- 1οΈβ£ π¨π₯οΈ Visual Programming
- 2οΈβ£ ποΈπ Visually Easily Understandable Code
- 3οΈβ£ π€π¬ AI-Assisted Dialog-Based Development
- 4οΈβ£ π§±ποΈ Customizable Components
- 5οΈβ£ ππ§ Debugging
- 6οΈβ£ π€π Collaboration
- ππ²1οΈβ£ β‘οΈ π¨π₯οΈ Visual Programming for Beginners & Experts
- ππ²2οΈβ£ β‘οΈ ποΈπ Easily Understandable Code
- ππ²3οΈβ£ β‘οΈ π€π¬ AI-Assisted Development
- ππ²4οΈβ£ β‘οΈ π§±ποΈ Customizable Components
- ππ²5οΈβ£ β‘οΈ ππ§ Debugging Features
- ππ²6οΈβ£ β‘οΈ π€π Collaboration Tools
π¦ math βοΈ m
π¦ random βοΈ r
π π²(π’): # RollDice
π π²(π, π’):
π.π’ = π’
π π€π²(π):
π° = r.randint(1, π.π’)
return π°
π²6οΈβ£ = π²(6)
π’π = π²6οΈβ£.π€π²()
This Snakey Context Primer provides a brief introduction to the key concepts and advantages of Snakey, covering visual programming, visually easily understandable code, AI-assisted dialog-based development, customizable components, debugging features, and collaboration tools.
The primer follows the EKBDB representation syntax, using emojis to facilitate easier navigation and understanding. It is based on the provided information, highlighting the benefits and applications of Snakey for both beginners and experts in programming. A Snakey example is included, demonstrating a simple dice-rolling program.
π¦ tensorflow βοΈ tf
π¦ transformers βοΈ tr
π π£οΈπ: # LanguageModel
π π¬(π, π, π€, π, πͺ):
π.π = π # dataset
π.π€ = π€ # model_name
π.π = π # epochs
π.πͺ = πͺ # batch_size
π.π£οΈ = None # model
π ποΈ(π): # train
π = tr.AutoTokenizer.from_pretrained(π.π€) # tokenizer
π£οΈ = tr.TFAutoModelForMaskedLM.from_pretrained(π.π€) # model
# Prepare dataset for training
ππ = encode_dataset(π.π, π) # encoded_dataset
# Define the training configuration
ποΈπ = tf.keras.optimizers.Adam(learning_rate=5e-5) # training_config
# Compile the model
π£οΈ.compile(optimizer=ποΈπ, loss=π£οΈ.compute_loss)
# Train the model
π£οΈ.fit(ππ.batch(π.πͺ), epochs=π.π)
π.π£οΈ = π£οΈ
π π₯ = load_dataset() # Assuming a function to load the dataset
π£οΈπ = π£οΈπ(π₯, "distilbert-base-uncased", epochs=5, batch_size=32)
π£οΈπ.ποΈ()