Magical Drop

Screenshots1 / 2

The title screen displays the blue "Magical Drop" logo centered prominently against a warm-toned interior background with burgundy walls, yellow trim, and orange doorways. Green ornamental spheres hang above the logo. Below the title, "PUSH START" appears in cyan text. Copyright information for Data East and licensing details from 1995 are visible at the bottom in white and blue text. The overall art style uses 16-bit sprite graphics with a warm color palette dominated by yellows, oranges, and purples.

Magical Drop

魔法宝石

4.3 (4K)
SNES Action 731 plays

Magical Drop is an action puzzle game developed by Data East and released in 1995 for the SNES. Players control a character who catches and drops colored orbs to match three or more of the same color in vertical or horizontal lines. The game features a two-player competitive mode where players can battle directly. Gameplay involves timing and positioning as orbs fall from the top of the screen. Players clear orbs by creating matches, which causes remaining orbs to fall and potentially create chain reactions. The game progresses through multiple levels with increasing difficulty and speed.

Developer
Released
Platform
SNES
Genre
Action
Players
2P
Rating
4.3 / 5 (4K)
Last updated

Magical Drop Controls — SNES Keyboard Keys

Default keyboard bindings for Magical Drop on our in-browser SNES emulator. Plug in a USB or Bluetooth gamepad to auto-detect mappings, or rebind any key from the emulator settings menu.

Keyboard Console button Typical use
D-Pad Up Move up
D-Pad Down Move down
D-Pad Left Move left
D-Pad Right Move right
X A Primary action (jump / confirm)
Z B Secondary action (attack / cancel)
S X Tertiary action
A Y Quaternary action
Q L Left shoulder
W R Right shoulder
Enter Start Start / Pause
Shift Select Select / Mode

Rebind any key from the EmulatorJS in-game settings menu (gear icon → Controls). A connected gamepad auto-maps to the same buttons.

Magical Drop Longplay & Gameplay Videos

Watch a full playthrough of Magical Drop on SNES before you dive in — recommended for getting a feel for the game's pacing, story beats, and difficulty curve.

Watch longplay on YouTube

"Magical Drop" SNES longplay 1995

Magical Drop Cheat Codes

3 community-curated cheats for Magical Drop. Tick any to activate them automatically when you click "Play with cheats" — or copy a code into your own emulator.

  • Infinite Balls

    7E0D4D09
  • Balls Disappear

    7E0D4C00
  • Panic Mode

    7E0D5B02
Play Now

External references

Frequently Asked Questions

When was Magical Drop released?

Magical Drop was released in 1995 for the SNES.

Who developed Magical Drop?

Magical Drop was developed by Data East, available to play in your browser on RetroGameSpace.

How many players does Magical Drop support?

Magical Drop supports up to 2 players, ideal for couch co-op or competitive sessions on the SNES.

What type of game is Magical Drop?

Magical Drop is a Action game for the SNES, playable instantly in your browser — no downloads, no installs.

How can I play Magical Drop for free?

Open this page and click "Play Now" — Magical Drop runs free in your browser via WebAssembly emulation. No account, no payment, no installer.

Do I need to download anything to play Magical Drop in the browser?

No. Magical Drop streams from a public archive into a browser-side SNES emulator. Nothing is installed on your computer.

Can I save my progress in Magical Drop?

Yes. Save states are stored in your browser (IndexedDB) per game, and you can also use any in-game save the original SNES cartridge supported.

Does Magical Drop work on mobile devices?

Yes — the SNES emulator runs on iOS Safari and Android Chrome. Touch controls overlay the game; landscape mode is recommended.

Is it legal to play Magical Drop this way?

RetroGameSpace is a transient caching reverse-proxy and does not host first-party copies of Magical Drop. Game files are fetched on demand from publicly-accessible archives. You are responsible for compliance with your local laws and the bring-your-own-ROM principle.

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