as for two turns it will dodge a board wipe.\nWhat is especially nice about this card is if you play it on turn 3, play Obeka on turn 4, and cast a Time Walk on turn 5, the Fable will be flipped and ready to copy any creature you have on board or are going to cast. If that creature is a Spellseeker or Grim servant, the game is over.\nThe backside of Fable is nonlegendary which is important if you want to copy it, which can be a very valid play, a hasty copy of Reflection of Kiki-Jiki can still make a copy immediately, and if you keep the copy of the Reflection around, you will have one extra thing that makes copies each turn. The reflections can also copy each other, and you can stack up a bunch of them. On top of this the reflections activate at instant speed, and this plays a big part in beating Teferi’s Protection effects.\nOnce again, this card is incredible, it can be a little weaker if drawn later in the game, but it is only 3 mana so it can often be played alongside other cards.\n\nValue Creatures"},{"attributes":{"header":2},"insert":"\n"},{"insert":"These creatures are the cogs of the engine in the deck. They all draw cards in some manner and help us dig through our deck to find our combo pieces and just generally put us far ahead of the table in terms of card quality and quantity. These should often be your plan A in the deck, get one of these down and copied, and then look to explode with the combo. Notably the majority of these trigger on combat damage or from attacking, which each of our extra turns will give us an extra shot at and allow us to gain even more value that way. Additionally, all of these creatures should be able to provide you some value the turn you play them, you don’t want to cast it then have it die without getting you anything, and these creatures tend to avoid that.\n"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Faerie Mastermind - 2/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"As i have played more, the value of a cheap evasive threat that draws cards cannot be understated. You can reliably get this to be card neutral the turn you play it and it will often draw a card on each of your opponents turns. You can copy it to hav your 2 mana creature do a consecrated sphinx impression pretty well, and the activated ability is real when the game starts to grind to a longer one. Flash and flying make it hard to block, so it helps get in for your combat damage triggers, stacking up the value as you do.\n\nLedger Shredder – 2/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"The two mana 6/8 flier that has looted eight times this game is good. There is nothing quite like the quiet value that this creature gives you when you drop it down early, it can do such a good job at trawling through your deck and filtering your draws just by existing, and a copy of it turning every second spell someone casts into your free faithless looting is quite something. An early shredder will mean that your hand will never hold a dead card for long and even played late it can help looting away some key reanimation pieces or Breach fuel when needed, just such a solid creature. The evasion is quite relevant for our effects that care about dealing combat damage as well.\n\nPsychic Frog – 3/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"The Frog. A 2 mana Phyrexian Arena that hurts your opponents rather than yourself. It flies, it gets bigger, it does your taxes. Theres not really anything I can say about this card’s strengths that hasn’t been said before, so, acknowledging that, I will just mention some of the other use cases I have found to be the most useful in this deck, and that is its function as a free discard outlet. Being able to translate cards in hand directly to cards in graveyard is fantastic, it fuels Breach, ditches Anger and Reanimate targets etc. It also has a great synergy with Quantum Riddler, being able to discard down to 1 card in hand and draw two off of every draw instead. If you have multiple Riddlers, you can start drawing 3 or 4 off of each draw and suddenly three draw triggers have resulted in you digging 15 cards deep. And now your Frog is 20 power. Good card.\n\nPossibility Technician – 3/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"This is the first of our warp cards, an ability which lets you cast the creature for a discount, keep it for a turn, then exile it at the next end step where you can then recast it on a later turn for its full price. For us, we have the opportunity to end the turn in response to the warp trigger exiling the creature, and therefore just keep it for a discount.\nPossibility Technician, which we can warp for two mana, reads “Whenever this creature or another Kavu you control enters, exile the top card of your library. For as long as that card remains exiled, you may play it if you control a Kavu.” How many Kavu do we play? Just this one. The tech comes with copying this guy, and it scales exceptionally well when we do, each of these see any copies enter as well as themselves, so it essentially exiles a card for each Possibility Technician you control when it enters. Make one copy, exile two, make a second copy, exile three, and so on. Once you have Twinflame drawing six cards for two mana it gets quite silly.\nAs for the controlling a Kavu condition, think of it like impulse draw with upside, rather than a time condition constraint on the cards, we just have to have a Technician on the field to play them, which means we can typically have them available for much longer.\nYour opponents to get to see what you draw, so if you flip an Underworld Breach or Time Walk, be prepared to defend your Technician or reanimate it later, there’s a good chance it won’t live long.\n\nProfessional Face-Breaker – 3/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"I could just have easily put this creature in the mana acceleration section, but I think here is more appropriate, it truly operates as its own gameplan in and of itself once it gets going. For each player you can hit in each combat you create a treasure token, which ramps you up to three mana a turn, or six if you have any first strike, and rewards your aggressive plays.\nThe Face-Breaker is such an amazing way to get bursts of mana on crucial turns, as with anything here, multiple copies of it is brilliant, who doesn’t want to be making nine or twelve treasures a turn?\nWhat truly elevates this card above and beyond is the capacity to turn your excess treasures into draw, being able to sacrifice one of them to impulse draw the top of your deck means that this creature provides cards as well as mana and can dig very deep into your deck to find exactly what you need, when you need it.\n\nElegy Acolyte – 3/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"This card is pretty similar to the Face-Breaker, but it offers you a card for each player hit rather than mana. This has been added because I found that having at least one creature around that cares about my combat damage was something that the deck really wanted, and to make copies of these to churn through and out-grind people where necessary really elevates the deck in the games where you can’t quickly combo kill.\nWhilst not quite as strong as the one to one Coastal Piracy effect of Enduring Curiosity, three cards a turn per Acolyte is nothing to scoff at, and it is only out scaled by Curiosity once you have four or more of them, and at that point you are drawing twelve plus cards a turn and you shouldn’t be complaining. To top this off, whenever you meet the “Void” condition of having a nonland permanent leave or a be warped during your turn, the Acolyte will make a 2/2 robot creature token to supplement your board and make you more likely to connect and get your cards when you need to break through a wider board state, overall makes this guy is a very solid role player.\n\nEnduring Curiosity – 3/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"The big brother of the Acolyte. Every creature connecting nets you one card, and if it dies, it comes back as an enchantment. This card is brilliant for the sheer volume of cards it can bring in. Obviously we will want to be making a copy or two of it if you see it, and with just the Curiosities connecting, you will draw cards equal to the number of them you have, squared. One draws one, two draws four, three draws nine, etc.\nYou will never be sad to see this guy; it is just another amazing workhorse for the deck.\n\nGrim Hireling – 3/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Professional Face-Breaker's cousin. This is in because facebreaker is so damn good, making realiably +6 treasures a turn with each copy you have of this is a sure fire way to accellerate you way ahead in the game. Whilst it has no evasion of its own and can't convert the treasures to cards, it is such a good effect that even the second best version is worth running. If you ever feel like you are swimming in treasures, it does have an activated ability on it to deal with your opponents creatures, and spending two treasures to kill an X/1 is a pretty good deal especially with things like bowmasters kicking about.\n\nQuantum Riddler – 3/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"This is another card that is played just about everywhere, and for good reason. Most of these strategies involve flickering it or countering the warp trigger to keep the Riddler around after paying only its warp cost of 1U. That sounds familiar.\nAs with the Possibility Technician, we can end the turn on the warp trigger to keep our 2 mana 4/6 flier that has drawn us a card. The rate here is just so good, and the stats of the Riddler’s body is not something to ignore, a 4/6 flier is a really good stat stick, it blocks well, it rarely dies in combat and can get in for easy hits for our creatures that care about combat damage. I have mentioned earlier the interaction with Psychic Frog, and even outside of that scenario, the extra draw that your Riddler, or Riddlers give you when you are low on cards in your hand is very real, and in reality, Riddler will probably draw you closer to three cards a game as opposed just the one card it gives you when it enters. All just for two mana, a fantastic top deck late game and a fantastic play early game, overall, just such a good creature.\n\nStarwinder – 4/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Another warp creature! Good mechanic for us, so it makes sense, and this one is the best of the bunch. At four mana, the same rate of Enduring Curiosity, we get a 7/7 with the text “Whenever a creature you control deals combat damage to a player, you may draw that many cards.” Unsurprisingly, this draws an enormous number of cards, and even just this creature with haste will give you a full new seven. Start copying it and things just get absurd, and you will be very glad that it is a “may draw” rather than mandatory. If you connect with two of these, you will draw 28 cards, three connecting is 63 cards. If you play a Time Walk after that, your opponents may as well just pack it up there and then, you easily win on the spot with that kind of card advantage.\nObviously this is best if you have a way to copy it on board already, but the play pattern of on six mana, warp it, then Twinflame it and draw fourteen cards is going to be more than enough to set you up for a win when you untap, even through a board wipe.\nSafe to say whenever you can jam this and try and start copying it for an insane burst of cards, you should. If unanswered before you get to draw cards with it, it will just instantly win you the game with the sheer number of cards you get.\n\nLethal Creatures"},{"attributes":{"header":2},"insert":"\n"},{"insert":"These are the creatures which are in the deck to offer quick and efficient kills through pure damage, and they scale incredibly well when they are copied. This section used to be bigger, including creatures like Twinflame Tyrant, but as the deck has gotten quicker only these have stayed, due to their utility outside of just attacking for lethal and their cheap cost.\nBecause the combo plan is to chain together extra turns, these creatures offer a way to end the game within two or three turns if left unanswered, which is possible to do consecutively without starting the infinite loop, and therefore can act as a secondary win condition if we are prevented from fully initiating the combo.\n\nRedoubled Stormsinger – 4/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Redoubled Stormsinger, what a card. This thing is a monster. For only three mana, we have a card that in the right conditions, can output more damage than there are atoms in the universe. The floor of this card is that it will double your creature token production every turn, making a copy of each creature token you have created this turn when it attacks. Because of the nature of doubling, this gets very out of hand when you copy this creature. If you make one copy of Stormsinger, then attack with both the new copy and the original creature, they both trigger and crucially, they see the other tokens that other Stormsingers have made this turn. So, the first one will make one copy, and the second one will make two copies, totalling to five attacking Stormsingers. These tokens will then try to exile themselves at the beginning of the next end step, but you know the drill with those triggers at this point.\nIf we do the same thing next turn, and make one copy, we will attack with six Stormsingers who will make, one, two, four, eight, sixteen, thirty-two, copies each. This totals to sixty-four new copies this turn, and a total of sixty-nine attacking Stormsingers, each of which being a 3/3 first striker, makes for 207 power attacking, and a dead table.\nIf we were to make a one copy next turn? We would double that one copy seventy times. If you look 2^70 up you will see that it is expressed as a product of e. If we make a copy the turn after, we will double our Stormsingers 2^70 times. It’s not infinite damage but its good enough to beat any infinite life combo, whatever number somebody names as their life total when they stop their combo we can beat.\nIt only takes a single Stormsinger being copied three times in a single turn to output lethal damage. It totals to 49 attacking Stormsingers, so there is some excess there as well. The maths here can be a bit difficult to calculate in your head, so I made a formula which is as follows.\nThe number of copies you have made this turn = C\nThe number of Stormsinger triggers you have = S\n(Cx2^S)-C\nIs how many new tokens you will make from the Stormsingers, and this formula.\n(Cx2^S)-C+S\nIs how many total attacking Stormsingers you have, provided what you copied was Stormsingers.\nSo, with this example, the numbers are. C = 3, S = 4.\n(3x2^4)-3+4 = 49\nOn top of being the most explosive lethal threat in the deck, once you have any number of copies of them, they will instantly supercharge your copy spells and allow you to make absurd numbers of any creature you choose. The utility of this comes up often and includes but is not limited to setting up the Pyrogoyf nuke quickly as I have previously explained.\n\nPyrogoyf – 3/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Speaking of. The Flametongue Kavu of the modern day. Pyrogoyf can often expect to have five or six power, and deals that damage to any target, so you can very respectably play it and expect to be able to kill basically anything, creature or planeswalker when it enters. In this deck we play one planeswalker so we can make it seven power but that’s rarer, but remember that this checks opponent’s graveyards, so they might be running a battle or a kindred card to boost it even higher. This means that outside of its role as a lethal threat, Pyrogoyf functions very well as a removal spell, which is crucial for its utility throughout the game.\nAs for killing your opponents with it, Pyrogoyf has two crucial aspects which make it great for this role, the first may be obvious but it is the ability to point face with the damage when it enters, giving it pseudo-haste. The second is the fact that, like Possibility Technician seeing kavu enter, Pyrogoyf also triggers whenever another Lhurgoyf enters, so each subsequent Pyrogoyf that you copy outputs increasingly larger damage numbers.\nAssuming a six power Pyrogoyf, it itself triggers on ETB for six damage, one copy triggers both the copy and the original for a twelve more damage, a third Pyrogoyf deals eighteen more damage, and a fourth does twenty-four damage when it enters. Total, this is sixty damage from four Pyrogoyfs entering, which can be expected to kill two players through just noncombat damage. If all three Pyrogoyf copies enter at once, shoutout Rionya, each of them does twenty-four damage which totals to seventy-eight damage, and then you get to attack with them.\n\nTutors"},{"attributes":{"header":2},"insert":"\n"},{"insert":"In a deck with such individually strong combo pieces, tutors are a great way to have consistent access to these pieces across the game. Whilst there are only four tutors in the deck, two of them are creatures which we can copy, so once we have a Spellseeker or Grim Servant in play, we have all of our copiers in the deck which become additional tutors when we need them to be.\nThis is an area of the deck which you could add to if you feel you want more tutors, but with the number of redundancies for the necessary effects and the strong card draw plan which can dig very deep through the deck on pure card advantage, I don’t think it is necessary. I favour a more consistent midrange plan than a quicker one.\n\nSpellseeker – 5/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"A creature that enters and searches for an instant or sorcery with mana value two or less. Our Time Walks cost two. That’s convenient. This creature is a core part of our gameplan, and if we can resolve it we can often convert that into a win, as such, our deck is built with it in mind, and Spellseeker can grab one of nineteen different cards in the deck as of the current iteration. This means that when we have the ability to copy it repeatedly we can use just the pieces that we tutor for with Spellseeker to assemble our combo as I have previously outlined in the combos section above. Outside of just instantly winning, it represents everything from an extra turn or a copy of any creature to a Reanimate or a Flashback, and as such is an incredibly versatile card.\nSome notable things you can do with Spellseeker is tutor for Devastating Onslaught, which only costs one, and then use that as a mana sink in the late game. Getting Time Walk, Demonic Tutor and Flashback will win you the game from there, if you have Obeka around. You can tutor for a counterspell in the form of Swan Song, and most of your removal, including Cyclonic Rift has a mana value of two or less.\nFinally, an important use case is that it also represents a safety valve in case Obeka gets killed and you have no way to end the turn, as it can tutor for Consign to Memory, which you can cast on the lose the game trigger to avoid dying. This also means, if you want to get really techy with it, or if you are forced to, that you can use Spellseeker to get Consign to Memory as a replacement for Obeka, and then rather than activating Obeka at each end step, you recycle Consign each turn using an Elementalist or Breach instead.\n\nGrim Servant – 5/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"I found this guy whilst sorting through my MH3 bulk, and as I read over the card I came to the realisation that this is essentially a second copy of Spellseeker for our deck, it costs one more mana and some life, but in return we can get any card type at all, and this has proven itself to be invaluable to the deck.\nGrim Servant tutors for a card with mana value equal to or less than your devotion to black, so with one black pip base it gets any one drop in the deck, or a land if you are desperate. However, it becomes just a better Spellseeker once we can get it to tutor for two drops and it can start finding Time Walks, Underworld Breach, and our copy spells. Thankfully, we have another black pip readily available on our commander, so once we have Obeka on the field, Grim Servant is instantly able to get two drops.\nWhen we start to copy it, the copies add to the devotion, and mean we are able to start tutoring for more and more expensive cards, until eventually it will just be a Demonic Tutor on entry. That’s pretty good for a random 10p uncommon.\nOnce again, the combos section has been over the basic line to win with this guy, but you should also remember that with a few minor exceptions, essentially anything Spellseeker can do, Grim Servant can do it too.\n\nGifts Ungiven – 5/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"The one card win the game. And also, the card responsible for the most headaches whilst playing. You could write a primer as long as this one on just the different plays you can make with this card and its applications within this deck. You can get up to four cards with different names, an opponent chooses two of them to go to your graveyard, the rest go to your hand, the game you have to navigate here is how to make your opponent’s choice as meaningless as possible and potentially turn this into a four times Demonic Tutor. The classic application of this is to get two creatures and two reanimation spells, no matter how your opponents sort the cards, you will end up with the creatures.\nYou can also use it as a double entomb if you want or get all three of your Time Walks and Flashback to turn it into a Time Stretch lookalike. The use cases are literally uncountable so I will not list any more examples or we would be here all day, and this primer is long enough as it is. Just know that whenever you draw it, it will almost certainly represent a winning line, you just have to try not to get a brain aneurism figuring out what four cards that you need to get. Sometimes it’s simple, sometimes it’s anything but, but every time it’s incredibly strong.\n"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Demonic Tutor – 5/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"The OG. There is not really much I can say about Demonic Tutor other than it is just the best of the best at what it does. A two mana unconditional tutor to hand is invaluable to have and will always be able to serve you well. You can fetch it off Spellseeker to help turn that card into a tutor for everything, and you can loop it with Underworld Breach to help assemble your combo. Its Demonic Tutor, it’s a second copy of the best card in your deck at any given time, good thing to have.\n\nCard Advantage and Selection"},{"attributes":{"header":2},"insert":"\n"},{"insert":"From here on the sections should be a bit shorter, these cards will be more generically strong pieces in the colours that just fill their slots rather than synergy pieces. Obviously there will be some exceptions. First off, card advantage and selection spells. These will improve either the quantity or the quality of the cards in your hand.\n\nConsult the Star Charts – 2/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"The flexibility of this card is what makes it really nice, being able to cast it for two when you are digging for one specific effect or for four when you need more cards. It gets better as the game gets longer and will always provide a quick cycle if you need it. You can Spellseeker for it as well, I won’t say it for every spell that it can get but just remember for each spell with mana value two or less, it is a valid Spellseeker target.\n\nFrantic Search – 3/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Essentially a free loot, this helps to filter cards into the graveyard without spending any mana on it. You can turn this into a ritual as well if you have either a Lotus Field in play or a Nightscape Familiar reducing the cost. Add to that the potential to cast it a bunch of times with Underworld Breach, this is an excellent card to have access to.\n\nFaithless Looting – 2/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"One mana to loot, three mana to flash it back, incredibly efficient and a great role player. Slightly overshadowed by Frantic Search in its applications but it has a lower asking price, so you need less mana to begin with to cast it which is relevant. Also, Spellseeker.\n\nExpressive Iteration – 2/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"With Expressive Iteration, we get to choose two of the top three cards of our deck to draw, so long as we can play one of them on the same turn. This card is very great, as soon as you are able to play that card it becomes a better two mana draw two, the classic is wait until after you have cast it to play your land so that you can play it from exile with Expressive Iteration. Its cheap, efficient and card you’ll never be sad to see.\n"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Ideas Unbound – 2/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Where EI is two mana draw two, this is two mana draw three, if we have Obeka around to end the turn on the discard trigger in the end step. This rate is far too good to pass up on, plus two cards for two mana is fantastic. The floor of this card is also not that bad, two mana for draw three discard three is still perfectly serviceable and there will be times where you choose to discard as upside.\n"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Jeska’s Will – 3/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"One of three cards in the deck that gets supercharged if we have our commander in play, thankfully we plan to do that regularly so we can expect to get maximum value out of this when we play it.\nBoth modes of Jeska’s Will are great, it draws three cards, and unless everyone else has nothing in hand, you can expect it to be mana positive, often making five or more mana. All of the mana is red but that is not really an issue for us because of how red heavy the deck is, our time walks cost RR after all. Its also a fun one to loop with Underworld Breach, generating cards and mana each time you cast it. Who could possibly have known that stapling card advantage to a ritual would be so good?\n\nStock Up – 2/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"The play rate on this card speaks for itself. From standard to vintage, its everywhere. Theres not really much I can say other than getting the best two cards from the top five is really good for three mana and makes Stock Up a solid card to have at all times of the game, whether you need to dig specific combo pieces or are just looking to get some card advantage, it has got you covered.\n\nWheel of Fortune – 3/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"The best card to have when you are running low on action, pitch your hand and get a whole new seven. This pairs great with Underworld Breach, again, and helps fuel it, especially as you can cast it again and again with Breach. This is always a good card to be able to fall back on when you need a fresh hand. Its good when you are behind and can immediately cast a Time Walk to refresh your lands to take advantage of your fresh seven before anyone else can, and you can often convert that sudden advantage into a win there and then. Do be aware that you are giving your opponents a fresh seven as well, so watch for interaction they may draw into.\n"},{"attributes":{"header":2},"insert":"\n"},{"insert":"Interaction"},{"attributes":{"header":2},"insert":"\n"},{"insert":"Unfortunately, our opponents aren’t going to just lie down and do nothing all game and for some reason they are going to try and stop us winning and even try and win the game themselves, which is frankly quite rude. Thankfully we have come prepared with various tools to stop them doing that and hopefully thwart their fiendish plans. We are quite an aggressive deck, so also remember that sometimes the best way to deal with a permanent is to kill that permanent’s owner or just try to shove a win in spite of it.\n"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Fury – 2/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"A five mana 3/3 double strike is a solid body, it attacks for six, triggers our combat damage stuff twice, pretty good. The enters ability on Fury is great, able to kill anything with four toughness, or even better, pick off multiple key creatures with less health, often making this a creature that enters and kills two or more other things. Like all our creatures, we can copy it, so we can keep our opponents smaller creatures and planeswalkers permanently in check or put multiple triggers on the same thing to take down a bigger creature.\nOn top of this, we can do it for free. By exiling a red card from our hand, we can evoke Fury, so it dies when it enters. This is still great, if we kill two creatures we got a free two for two in terms of cards, and often I do this after I have drawn a bunch of cards and just pitch one of the cards that I would have discarded to hand size instead.\nWith Obeka, we can get even more value and end the turn in response to the evoke trigger to sacrifice Fury and just keep it around for zero mana. Just remember that if you had any end step triggers, they would still trigger at the next available end step.\n"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Boggart Trawler – 1/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Graveyard hate is always useful to have; we prove that with the amount of stuff we do with our own graveyard. Unfortunately, it’s often difficult to find a slot for it because it doesn’t really do anything to further our game plan. Thankfully Boggart Trawler is an untapped land on the back and so the deckbuilding cost is really small, and once again, it being a creature means it is copiable and repeatable, you know the drill.\n\nInto the Flood Maw – 1/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Efficiency and unconditionality are really important for removal, and this can hit any nonland permanent for one mana at instant speed. Bounce is worse than destroying or exile but being able to surgically remove a key permanent or combo piece at the right time for only one mana is a very useful thing to have available to you. This will often buy you a turn or sometimes more in terms of tempo, and we know very well the value of an extra turn.\n\nSwan Song – 3/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Once again efficient answers are great. One spare mana is easy enough to hold open when necessary to protect a combo turn, and this will hit the vast majority of instant speed interaction that your opponents could throw at you as well as board wipes.\n\nBitter Triumph – 1/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"This fulfils my criteria for efficiency and unconditionality for a removal spell, it just does what it says, deals with any creature or planeswalker for two mana. Often you will be spending the three life on this, but if you have an Anger or a reanimation target in hand this can be a helpful incidental way to discard it.\n\nCyclonic Rift – 2/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Board wipes are good, one-sided board wipes are better, and they don’t get much better than this. The flexibility of being able to cash this in as a single target bounce makes the card never bad to see, and if you manage to overload it you will reset your opponents by a turn at least, often two, which will typically win you the game.\n\nDeflecting Swat – 3/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"A free protection spell for our combo turns. Obeka has a target on her back, and we need to be able to protect her because of that, therefore this offers us a clean way to redirect any spell or ability that targets. Swatting something often means we get to choose something else to die rather than Obeka, so this can often be a kill spell and a counter all in one. \n"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Fierce Guardianship – 3/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Where Deflecting Swat beats counterspells and targeted spells and abilities, Fierce Guardianship will beat all noncreature spells. This means that while it won’t beat a Solitude, you can counter any wraths that an opponent might cast to sweep your board away. You can also use this one more aggressively and interrupt an opponent's win attempt for free by countering a crucial noncreature spell.\n"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Force of Will - 3/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"The posterchild of free countermagic, Force of Will is very simple. Pitch a blue card, take a damage and counter a spell. This is a free counterspell you can cast without Obeka on board and can counter any spell at all no questions asked. The only condition is to have a blue card in your hand to be able to exile, but the deck can churn well enough to the point where that should not be a consistent issue, worst case scenario you can always discard the Force to a looting spell.\n\nMolten Collapse – 1/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"I really have grown fond of Molten Collapse, it being a sorcery is a downside, but it does not affect the card nearly as much as you might think. We operate at sorcery speed mainly anyway, and often main phase our instants to get the value there and then.\nDescend is not a hard condition to meet, just crack a fetch or even loot away a permanent and it is online, and you will get a nice little two for one. Shoot a creature and a Sol Ring or something. There are a surprising number of one or zero mana noncreature nonland permanents that are great to get off the board, Flipped Tamiyo, Skullclamp or Authority of the Consuls come to mind, we like our haste.\n\nToxic Deluge – 2/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"There are times when you just have to reset the board. Kill everything, start over. Toxic Deluge is the cheapest and most efficient way of doing so. We can also sometimes make this a one-sided wipe and keep some creatures if we are just mopping up a horde of 2/2 Zombies for example.\n"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Otawara, Soaring City – 1/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Much like Boggart Trawler, the deckbuilding cost of Otawara is minimal, and the legendary creature discount can often turn this into a 1 mana uncounterable bounce at instant speed. You can also bounce your own things to your hand if you feel the need to protect them with it, and it can hit land creatures if that ever becomes relevant. A very easy slot in. \n\nRecursion"},{"attributes":{"header":2},"insert":"\n"},{"insert":"Sometimes our stuff ends up in our graveyard, and sometimes we want it not in our graveyard. These cards are here to solve that conundrum. These works especially well when paired with stuff that puts cards into our graveyard, like Gifts or a looting effect, and can also be used to rebuy something that got killed earlier in the game.\n"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Emperor of Bones – 3/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"A reanimation effect for this cheap on a creature is really nice to have. For two mana, we get a 2/2 that can incidentally eat away at key cards in our opponents graveyards and if we want it to, we can exile a creature, then spend two mana to adapt and we get that creature with haste and a finality counter until the beginning of the next end step when it gets sacrificed. That’s some familiar wording. We can exile that trigger and keep the creature forever.\nEven without the ability to keep the creature, a four mana 4/4 that reanimates a creature with haste is a really good rate to have, the body is relevant as it can get in on its own for combat damage triggers, and it can be copied to reanimate something else if you ever need to. Bones is great.\n\nSnapcaster Mage – 2/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Good old snappy. This is a newer addition after Flashback tested really well. A slightly more expensive initial cost, but crucially a copiable body. Flashing back a Time Walk is pretty good I’ve been told. The utility of having the Snapcaster around to copy and be able to get another Stock Up or Jeska’s will or Molten Collapse is also very handy to be able to do. It also means that with Gifts you can get Snapcaster, Reanimate, any creature and any spell and be guaranteed to be able to get the creature and the spell.\n\nAnimate Dead – 4/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Animate Dead is just really efficient, it doesn’t hurt like Reanimate does, and it gets you any creature from any graveyard for just two mana. What’s not to like? It also provides plus one devotion for your Grim Servant when you bring it back which can be a very helpful use case.\n\nFlashback – 3/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Snapcaster without the caster. Now half price. For one mana we can give any spell in our graveyard flashback, its simple and effective. This has been a great card to get with Spellseeker, expanding its utility to be able to get spells in the graveyard as well as in the deck. It has tested really well and I’m really happy with it’s place in the deck, I’ll usually be more than happy to flashback any given spell in the deck for just a one mana tax, so this will very rarely be a dead draw.\n"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Reanimate – 4/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"One mana get any creature from any graveyard. Unparalleled in efficiency, it’s just incredibly good, there’s not much more to say really. Hurts a bit sometimes but you’ve got forty life so use it.\n"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Takenuma, Abandoned Mire – 1/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Another land that can be used for some other purpose if you don’t need the mana, the mill three and pick up a creature or planeswalker is a nice thing to know you have access to and much like Otawara, the deckbuilding cost is so minimal that its very easy to include.\n\nUtility"},{"attributes":{"header":2},"insert":"\n"},{"insert":"A fancy name for the “other” category, although these have quite nicely ended up being cards that either give haste to or can act as redundancies for Obeka.\n\nSundial of the Infinite – 3/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Obeka before Obeka was a thing, this is functionally the same effect on a two mana artifact, but you have to pay a mana to activate it. Redundancy is useful, and sometimes your curve will be better by playing this rather than Obeka if its in your opening hand. Just remember that Obeka being our commander does help with some of our cards, so she is better than the Sundial typically.\n\nAnger – 3/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"We play mountains, we play discard effects, we play Anger. Its pretty simple and always nice to be able to get extra value from a Faithless Looting by tossing away an Anger. Free haste for our entire board is very strong and only serves to enhance our explosivity. Being able to activate Obeka the turn you cast her is something very useful. The feeling of hitting Anger off of a surveil land is something else, only high skill gameplay here.\n\nConsign to Memory – 3/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"For one mana we can counter a colourless spell or a triggered ability, and we can replicate this by spending an additional mana for each copy we want. Consign comes in handy when we need to counter a lose the game trigger, but we don’t have Obeka available to do so. We can Spellseeker for it when we need to which is a great help and replicate it to hit other triggers if we need to. We can also use Consign as a replacement for Obeka in both the Breach and Elementalist loops, by buying it back each turn with an additional Elementalist copy, or by escaping it with Underworld Breach to counter the lose the game trigger and replicating it to counter the trigger for the Breach to sacrifice itself.\nOf course, there is also the utility of being able to counter opponents colourless spells or their triggers, Consigning a One Ring, or a Craterhoof or Endurance ETB can be clutch.\n\nArena of Glory – 3/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Once again, a utility land that has very little in terms of deckbuilding cost but pays so many dividends when you have access to it. This basically always enters untapped and can give up to two creatures haste for the turn with the drawback of not untapping on your next turn. Haste it turns out is really good and the downside of being one mana down is rarely relevant. This leaves us with a basically free haste enabler on a land. Pretty good. You can also untap it with Frantic Search if you want.\n\nMana Acceleration"},{"attributes":{"header":2},"insert":"\n"},{"insert":"Ramp is really strong as it turns out. In a game where your resources are cards and mana, having lots of either is really good, so how do we choose what ramp to use? There are some other cards in previous sections that also ramp, like Professional Face-Breaker or Fable, but these ones have ramp of some kind as their primary use. Most of these are pretty simple.\n\nSol Ring – 4/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"10"},{"attributes":{"script":"super"},"insert":"th"},{"insert":" card of the power nine. Pickable above Black Lotus in cube. Oh, I get to play it? Sure, I guess. \n\nArcane Signet – 4/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Two mana ramp is really important in a deck that wants to ramp to a four mana commander, and Arcane Signet is that with perfect fixing, so easy pick.\n"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Fellwar Stone – 4/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Much like Arcane Signet, it is two mana, and you can expect this to tap for at least two of your colours, if not all of them.\n\nTalismans – 4/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"All on colour Talismans, more two mana ramp, you get the idea with these ones.\n"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Generous Plunderer – 3/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Plunderer is a card people might recognise from cube, and it serves a good job in this deck as well. It functionally adds one mana a turn just like any other mana rock, but you can stockpile that mana as well.\nThe difference is in two key aspects: first and most importantly, Plunderer is a creature, which means you can copy it, it can attack and block, and the menace gives it a good chance of connecting to help trigger our combat damage triggers. The attack trigger also can deal a lot of damage if the defending player has a lot of artifacts, especially if we copy the Plunderer, which will ramp us more and deal more damage each turn.\nThe other difference is that we have to give target opponent a tapped treasure if we want to get our own. Obviously giving our opponents mana is not great, but can give it to whoever we like, who will get the least use out of the mana, and we get to hit them for more damage because of it.\n\nNightscape Familiar – 3/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"This is another ramp piece on a creature and also has the benefits of being a body we can attack with. Our deck is vastly red and blue, so this will discount most of our spells by one, and if we copy it, we get a discount of two, and so on. This will usually be about as good as a two mana rock, allowing us to play Obeka on turn three, but if we can double spell and use the discount twice in a turn, it will have essentially made us two mana in a single turn. This also makes Frantic Search a ritual.\n\nLotus Field – 1/5"},{"attributes":{"header":3},"insert":"\n"},{"insert":"This is a cute bit of tech, again it’s a land so there’s not much in the way of deckbuilding cost. It enters tapped and taps for three mana of any one colour. When it enters, there is a trigger for you to have to sacrifice two lands, of course with Obeka we can end the turn in response to that trigger to get ourselves a nice boost of mana just from our land drop.\nThe best curve for this would be on turn four after playing Obeka on three, to be able to untap on turn five with seven mana before we play our land for turn. You can also turn Frantic Search into a ritual by untapping it.\n\nLands"},{"attributes":{"header":2},"insert":"\n"},{"insert":"The land base in the deck is largely red and blue mana focussed, we only play thirteen black cards. It is a very red mana intensive deck, our Time Walks cost RR, and all of our copiers are also red. We also play Anger and Arena of Glory, so mountains are important.\nThe important lands I run are as follows; all of the blue and red Fetchlands, the Izzet and Rakdos surveil lands and all of the on-colour shocks (I’ve not got any ABUR duals, but you should obviously play them if you do). When I play I try and fetch turn 1 for a Thundering Falls, and surveil to smooth the draws while putting a mountain into play.\nThe other duals I run are the verges, checklands and the Battlebond lands, all of which I can expect to enter untapped and online after I have fetched for the Thundering Falls. On top of this I play one basic island and one basic mountain, a Fiery Islet, and I’m trying out Turbulent Springs as well as additional Izzet lands to play.\n\nWhew. That was a lot. But with all this said and done, let’s take a look at some opening hands and the resulting turns from them, to demonstrate how the deck plays in practice.\n\n\nOpening Hands and Goldfishing"},{"attributes":{"header":2},"insert":"\n"},{"insert":"All of the opening hands I show here will be keeps, typically 3-4 mana sources and castable spells, with a play on T2 is more than enough for a keepable hand, nothing out of the ordinary for an EDH deck, you will get a feel for what is and isn’t keepable as you play.\nAs we have a 4 mana commander, ramp on turn 2 to play her on turn 3 is always something to look out for. Essentially the only exception to this is Fable of the Mirror-Breaker, I will play that card as soon as I can, even if I could have cast my commander.\nBecause this is an extra turns deck, the “Winning turn” is classified here as the first turn of an extra turn loop. If I actually kill everyone on my 10"},{"attributes":{"script":"super"},"insert":"th"},{"insert":" turn but I chained extra turns since turn 5, that is a turn 5 win.\n\nExample 1 – Turn 5 Win."},{"attributes":{"header":3},"insert":"\n"},{"insert":"Opening hand: Blazemire Verge, Luxury Suite, Misty Rainforest, Arcane Signet, Talisman of Creativity, Toxic Deluge, Gifts Ungiven.\n\t\tThis hand is great, there is a lot of mana, but a surveil on 1, the opportunity to play Obeka on 3, and the 1 card win in the form of Gifts is too good to pass up.\nT1. Draw Talisman of Indulgence, Play and crack Misty for Thundering Falls, surveil Drowned Catacomb to the graveyard.\n\t\tMore ramp is a bit of a dud, and we definitely don’t need the extra land right now.\nT2. Draw Fable! Play Blazemire Verge and Arcane Signet.\n\t\tFable is amazing to see here, as I’ve said, I’ll play it over Obeka, and that’s what we will do here too.\nT3. Draw Dragonskull Summit. Play Luxury Suite, cast Talisman of Creativity, cast Fable\n\t\tFable and ramp, this was pretty much the ideal t3 we could hope for.\nT4. Draw Blood Crypt. Discard Blood Crypt and Toxic Deluge to Fable, draw Stock Up and Quantum Riddler.\nAttack with the Fable token, make a treasure, play Dragonskull Summit, Talisman of Indulgence and Obeka.\n\t\tRiddler and Stock Up are great finds, we won’t be casting them in this scenario because Gifts is a win, but if our win were to be interacted with and interrupted these are some excellent cards to have to refill and get back in the game.\nT5. Draw Sulfur falls. Play Sulfur falls. Gifts for Grim servant, Spellseeker, Reanimate, Ardent Elementalist.\n\t\tNo matter what the piles are, we will end up with a card that tutors for a Time Walk and the Elementalist. If they give us both the Spellseeker and the Servant, the first can get a Time Walk and the second can get Animate Dead or Flashback to reanimate the Elementalist to loop with the reflection of Kiki-Jiki.\n\tTime Walk + Elementalist + Creature Copy + Obeka = Win\n"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Example 2 – Turn 6 win."},{"attributes":{"header":3},"insert":"\n"},{"insert":"Opening hand: Consult the Star Charts, Sundial of the Infinite, Consign to Memory, Talisman of Curiosity, Dragonskull Summit, Reflecting Pool, Misty Rainforest.\n\t\tThis hand has little in the ways of action and it’s a bit slow, but it is resilient, we have two backups for Obeka in hand, 4 mana and Consult to dig for action.\nT1. Draw Horizon of Progress, Play Misty, Crack for Thundering Falls, surveil Sulfur Falls.\n\t\tA land off the top is fine, and as usual we will fetch for a surveil land on turn 1. We don’t need another land so we can bin Sulfur Falls.\nT2. Draw Command Tower, Play Command Tower, play Talisman.\n\t\tAnother land is a shame; we are a bit flooded at this point.\nT3. Draw Reanimate, play Reflecting Pool, play Obeka.\n\t\tReanimate doesn’t do anything currently but it is a really useful tool to have, we could draw Gifts or a card that loots to cheat something into play, and it can always be used to save Obeka if she gets killed.\nT4. Draw Arid mesa, play Mesa, pass.\n\t\tAnother land is pretty dire; the silver lining is that it can fetch a surveil to make our draws better.\nPrevious players End step, kick Consult, find Enduring Curiosity and Molten Duplication, put back Rionya and Flooded Strand. Crack Mesa for Raucous Theatre, surveil Arena of Glory to the top.\n\t\tConsult has delivered! Enduring Curiosity and a way to copy it is great, we can start getting steady stream of cards each turn now, and the surveil land finding Arena of Glory is great too.\nT5. Draw Arena of Glory, Play Arena and exert it to cast Enduring Curiosity, copy it with Molten Duplication.\nAttack with both Enduring Curiosities and draw 4. Draw Expressive Iteration, Sol Ring, Fury and Sneak Attack. Evoke Fury using Sneak Attack.\nEnd the turn with Obeka in our end step to avoid sacrificing the copy of Enduring Curiosity.\n\t\tWith two Enduring Curiosities, each creature we have that deals combat damage will draw us two cards, a strong engine. We see some great draws and cast Fury here as we would have to discard two cards to hand size either way, and now our reanimate has a good target.\nT6. Draw Pyrogoyf, cast Expressive Iteration, putting Ideas Unbound into hand, Riverpyre Verge into exile, and Generous Plunderer to the bottom.\nCast ideas unbound and draw Saheeli Rai, Grim Servant and Frantic Search.\nPlay Sol Ring to cast Frantic Search. Draw Rionya and Wheel of Fortune, discard grim servant and Dragonskull Summit.\nReanimate Grim Servant for Final Fortune. Cast Final Fortune.\n\t\tThe Reanimate showed its worth here, and with Grim Servant we are able to tutor up a Time Walk, next turn we can play Rionya to copy the Servant, tutor and cast Underworld Breach and escape the Time Walk. With our Curiosities, we are drawing 4 extra cards a turn and can then discard them to hand size to fuel our Underworld Breach. If we did not have the servant, we could have Reanimated Rionya and copied Enduring Curiosity 5 times for a total of 7 and drawn 49 cards. Odds are that we find a Time Walk in the top half of the deck and win from here.\n\nExample 3 – Turn 5 Win."},{"attributes":{"header":3},"insert":"\n"},{"insert":"Opening hand: Training Center, Arid Mesa, Fierce Guardianship, Consign to Memory, Redoubled Stormsinger, Generous Plunderer, Molten Collapse.\n\t\tTo contrast with the previous example, this hand is a little weaker on mana, but it has protection, interaction and aggressive creatures along with a surveil on turn 1, so I keep.\nT1. Draw Takenuma, Abandoned Mire, play Arid Mesa, crack for Thundering Falls, surveil Twinflame to the top.\n\t\tNothing special about this turn 1, Twinflame is perfect to find with the surveil land.\nT2. Draw Twinflame, play Training Center, play Generous Plunderer.\n\t\tRamp on turn two, daring today, are we?\nT3. Make a treasure in the upkeep, draw Otawara, Soaring City, play Takenuma, play Obeka.\n\t\tCommander on turn three, daring today, are we?\nT4. Make a treasure in the upkeep, draw Flashback, Play Otawara, play Redoubled Stormsinger, Cast Twinflame targeting the Stormsinger. Attack with the token copy and make another token copy for a total of 3.\nEnd the turn with Obeka in the end step to keep the copies around.\n\t\tThis has us set up for a win next turn, we have three Stormsingers so if we make two more token copies and attack with all of them, all five will double that for a total of 67 attacking Stormsingers, a total of 201 power. A land so we can cast Flashback on Twinflame and cast it on two of our Stormsingers is our win here.\nT5. Make a treasure in the upkeep, draw Reflecting Pool, play Reflecting pool\nCast Flashback on Twinflame, strive Twinflame on two Stormsingers and make a hasty copy of each of them.\nAttack, each of our 5 Stormsingers make as many attacking copies as have been made before them this turn. The first makes 2, the second makes 4, the third makes 8, the fourth makes 16 and the fifth makes 32. This makes an additional 62 attacking Stormsingers, to a total of 67 attacking.\nWin through combat damage.\n\t\tThe land was lucky so we can go for the Stormsinger kill straight away, and with Fierce Guardianship in hand, we have counterspell backup to protect our win.\n\n\nExample 4 – Turn 4 Win."},{"attributes":{"header":3},"insert":"\n"},{"insert":"Opening hand: Drowned Catacomb, Blood Crypt, Luxury Suite, Fellwar Stone, Last Chance, Quantum Riddler, Fierce Guardianship.\n\t\tThis opening is stellar, 4 mana sources for a turn 3 Obeka, an extra turn in the bank along with card draw and protection.\nT1. Draw Professional Face-Breaker, play tapped Blood Crypt.\n\t\tFace-Breaker is great to see, more mana on top of our hand is amazing.\nT2. Draw Jaxis, play Drowned Catacomb, play Fellwar stone.\n\t\tAdd to that a way to copy creatures? This is perfect.\nT3. Draw Arid Mesa, play Luxury Suite, play Obeka.\n\t\tA turn 3 commander with this hand is guaranteed to put us in a commanding position next turn, with the potential to extend that into a win with the right draws.\nT4. Draw Reflecting Pool, play Reflecting Pool, play Face-Breaker and attack with Obeka to make a treasure, cast Last Chance.\n\t\tTypically, I would not attack with Obeka here for the treasure, because if she were interacted with, we can’t tap her to end the turn in response and would probably die next turn, however we have the protection in the form of Fierce, so it’s okay to get a bit greedy.\nT5. Draw Arena of Glory, play it and exert it to warp in Quantum Riddler with haste. Draw Stock up.\nUse the remaining Arena mana to blitz Jaxis into play and discard Arid Mesa to copy the Face-Breaker.\nAttack with our 3 creatures and both Face-Breakers will trigger three times, making 6 treasures.\nPostcombat Stock Up finds us a Spellseeker and Determined Iteration. Put to the bottom Horizon of Progress, Otawara, Soaring City and Fable of the Mirror-Breaker.\nCast Spellseeker, tutor for and cast Warriors Oath.\nActivate Obeka in the end step to keep our creatures and to not die.\n\t\tAfter a bit of digging, we managed to find the Spellseeker, one of a few lines to a deterministic win here, so that’s amazing. Even if we did not find it, this board state is fantastic, we have cards, mana and repeatable copies all on board by our fifth turn!\nT6. Draw Nightscape Familiar, discard it to Jaxis to copy Spellseeker, get Demonic Tutor. Play Determined Iteration, go to combat and copy the Face-Breaker, attack and make 9 treasures.\nPost combat, Demonic Tutor for Ardent Elementalist, cast it, returning Final Fortune, and recast the Final Fortune.\nActivate Obeka in the end step to keep our creatures and to not die. \n\t\tHere we just need to make enough mana so that we can tutor and cast the Elementalist and then Final Fortune, once we untap on our next turn, we have our loop!\nTime Walk + Elementalist + Creature Copy + Obeka = Win\n"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Example 5 – Turn 5 Win."},{"attributes":{"header":3},"insert":"\n"},{"insert":"Opening hand: Command Tower, Scalding Tarn, Dragonskull Summit, Talisman of Indulgence, Nightscape Familiar, Molten Duplication, Grim Servant.\n\t\tThis hand is very good, on top of three lands it has two turn 2 ramp options, and the two card combo of Grim Servant + Copy.\nT1. Draw Overlord of the Floodpits, play Scalding Tarn, crack for Thundering Falls, surveil a Lotus Field to the top.\n\t\tOverlord is great to have and can provide us with cards and value even if our combo is disrupted, similarly, Lotus Field is a good mana burst on the turn after we play Obeka, so we are looking to set that up.\nT2. Draw Lotus Field, play Command Tower, play Nightscape Familiar.\n\t\tWe play Nightscape Familiar here instead of the Talisman because it is a creature, and therefore if we draw any of our creatures that care about combat damage, we have boots on the ground to take advantage of them.\nT3. Draw Blazemire Verge, play Dragonskull Summit, play Obeka.\n\t\tA very typical turn 3, just get the commander out there.\nT4. Draw Fury, play Overlord of the Floodpits, draw Wooded Foothills and Frantic Search, discard Talisman.\nPlay Lotus Field and hold priority with the trigger to sacrifice two lands on the stack, activate Obeka, and end the turn.\n\t\tWe have a 5/3 flyer that will draw us 2 extra cards deeper a turn in play now, and we discard the Talisman, we have no need for any extra ramp thanks to getting a Lotus Field into play without sacrificing anything.\nT5. Draw Island, attack with the Overlord, draw Swan song and Quantum Riddler, discard Island.\nPlay Grim Servant, tutor for and cast Final Fortune.\n\t\tWe have the win in hand here, so we attack with the Overlord first to see if we can find any redundancy or protection and are rewarded with a Swan Song. The Riddler is always nice to see as well. We have the Grim Servant as well as a Copy spell, so all we need to do to execute the win is to cast the Servant and tutor up a Time Walk, from there, we just execute the Grim Servant win line.\n\n\nThank you for reading!"},{"attributes":{"header":2},"insert":"\n"},{"insert":"I know this has been a long one, but I hope it has given you a decent degree of insight into how I view Obeka and how the deck can perform!! I hope to see more Obeka players out there!\n"}]}