Easter Logic Puzzles ~ 5 puzzles ~ No Prep by Soaring in Science - Free Printable

Let’s solve this step by step.

We have 4 kids: Ryan, Hunter, Samantha, Avery.
Each picked a different egg with a unique combination of:
- Decoration (glitter, swirled, polka dots)
- Color (gold, purple, yellow, green, turquoise — but only 4 used since there are 4 kids)
- And we know from the clues what each kid did NOT do or DID do.

Also, note: There are 5 colors listed in the table, but only 4 kids → so one color is not used. Same for decorations: 3 types, but 4 kids → wait, that can’t be right? Let’s check again.

Wait — looking at the grid:

Decorations: glitter, swirled, polka dots → 3 options
Colors: gold, purple, yellow, green, turquoise → 5 options
But only 4 kids → so some colors won’t be used, and maybe one decoration is used twice? But the problem says “all decorated eggs had looked very different” → so each egg has a UNIQUE combo of decoration + color.

So total possible combos = 3 decorations × 5 colors = 15, but we only need 4 unique ones.

Now let’s use the clues:

Clue 1: Samantha thought making a swirled egg was too hard, so she did not make one.
→ So Samantha ≠ swirled

Clue 2: Hunter did not make a turquoise or a purple egg.
→ Hunter ≠ turquoise, Hunter ≠ purple

Clue 3: The glittered eggs were purple.
→ This means: if an egg is glitter → it must be purple.
Also, if an egg is purple → it must be glitter? Not necessarily — but the clue says “the glittered eggs were purple”, which implies all glitter eggs are purple. It doesn’t say ALL purple eggs are glitter, but in logic puzzles like this, usually it’s meant to be a direct link: glitter ↔ purple. Let’s assume that for now.

Actually, re-read: “The glittered eggs were purple.” → plural, but we don’t know how many glitter eggs. But since each egg is unique, and only one kid per egg, probably only one glitter egg? Or maybe more? Wait — the grid has checkboxes — each kid gets ONE decoration and ONE color.

So each kid has exactly one decoration and one color.

And “the glittered eggs were purple” → meaning any egg that is glitter must be purple. So if someone chose glitter, their color MUST be purple.

Similarly, if someone chose purple, does it have to be glitter? The clue doesn’t say that. But let’s see.

Clue 4: Hunter thought it would be fun to do polka dots on his egg.
→ So Hunter = polka dots

Clue 5: Ryan was in a hurry, so he just colored his egg solid green.
→ So Ryan = green, and also, since it’s “solid green”, that probably means no pattern? But wait — the decorations are glitter, swirled, polka dots — those are patterns. What about “solid”? Maybe “solid” means no decoration? But the grid doesn’t have a “no decoration” option.

Wait — look back at the intro: “In art class everyone got one egg... They loved that their name on their egg bag.” Then it shows examples: one with zigzag (swirled?), one with dots (polka dots), one plain? No — actually, the example eggs shown: first is zigzag (probably swirled), second is dots (polka dots), third is plain? But then fourth is flowers? Fifth is wavy lines? Sixth is stars?

Wait — the grid only lists three decorations: glitter, swirled, polka dots. But the example eggs show more designs. Hmm.

Perhaps “glitter”, “swirled”, “polka dots” are the only decoration types available? And “solid” might mean no decoration? But Ryan colored his egg “solid green” — so maybe that means he didn’t add any decoration? But the grid requires choosing a decoration.

This is confusing.

Let me read the problem again carefully.

“In art class everyone got one egg so the teacher had all kinds of egg decorating supplies. Ryan, Hunter, Samantha, and Avery all decorated eggs that looked very different. They loved that their name on their egg bag. Can you help the art teacher figure out who decorated each egg?”

Then the grid has columns: glitter, swirled, polka dots, gold, purple, yellow, green, turquoise.

Rows: Ryan, Hunter, Samantha, Avery.

Then below, there’s a solution box with names and two blanks: decorations and color.

Then clues:

- Samantha thought making a swirled egg was too hard, so she did not make one. → Samantha ≠ swirled

- Hunter did not make a turquoise or a purple egg. → Hunter ≠ turquoise, Hunter ≠ purple

- The glittered eggs were purple. → If decoration = glitter, then color = purple

- Hunter thought it would be fun to do polka dots on his egg. → Hunter = polka dots

- Ryan was in a hurry, so he just colored his egg solid green. → Ryan = green, and perhaps no decoration? But the grid forces us to pick a decoration.

Ah — here’s the key: “solid green” likely means he chose the color green, and for decoration, since it’s “solid”, maybe he didn't add any pattern — but the only decorations listed are glitter, swirled, polka dots. None of those are "solid". Unless "solid" corresponds to none of them? But that doesn't fit.

Perhaps "solid green" means he chose green as color, and for decoration, it's not specified, but we have to assign one.

But the clue says "he just colored his egg solid green" — implying no additional decoration. But the puzzle requires assigning a decoration from the list.

Maybe "glitter", "swirled", "polka dots" are the only options, and "solid" isn't a decoration type — so Ryan must have chosen one of the three, but the clue says he "just colored" it, suggesting no decoration. Contradiction?

Unless... perhaps "solid" refers to the color being uniform, but he still added a decoration? That doesn't make sense.

Another idea: maybe "solid green" means the color is green, and the decoration is something else, but the clue is emphasizing that he didn't do anything fancy — but we still have to assign a decoration.

Let’s look at the solution format: it asks for each person's decoration and color.

From clue 5: Ryan = green (color)

From clue 4: Hunter = polka dots (decoration)

From clue 2: Hunter ≠ turquoise, Hunter ≠ purple → so Hunter's color is not turquoise or purple. Since Hunter = polka dots, and color is not turquoise or purple, and not green (because Ryan has green), so Hunter's color must be gold or yellow.

Colors available: gold, purple, yellow, green, turquoise. Ryan has green. Hunter cannot have purple or turquoise, so Hunter has gold or yellow.

From clue 3: glittered eggs were purple → so if anyone has glitter, their color is purple.

Samantha ≠ swirled (clue 1)

Now, let’s list what we know:

Ryan: color = green, decoration = ? (not known yet)

Hunter: decoration = polka dots, color = ? (gold or yellow, since not purple, not turquoise, not green)

Samantha: decoration ≠ swirled, so she has either glitter or polka dots. But Hunter has polka dots, and all eggs are different, so Samantha cannot have polka dots. Therefore, Samantha must have glitter.

Is that right? Decorations: glitter, swirled, polka dots. Three options, four kids? That can’t be — unless one decoration is used twice? But the problem says "all decorated eggs had looked very different", so each egg has a unique combination of decoration and color. So possibly, two kids could have the same decoration but different colors? But the clue "the glittered eggs were purple" suggests that if you have glitter, you must have purple, so if two people had glitter, they'd both have purple, but then the eggs wouldn't be different — same decoration and same color. So probably, each decoration is used at most once? But there are three decorations and four kids — impossible to have all different if only three decoration types.

Unless... perhaps "glitter", "swirled", "polka dots" are not the only decorations? But the grid only has those three.

Look back at the image description: the grid has columns for glitter, swirled, polka dots, and then colors. But in the example eggs, there are more designs: one with flowers, one with stars, etc. But the grid doesn't include those.

Perhaps the "decorations" column is mislabeled, or perhaps "glitter", "swirled", "polka dots" are the only ones considered for the puzzle.

But with four kids and only three decoration types, by pigeonhole principle, at least two kids must share the same decoration. But then for the eggs to be different, their colors must be different.

And the clue "the glittered eggs were purple" — if two kids have glitter, they both must have purple, but then same decoration and same color — not different. So probably, only one kid has glitter, and thus only one has purple.

Similarly, for other decorations.

So likely, each decoration is used by at most one kid, but there are four kids and three decorations — contradiction.

Unless... perhaps "solid" is a fourth decoration? But it's not listed.

Another possibility: when Ryan says "solid green", it means he chose no decoration, but the puzzle expects us to leave the decoration blank or something. But the grid has checkboxes for the three decorations.

Perhaps "glitter", "swirled", "polka dots" are the only options, and for Ryan, since he did "solid", he didn't choose any, but that doesn't work.

Let's read the clue again: "Ryan was in a hurry, so he just colored his egg solid green."

And in the context, "colored his egg solid green" might mean he only applied color, no additional decoration. So perhaps for decoration, he has none, but the puzzle might consider that as not having glitter, swirled, or polka dots.

But the grid requires us to select one of the three for each kid.

Perhaps "solid" corresponds to one of the decorations? Unlikely.

Another idea: maybe "glitter" is not a decoration type but a finish, but the grid treats it as a decoration.

I think there's a mistake in my assumption.

Let's count the number of decoration types in the grid: only three: glitter, swirled, polka dots.

Number of kids: four.

So inevitably, at least two kids will have the same decoration type, but different colors, so the eggs are still different.

For example, two kids could have "swirled" but different colors.

The clue "the glittered eggs were purple" — if multiple kids have glitter, they all must have purple, but then same decoration and same color — not different. So to avoid that, probably only one kid has glitter, and thus only one has purple.

Similarly, for other decorations, no such restriction, so multiple kids can have the same decoration as long as colors are different.

But the problem says "all decorated eggs had looked very different", which is satisfied as long as the pair (decoration, color) is unique for each kid.

So it's ok to have same decoration with different colors.

For example, Kid A: swirled, red; Kid B: swirled, blue — different eggs.

So in this case, with three decoration types and five colors, we can have up to 15 unique combinations, so four kids is fine.

So let's proceed.

Known:

- Ryan: color = green (from clue 5)

- Hunter: decoration = polka dots (clue 4), and color ≠ turquoise, ≠ purple (clue 2), and ≠ green (since Ryan has green), so Hunter's color is gold or yellow.

- Samantha: decoration ≠ swirled (clue 1), so she has either glitter or polka dots. But Hunter has polka dots, and if Samantha also has polka dots, that's ok as long as color is different. But let's see.

- Clue 3: if decoration = glitter, then color = purple.

Also, since Hunter has polka dots, and color is gold or yellow.

Now, let's consider Samantha.

Samantha cannot have swirled, so she has glitter or polka dots.

If she has polka dots, then both she and Hunter have polka dots, which is allowed, as long as colors are different.

But Hunter's color is gold or yellow, so Samantha could have polka dots with a different color.

But there's another constraint: the glittered eggs are purple, so if Samantha has glitter, her color is purple.

Now, let's list possible assignments.

First, Ryan: color = green, decoration = ? (could be glitter, swirled, or polka dots)

But if Ryan has glitter, then his color must be purple, but his color is green, contradiction. So Ryan cannot have glitter.

So Ryan's decoration is either swirled or polka dots.

But Hunter has polka dots, so if Ryan has polka dots, then both have polka dots, which is ok, as long as colors are different — Ryan has green, Hunter has gold or yellow, so different, ok.

Samantha cannot have swirled, so she has glitter or polka dots.

Avery has no restrictions yet.

Now, clue 3: glittered eggs were purple — so whoever has glitter must have purple color.

Also, Hunter cannot have purple, so Hunter does not have glitter.

Ryan cannot have glitter because his color is green, not purple.

So only Samantha or Avery can have glitter.

If Samantha has glitter, then her color is purple.

If Avery has glitter, then her color is purple.

Now, let's consider cases.

Case 1: Samantha has glitter.

Then Samantha: decoration = glitter, color = purple.

Then Hunter: decoration = polka dots, color = gold or yellow.

Ryan: color = green, decoration = ? (not glitter, so swirled or polka dots)

But if Ryan has polka dots, then both Ryan and Hunter have polka dots, which is ok.

Samantha has glitter, so not polka dots.

Avery: decoration and color to be assigned.

Colors left: since Ryan has green, Samantha has purple, Hunter has gold or yellow, so colors left: the other of gold/yellow, and turquoise.

Decorations left: swirled, and possibly polka dots if not taken.

If Ryan has polka dots, then decorations used: Samantha-glitter, Hunter-polka dots, Ryan-polka dots — so two with polka dots.

Then Avery must have swirled (only decoration left? But there are three types, but we can reuse? No, decorations can be reused as long as colors are different.

Decorations are not unique; only the pair (decoration, color) must be unique.

So Avery can have any decoration not causing duplicate pair.

Currently:

- Samantha: glitter, purple

- Hunter: polka dots, say gold

- Ryan: polka dots, green — but is (polka dots, green) different from (polka dots, gold)? Yes, so ok.

Then Avery: needs a decoration and color.

Colors left: yellow and turquoise (since green, purple, gold used; assuming Hunter has gold)

If Hunter has gold, then colors used: green (Ryan), purple (Samantha), gold (Hunter), so left: yellow, turquoise.

Decorations: glitter (Samantha), polka dots (Hunter and Ryan), so swirled is available.

Avery can have swirled with yellow or turquoise.

But is there any restriction?

Samantha cannot have swirled, but she doesn't.

Hunter has polka dots, not swirled.

Ryan has polka dots.

No one has swirled yet, so Avery can have swirled.

But we need to check if all are covered.

The issue is that Hunter's color is gold or yellow, we assumed gold, but it could be yellow.

Also, we have to ensure that the assignment is consistent.

But there's another thing: the clue doesn't restrict Avery, so this seems possible.

But let's see if there's a conflict.

In this case, Ryan has polka dots and green.

Hunter has polka dots and gold (say).

But both have polka dots — is that allowed? The problem doesn't prohibit it, and eggs are different because colors are different.

Similarly, Samantha has glitter and purple.

Avery has swirled and say yellow.

Then colors: green, gold, purple, yellow — turquoise not used, which is fine.

But is there a problem?

Clue 2: Hunter did not make turquoise or purple — he has gold, ok.

Samantha did not make swirled — she has glitter, ok.

Glittered eggs are purple — yes, Samantha has glitter and purple.

Hunter has polka dots — yes.

Ryan has solid green — we assigned him polka dots and green, but the clue says "he just colored his egg solid green", which might imply no decoration, but we assigned polka dots. Is that acceptable?

Perhaps "solid green" means no additional decoration, so he should not have glitter, swirled, or polka dots. But the puzzle forces us to choose one.

Maybe for Ryan, since he did "solid", he has no decoration, but the grid doesn't have that option.

Perhaps "solid" corresponds to not having any of the three, but then how to fill the grid.

Another possibility: maybe "glitter", "swirled", "polka dots" are the only decorations, and "solid" is not a decoration, so for Ryan, we must assign one of the three, but the clue suggests he didn't add any, so perhaps he has a decoration that is minimal, but it's ambiguous.

Let's look at the solution format. In the "SOLUTION" box, it has for each name, "decorations" and "color", so we need to fill those.

Perhaps for Ryan, "solid green" means color is green, and decoration is not specified, but we have to infer.

But from the clues, we can deduce.

Let's try the other case.

Case 2: Samantha does not have glitter.

Since Samantha cannot have swirled, and if not glitter, then she must have polka dots.

So Samantha: decoration = polka dots.

But Hunter also has polka dots (clue 4).

So both Hunter and Samantha have polka dots.

Then their colors must be different.

Hunter's color: not turquoise, not purple, not green (Ryan has green), so gold or yellow.

Samantha's color: not restricted yet, except not the same as Hunter's.

Also, clue 3: glittered eggs are purple, so whoever has glitter has purple.

Ryan cannot have glitter because his color is green, not purple.

So only Avery can have glitter, so Avery: decoration = glitter, color = purple.

Then Ryan: color = green, decoration = ? (not glitter, so swirled or polka dots)

But if Ryan has polka dots, then three people have polka dots: Hunter, Samantha, Ryan — which is ok as long as colors are different.

Colors: Ryan-green, Avery-purple, Hunter-gold or yellow, Samantha-the other or turquoise.

Hunter cannot have turquoise or purple, so his color is gold or yellow.

Samantha can have any color except what others have.

But let's assign.

Suppose Hunter has gold.

Then Samantha can have yellow or turquoise.

Ryan has green.

Avery has purple.

Colors left for Samantha: yellow or turquoise.

Decorations: Avery has glitter, Hunter has polka dots, Samantha has polka dots, so Ryan must have swirled (since if he has polka dots, four with polka dots, but only three types, but still ok).

Ryan: decoration = swirled, color = green.

Samantha: decoration = polka dots, color = say yellow.

Then all good.

But is there a problem with Samantha? She has polka dots, and no restriction against that.

Clue 1: she did not make swirled — she has polka dots, ok.

Now, compare to case 1.

In case 1, we had Samantha with glitter and purple, Ryan with polka dots and green, Hunter with polka dots and gold, Avery with swirled and yellow.

In case 2, Avery with glitter and purple, Samantha with polka dots and yellow, Hunter with polka dots and gold, Ryan with swirled and green.

Both seem possible, but we have another clue or constraint?

The problem is to find who decorated each egg, and the solution box is to be filled.

But in both cases, it's different.

We need to see which one satisfies all.

There's a clue I missed? Or perhaps the "solid green" for Ryan implies that he has no decoration, so in the decoration column, he should not have glitter, swirled, or polka dots, but that's impossible.

Unless "solid" means he has a decoration that is not listed, but the grid only has those three.

Perhaps for Ryan, "solid green" means he chose the color green, and for decoration, it's "none", but since the grid doesn't have "none", maybe we leave it blank, but the puzzle expects us to choose.

Another idea: perhaps "glitter", "swirled", "polka dots" are the only options, and "solid" is not a decoration, so for Ryan, since he did "solid", he must have chosen one of the three, but the clue is just describing that he didn't do anything fancy, but he still added a decoration.

In that case, both cases are possible, but we need to see if there's a conflict with the number.

Let's list the colors.

There are 5 colors: gold, purple, yellow, green, turquoise.

4 kids, so one color not used.

In case 1:
- Ryan: green
- Hunter: gold (say)
- Samantha: purple
- Avery: yellow
- turquoise not used.

In case 2:
- Ryan: green
- Hunter: gold
- Samantha: yellow
- Avery: purple
- turquoise not used.

Same colors used.

Now, decorations:

In case 1:
- Ryan: polka dots
- Hunter: polka dots
- Samantha: glitter
- Avery: swirled

In case 2:
- Ryan: swirled
- Hunter: polka dots
- Samantha: polka dots
- Avery: glitter

So in both cases, two people have polka dots, one has glitter, one has swirled.

The difference is who has what.

Now, is there a way to distinguish?

Let's look back at the clues.

Clue 1: Samantha did not make swirled — in both cases, she doesn't have swirled.

Clue 2: Hunter did not make turquoise or purple — in both cases, he has gold or yellow, not those.

Clue 3: glittered eggs were purple — in both cases, the person with glitter has purple.

Clue 4: Hunter has polka dots — in both cases.

Clue 5: Ryan has green — in both cases.

So both seem valid.

But that can't be; the puzzle should have a unique solution.

Perhaps I missed that "the glittered eggs were purple" implies that there is at least one glittered egg, which there is in both cases.

Or perhaps for Ryan, "solid green" means that he has no decoration, so in the decoration column, he should not be assigned any of the three, but that's not possible.

Unless the "decorations" include "solid" as an option, but it's not listed in the grid.

Let's look at the grid again. In the user's message, the grid has columns: glitter, swirled, polka dots, gold, purple, yellow, green, turquoise.

So only three decoration types.

Perhaps "solid" is not a decoration, so for Ryan, we must assign a decoration, and "solid green" just means the color is green, and he may have added a decoration, but the clue says "he just colored", suggesting no decoration.

But in logic puzzles, sometimes "just colored" means no additional decoration, so perhaps for Ryan, the decoration is none, but since it's not an option, maybe he has a decoration that is considered "solid", but it's not listed.

Another idea: perhaps "glitter", "swirled", "polka dots" are the only decorations, and for Ryan, since he did "solid", he has no decoration, so in the grid, we leave the decoration columns blank for him, but the puzzle likely expects us to choose one.

Perhaps "solid" corresponds to not having glitter or swirled or polka dots, but then how.

Let's read the initial statement: "They loved that their name on their egg bag." and "can you help the art teacher figure out who decorated each egg?"

And the solution box has "decorations" and "color" for each.

Perhaps for Ryan, "solid green" means color is green, and decoration is not applicable, but we have to infer from context.

Maybe "solid" means he chose the color green, and for decoration, it's implied that he didn't add any, so perhaps he has a decoration that is "plain" or something, but not listed.

I think there's a mistake in the puzzle or my understanding.

Let's consider that "glitter", "swirled", "polka dots" are the only decoration types, and "solid" is not a decoration, so for Ryan, we must assign one of the three, and the clue "he just colored his egg solid green" is to indicate that his color is green, and perhaps that he has a simple decoration, but we still need to assign.

In that case, both cases are possible, but let's see the answer format.

Perhaps from the clues, we can see that Samantha cannot have polka dots because Hunter has it, but no, the puzzle doesn't say decorations are unique.

Another clue: in the solution box, it's to be filled, and perhaps there's only one way.

Let's try to use the fact that all eggs are different, and see if there's a conflict.

In case 1:
- Ryan: polka dots, green
- Hunter: polka dots, gold
- Samantha: glitter, purple
- Avery: swirled, yellow

All pairs are unique: (polka dots, green), (polka dots, gold), (glitter, purple), (swirled, yellow) — all different, good.

In case 2:
- Ryan: swirled, green
- Hunter: polka dots, gold
- Samantha: polka dots, yellow
- Avery: glitter, purple

Pairs: (swirled, green), (polka dots, gold), (polka dots, yellow), (glitter, purple) — also all unique.

So both are valid.

But that can't be for a homework problem.

Unless I missed a clue.

Let's read the clues again carefully.

" Samantha thought making a swirled egg was too hard, so she did not make one." — so Samantha ≠ swirled

" Hunter did not make a turquoise or a purple egg." — Hunter ≠ turquoise, Hunter ≠ purple

" The glittered eggs were purple." — if decoration = glitter, then color = purple

" Hunter thought it would be fun to do polka dots on his egg." — Hunter = polka dots

" Ryan was in a hurry, so he just colored his egg solid green." — Ryan = green, and perhaps decoration = none, but not possible.

Perhaps "solid green" means that the color is green, and the decoration is not glitter, not swirled, not polka dots, but since those are the only options, maybe he has no decoration, but then for the grid, we might need to indicate that.

But the grid has checkboxes for the three decorations, so for Ryan, if he has no decoration, we leave all unchecked, but then for the solution, what to put for "decorations"?

Perhaps "solid" is considered a decoration, but it's not listed.

Another idea: perhaps "glitter", "swirled", "polka dots" are the only decorations, and for Ryan, "solid green" means he chose green as color, and for decoration, it's "solid", but since it's not in the list, maybe it's implied that he has no additional decoration, so in the context, we can assume that for Ryan, the decoration is not any of the three, but that doesn't help.

Let's look at the example eggs in the image description: there are six example eggs: one with zigzag (swirled), one with dots (polka dots), one plain? No, the third is described as "plain" but in the text, it's "one with zigzag, one with dots, one plain, one with flowers, one with wavy lines, one with stars" — but the grid only has three decoration types, so perhaps the puzzle is using only those three for the logic, and the others are distractors.

Perhaps for the purpose of this puzzle, "solid" means no decoration, so for Ryan, we can say decoration is "none", but since it's not an option, maybe in the solution, for Ryan, decoration is blank or something.

But the solution box asks for "decorations" and "color", so for Ryan, color is green, decoration is ?

Perhaps from the clues, we can see that Ryan must have a specific decoration.

Let's consider that if Ryan has a decoration, it can't be glitter (because color is green, not purple), so it must be swirled or polka dots.

In case 1, he has polka dots, in case 2, he has swirled.

Now, is there a reason to prefer one over the other?

Let's see Samantha.

In case 1, Samantha has glitter and purple.

In case 2, Samantha has polka dots and say yellow.

No restriction.

But there's another thing: the clue "the glittered eggs were purple" — if there is only one glittered egg, it's fine, but if there were more, they would all be purple, but in our cases, only one has glitter.

So both are ok.

Perhaps the puzzle intends that decorations are unique, but with 4 kids and 3 decorations, impossible.

Unless "solid" is a fourth decoration.

Let's assume that "solid" is a decoration type, even though not listed in the grid. But the grid doesn't have it.

Perhaps in the grid, "glitter", "swirled", "polka dots" are the only ones, and for Ryan, since he did "solid", he has no decoration, so for the solution, we can say his decoration is "solid" or "none".

But the solution box might expect one of the three.

Let's try to search for similar puzzles or think differently.

Another approach: perhaps "solid green" means that the color is green, and the decoration is not specified, but from the context, and since he was in a hurry, he might have chosen the simplest decoration, but which is simplest? Glitter might be easy, swirled might be hard, etc.

But Samantha thought swirled was too hard, so perhaps swirled is hard, so Ryan, being in a hurry, might have chosen glitter or polka dots.

But not helpful.

Let's list all possibilities.

Let me denote D for decoration, C for color.

Kids: R, H, S, A

Known:
R: C = green
H: D = polka dots, C ≠ turquoise, C ≠ purple
S: D ≠ swirled
If D = glitter, then C = purple
Also, all (D,C) pairs unique.

From H: D = polka dots, C = gold or yellow (since not purple, not turquoise, not green)

From R: C = green, D ≠ glitter (because if D=glitter, C must be purple, but C=green, contradiction), so D = swirled or polka dots.

From S: D ≠ swirled, so D = glitter or polka dots.

Now, if S has D = glitter, then C = purple.

Then R has D = swirled or polka dots, C = green.

H has D = polka dots, C = gold or yellow.

A has to have the remaining.

If S has glitter, then C= purple.

Then colors used: R-green, S-purple, H- say gold, so left: yellow, turquoise.

Decorations: S-glitter, H-polka dots, R- say swirled or polka dots.

If R has polka dots, then D for R and H are both polka dots, C different, ok.

Then A can have swirled or the other decoration.

If R has swirled, then D: S-glitter, H-polka dots, R-swirled, so A can have polka dots or glitter, but glitter is already used by S, and if A has glitter, C must be purple, but purple is already used by S, and (glitter, purple) would be duplicate if A also has it, but S has (glitter, purple), so if A has glitter, C must be purple, but then same as S, not allowed. So A cannot have glitter if S has it.

So if S has glitter, then A cannot have glitter.

So A must have a decoration not used or same with different color.

Decorations available: if R has swirled, then D used: S-glitter, H-polka dots, R-swirled, so all three used, so A must have one of them, say polka dots, with color yellow or turquoise.

Say A has polka dots, C= yellow.

Then pairs:
S: glitter, purple
H: polka dots, gold
R: swirled, green
A: polka dots, yellow

All unique: (glitter,purple), (polka dots,gold), (swirled,green), (polka dots,yellow) — good.

If R has polka dots, then:
S: glitter, purple
H: polka dots, gold
R: polka dots, green
A: must have swirled, C= yellow or turquoise, say yellow.

Pairs: (glitter,purple), (polka dots,gold), (polka dots,green), (swirled,yellow) — also good.

So still multiple possibilities.

But in this subcase, when S has glitter, we have two sub-subcases.

Similarly, if S has polka dots, then as in case 2 earlier.

So many possibilities.

This is not working.

Perhaps " the glittered eggs were purple" implies that there is only one glittered egg, and it is purple, which is true in all cases, but not helping.

Another idea: perhaps "solid green" for Ryan means that he has no decoration, so for the decoration, it is "none", and in the grid, we can consider that as not having any of the three, but for the solution, we can say "solid" or "none".

But the solution box might expect "glitter", "swirled", or "polka dots".

Perhaps for Ryan, since he did "solid", and the only decoration that might be considered "solid" is none, but let's look at the answer.

Perhaps from the clues, we can see that Hunter has polka dots, and Samantha cannot have swirled, and Ryan has green, and the glittered are purple, so the person with purple must have glitter.

Now, who can have purple? Not Hunter (clue 2), not Ryan (because if he has purple, but he has green, contradiction), so only Samantha or Avery can have purple, and thus have glitter.

So either S or A has glitter and purple.

Now, if S has glitter and purple, then as above.

If A has glitter and purple, then S has polka dots (since not swirled, and not glitter if A has it).

Then H has polka dots, so S and H both have polka dots.

R has green, D = swirled or polka dots.

If R has polka dots, then three have polka dots.

If R has swirled, then S and H have polka dots, R has swirled, A has glitter.

Now, to resolve, perhaps we can use the fact that the eggs are very different, but all are different in both cases.

Perhaps the "solution" box is to be filled, and in the image, there might be a hint, but since I can't see the image, only the text.

In the user's message, after the grid, there is "SOLUTION:" with a table: Name | decorations | color

And then the clues.

Perhaps for Ryan, "solid green" means that his decoration is not any of the three, but in the context, maybe he has "glitter" or something, but unlikely.

Let's try to assume that "solid" means no decoration, so for Ryan, in the decoration column, we leave it blank, but for the solution, we can say "none" or "solid".

But the problem asks to fill the solution box with "decorations" and "color", so for Ryan, color is green, decoration is ?

Perhaps from the clues, we can see that the only person who can have swirled is Ryan or Avery, but Samantha cannot, Hunter has polka dots.

In case where S has glitter, then R can have swirled or polka dots.

In case where A has glitter, then R can have swirled or polka dots.

But let's notice that if R has polka dots, then since H also has polka dots, and if S also has polka dots in some cases, but in the case where S has glitter, and R has polka dots, then H and R have polka dots, S has glitter, A has swirled.

Then for A, if he has swirled, and color say yellow, then all good.

But is there a clue that prevents R from having polka dots?

No.

Perhaps the key is in the phrase "he just colored his egg solid green" — and in art class, "colored" might mean only applying color, no decoration, so perhaps for Ryan, the decoration is none, and for the puzzle, we can infer that he has no decoration, so in the solution, for decorations, we put "none" or "solid".

But since the grid has only three options, perhaps the puzzle expects us to realize that for Ryan, he has no decoration, so for the other kids, we assign.

But then for the solution box, what to put for Ryan's decorations.

Perhaps "solid" is considered a decoration, and we can use it.

Let's assume that "solid" is a fourth decoration type, even though not listed. But the grid doesn't have it.

Perhaps in the grid, "glitter", "swirled", "polka dots" are the only ones, and for Ryan, since he did "solid", he has no decoration, so for the solution, we can say his decoration is " " or "none".

But for the sake of solving, let's look for a standard way.

Another thought: perhaps " the glittered eggs were purple" and "Hunter did not make a purple egg" etc, and also, from the beginning, "they loved that their name on their egg bag" — not helpful.

Let's count the number of each decoration.

Perhaps from the clues, we can see that Samantha cannot have polka dots because if she does, and Hunter has it, then two have it, but no problem.

Let's try to use the fact that Avery is not mentioned, so perhaps she has the remaining.

But still.

Perhaps the "solution" is unique if we assume that decorations are as unique as possible, but not specified.

Let's calculate the number.

Suppose that the person with purple must have glitter, and only one can have purple, since if two have purple, they must both have glitter, but then same (glitter, purple), not allowed, so only one person has purple, and thus only one has glitter.

So exactly one kid has glitter and purple.

That kid is either Samantha or Avery, as established.

Now, Ryan has green, so not purple.

Hunter has not purple.

So S or A has glitter and purple.

Now, for the other decorations.

Also, Hunter has polka dots.

Samantha has not swirled, so if she is not the one with glitter, she must have polka dots.

So if S has glitter, then she has glitter and purple, and D = glitter, so not polka dots, so she is not using polka dots.

Then H has polka dots.

R has D = swirled or polka dots, C = green.

A has to have the remaining decoration and color.

If S has glitter, then A cannot have glitter, so A has swirled or polka dots.

If R has polka dots, then H and R have polka dots, so A can have swirled.

If R has swirled, then A can have polka dots.

So still.

But now, if S has polka dots, then she has D = polka dots, C = ? not purple (since if she has purple, she must have glitter, but she has polka dots, so C ≠ purple), and not restricted otherwise.

Then H has polka dots, so S and H both have polka dots.

Then the glitter and purple must be had by A, since R cannot (C=green), H cannot (C≠purple), S has polka dots, so not glitter, so A has glitter and purple.

Then R has C=green, D = swirled or polka dots.

If R has polka dots, then S, H, R all have polka dots, A has glitter.

If R has swirled, then S and H have polka dots, R has swirled, A has glitter.

Now, to decide, perhaps we can use the clue that Samantha thought swirled was too hard, so she didn't make it, but she made polka dots or glitter.

No help.

Perhaps for Ryan, "in a hurry" and "just colored" suggests that he chose the easiest decoration, which might be glitter or polka dots, while swirled is hard (as per Samantha).

So perhaps Ryan has glitter or polka dots, not swirled.

In that case, in the cases where R has swirled, it might be less likely.

So let's assume that Ryan does not have swirled, because swirled is hard, and he was in a hurry, so he chose a easy decoration like glitter or polka dots.

But he can't have glitter because C=green, not purple, so he must have polka dots.

So R: D = polka dots, C = green.

Then, since H also has polka dots, so both have polka dots.

Then S: D ≠ swirled, and D ≠ polka dots? No, she can have polka dots, but if she has polka dots, then three have polka dots.

Or she can have glitter.

If S has glitter, then C = purple.

Then A has to have swirled, and color say yellow or turquoise.

H has polka dots, C = gold or yellow.

Say H has gold, then A can have swirled and yellow, or swirled and turquoise.

But if A has swirled and yellow, then colors: R-green, H-gold, S-purple, A-yellow — turquoise not used.

If A has swirled and turquoise, then colors: green, gold, purple, turquoise — yellow not used.

Both ok.

But if S has polka dots, then S: D = polka dots, C = ? not purple (because if C=purple, she must have glitter, but she has polka dots, so C≠purple), and not green (R has it), not turquoise or purple for H, but for S, no restriction, so C = gold, yellow, or turquoise.

But H has polka dots, C = gold or yellow.

So if S has polka dots, C must be different from H's C.

Also, A has glitter and purple.

So for example, H has pol