"2.718281828",
	"3.14159265358979323e-10",
	"1e100",
	"1e1000",
}

func TestFractions(t *testing.T) {
	for _, test := range fracTests {
		x := val(test)
		// We don't check the actual numerator and denominator because they
		// are unlikely to be 100% correct due to floatVal rounding errors.
		// Instead, we compute the fraction again and compare the rounded
		// result.
		q := BinaryOp(Num(x), token.QUO, Denom(x))

          [(IEEEFloatTensor $l)]>;

// Performs a substitution of FloorDiv for integer tensors, which required
// additional correction for a negative numerator / denominator. Equivalent
// pseudocode is shown below:
//
// T z = x / y
// return (z * y != x && (x < 0) != (y < 0)) ? z - 1 : z
//
// BroadcastToDimensions is used to compute the broadcast attr to higher

    // CHECK-DAG: %[[SCALED_L2:.*]] = "tf.Mul"(%[[ADAGRAD_LR]], %[[L2]]) : (tensor<4xf32>, tensor<f32>) -> tensor<4xf32>
    // CHECK-DAG: %[[DENOMINATOR:.*]] = "tf.Add"(%[[ONE]], %[[SCALED_L2]]) : (tensor<f32>, tensor<4xf32>) -> tensor<4xf32>
    // CHECK-DAG: %[[VAR_NEW:.*]] = "tf.Div"(%[[NUMERATOR]], %[[DENOMINATOR]]) : (tensor<4xf32>, tensor<4xf32>) -> tensor<4xf32>

ne=v(W=>{l();"use strict";W.__esModule=!0;W.UNIVERSAL=W.TAG=W.STRING=W.SELECTOR=W.ROOT=W.PSEUDO=W.NESTING=W.ID=W.COMMENT=W.COMBINATOR=W.CLASS=W.ATTRIBUTE=void 0;var Nv="tag";W.TAG=Nv;var $v="string";W.STRING=$v;var jv="selector";W.SELECTOR=jv;var zv="root";W.ROOT=zv;var Vv="pseudo";W.PSEUDO=Vv;var Uv="nesting";W.NESTING=Uv;var Wv="id";W.ID=Wv;var Gv="comment";W.COMMENT=Gv;var Hv="combinator";W.COMBINATOR=Hv;var Yv="class";W.CLASS=Yv;var Qv="attribute";W.ATTRIBUTE=Qv;var Jv="universal";W.UNIVERSAL=Jv});var Zi=v((Or,Mc)=>{l();"use...

	if assistDuration > 0 {
		idleUtilization = float64(c.idleMarkTime.Load()) / float64(assistDuration*int64(procs))
	}
	// Determine the cons/mark ratio.
	//
	// The units we want for the numerator and denominator are both B / cpu-ns.
	// We get this by taking the bytes allocated or scanned, and divide by the amount of
	// CPU time it took for those operations. For allocations, that CPU time is
	//

    }
  }

  DumpGraphToFile("mark_for_compilation_annotated", new_graph, flib_def_);
}

string RatioToString(int numerator, int denominator) {
  return absl::StrFormat("%d / %d (%.2f%%)", numerator, denominator,
                         (100.0 * numerator) / denominator);
}

void MarkForCompilationPassImpl::VLogClusteringSummary() {
  if (!VLOG_IS_ON(2)) {
    return;
  }

	// When the user specifies a fraction of pods that must be available, we
	// use as the fraction's denominator
	// SUM_{all c in C} scale(c)
	// where C is the union of C_p1, C_p2, ..., C_pN
	// and each C_pi is the set of controllers controlling the pod pi

// shardSize returns the shard size for a given block size and data blocks.
func shardSize(blockSize, dataBlocks int) (sz int) {
	if dataBlocks == 0 {
		// do nothing on invalid input
		return
	}
	// Make denominator positive
	if dataBlocks < 0 {
		blockSize = -blockSize
		dataBlocks = -dataBlocks
	}
	sz = blockSize / dataBlocks
	if blockSize > 0 && blockSize%dataBlocks != 0 {
		sz++
	}
	return
}

- a `readObject` method with no corresponding `writeObject`; `readObject` must eventually call `ObjectInputStream.defaultReadObject`;
- a `writeReplace` method to allow the class to nominate a replacement to be written;
- a `readResolve` method to allow the class to nominate a replacement for the object just read;

The following _Java Object Serialization_ features are **not** supported:

			r, _ := x.val.Rat(nil)
			return makeInt(r.Num())
		}
	case unknownVal:
		break
	default:
		panic(fmt.Sprintf("%v not Int or Float", x))
	}
	return unknownVal{}
}

// Denom returns the denominator of x; x must be [Int], [Float], or [Unknown].
// If x is [Unknown], or if it is too large or small to represent as a
// fraction, the result is [Unknown]. Otherwise the result is an [Int] >= 1.
func Denom(x Value) Value {