diff --git a/5_nn/2-mlp_bp.ipynb b/5_nn/2-mlp_bp.ipynb index 0d1a47b..25881a7 100644 --- a/5_nn/2-mlp_bp.ipynb +++ b/5_nn/2-mlp_bp.ipynb @@ -4,7 +4,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "# 多层神经网络和反向传播\n" + "# 多层神经网络\n" ] }, { @@ -55,7 +55,10 @@ "\n", "神经网络其实就是按照一定规则连接起来的多个神经元。上图展示了一个全连接(full connected, FC)神经网络，通过观察上面的图，我们可以发现它的规则包括：\n", "\n", - "* 神经元按照层来布局。最左边的层叫做输入层，负责接收输入数据；最右边的层叫输出层，我们可以从这层获取神经网络输出数据。输入层和输出层之间的层叫做隐藏层，因为它们对于外部来说是不可见的。\n", + "* 神经元按照层来布局。\n", + " - 最左边的层叫做输入层，负责接收输入数据；\n", + " - 最右边的层叫输出层，我们可以从这层获取神经网络输出数据;\n", + " - 输入层和输出层之间的层叫做隐藏层，因为它们对于外部来说是不可见的。\n", "* 同一层的神经元之间没有连接。\n", "* 第N层的每个神经元和第N-1层的所有神经元相连(这就是full connected的含义)，第N-1层神经元的输出就是第N层神经元的输入。\n", "* 每个连接都有一个权值。\n", @@ -74,29 +77,47 @@ "$$\n", "\\vec{y} = f_{network}(\\vec{x})\n", "$$\n", - "根据输入计算神经网络的输出，需要首先将输入向量$\\vec{x}$的每个元素的值$x_i$赋给神经网络的输入层的对应神经元，然后根据式1依次向前计算每一层的每个神经元的值，直到最后一层输出层的所有神经元的值计算完毕。最后，将输出层每个神经元的值串在一起就得到了输出向量$\\vec{y}$。\n", - "\n", + "根据输入计算神经网络的输出，需要首先将输入向量$\\vec{x}$的每个元素的值$x_i$赋给神经网络的输入层的对应神经元，然后根据式1依次向前计算每一层的每个神经元的值，直到最后一层输出层的所有神经元的值计算完毕。最后，将输出层每个神经元的值串在一起就得到了输出向量$\\vec{y}$。\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ "接下来举一个例子来说明这个过程，我们先给神经网络的每个单元写上编号。\n", "\n", "![nn2](images/nn2.png)\n", "\n", - "如上图，输入层有三个节点，我们将其依次编号为1、2、3；隐藏层的4个节点，编号依次为4、5、6、7；最后输出层的两个节点编号为8、9。因为我们这个神经网络是全连接网络，所以可以看到每个节点都和上一层的所有节点有连接。比如，我们可以看到隐藏层的节点4，它和输入层的三个节点1、2、3之间都有连接，其连接上的权重分别为$w_{41}$,$w_{42}$,$w_{43}$。那么，我们怎样计算节点4的输出值$a_4$呢？\n", + "* 输入层有三个节点，我们将其依次编号为1、2、3；\n", + "* 隐藏层的4个节点，编号依次为4、5、6、7；\n", + "* 最后输出层的两个节点编号为8、9。\n", "\n", + "因为我们这个神经网络是全连接网络，所以可以看到每个节点都和上一层的所有节点有连接。比如，我们可以看到隐藏层的节点4，它和输入层的三个节点1、2、3之间都有连接，其连接上的权重分别为$w_{41}$,$w_{42}$,$w_{43}$。那么，我们怎样计算节点4的输出值$a_4$呢？\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ "\n", - "为了计算节点4的输出值，我们必须先得到其所有上游节点（也就是节点1、2、3）的输出值。节点1、2、3是输入层的节点，所以，他们的输出值就是输入向量$\\vec{x}$本身。按照上图画出的对应关系，可以看到节点1、2、3的输出值分别是$x_1$,$x_2$,$x_3$。我们要求输入向量的维度和输入层神经元个数相同，而输入向量的某个元素对应到哪个输入节点是可以自由决定的，你偏非要把$x_1$赋值给节点2也是完全没有问题的，但这样除了把自己弄晕之外，并没有什么价值。\n", + "为了计算节点4的输出值，我们必须先得到其所有上游节点（也就是节点1、2、3）的输出值。节点1、2、3是输入层的节点，所以，他们的输出值就是输入向量$\\vec{x}$本身。按照上图画出的对应关系，可以看到节点1、2、3的输出值分别是$x_1$,$x_2$,$x_3$。我们要求输入向量的维度和输入层神经元个数相同，而输入向量的某个元素对应到哪个输入节点是可以自由决定的。\n", "\n", "一旦我们有了节点1、2、3的输出值，我们就可以根据式1计算节点4的输出值$a_4$：\n", "\n", "![eqn_3_4](images/eqn_3_4.png)\n", "\n", - "上式的$w_{4b}$是节点4的偏置项，图中没有画出来。而$w_{41}$,$w_{42}$,$w_{43}$分别为节点1、2、3到节点4连接的权重，在给权重$w_{ji}$编号时，我们把目标节点的编号$j$放在前面，把源节点的编号$i$放在后面。\n", - "\n", + "上式的$w_{4b}$是节点4的偏置项，图中没有画出来。而$w_{41}$,$w_{42}$,$w_{43}$分别为节点1、2、3到节点4连接的权重，在给权重$w_{ji}$编号时，我们把目标节点的编号$j$放在前面，把源节点的编号$i$放在后面。\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ "同样，我们可以继续计算出节点5、6、7的输出值$a_5$,$a_6$,$a_7$。这样，隐藏层的4个节点的输出值就计算完成了，我们就可以接着计算输出层的节点8的输出值$y_1$：\n", "\n", "![eqn_5_6](images/eqn_5_6.png)\n", "\n", - "同理，我们还可以计算出$y_2$的值。这样输出层所有节点的输出值计算完毕，我们就得到了在输入向量$\\vec{x} = (x_1, x_2, x_3)^T$时，神经网络的输出向量$\\vec{y} = (y_1, y_2)^T$。这里我们也看到，输出向量的维度和输出层神经元个数相同。\n", - "\n" + "同理，我们还可以计算出$y_2$的值。这样输出层所有节点的输出值计算完毕，我们就得到了在输入向量$\\vec{x} = (x_1, x_2, x_3)^T$时，神经网络的输出向量$\\vec{y} = (y_1, y_2)^T$。这里我们也看到，输出向量的维度和输出层神经元个数相同。\n" ] }, { @@ -105,9 +126,9 @@ "source": [ "## 4. 神经网络的矩阵表示\n", "\n", - "神经网络的计算如果用矩阵来表示会很方便（当然逼格也更高），我们先来看看隐藏层的矩阵表示。\n", + "神经网络的计算如果用矩阵来表示会很方便，此外可以用优化加速算法提高计算速度。\n", "\n", - "首先我们把隐藏层4个节点的计算依次排列出来：\n", + "我们先来看看隐藏层的矩阵表示，隐藏层4个节点的计算依次排列出来：\n", "\n", "![eqn_hidden_units](images/eqn_hidden_units.png)\n", "\n", @@ -125,8 +146,13 @@ "\n", "带入前面的一组式子，得到\n", "\n", - "![formular_2](images/formular_2.png)\n", - "\n", + "![formular_2](images/formular_2.png)\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ "在式2中，$f$是激活函数，在本例中是$sigmod$函数；$W$是某一层的权重矩阵；$\\vec{x}$是某层的输入向量；$\\vec{a}$是某层的输出向量。式2说明神经网络的每一层的作用实际上就是先将输入向量左乘一个数组进行线性变换，得到一个新的向量，然后再对这个向量逐元素应用一个激活函数。\n", "\n", "每一层的算法都是一样的。比如，对于包含一个输入层，一个输出层和三个隐藏层的神经网络，我们假设其权重矩阵分别为$W_1$,$W_2$,$W_3$,$W_4$，每个隐藏层的输出分别是$\\vec{a}_1$,$\\vec{a}_2$,$\\vec{a}_3$，神经网络的输入为$\\vec{x}$，神经网络的输出为$\\vec{y}$，如下图所示：\n", @@ -161,7 +187,9 @@ "source": [ "## 5. 神经网络的训练 - 反向传播算法\n", "\n", - "现在，我们需要知道一个神经网络的每个连接上的权值是如何得到的。我们可以说神经网络是一个模型，那么这些权值就是模型的参数，也就是模型要学习的东西。然而，一个神经网络的连接方式、网络的层数、每层的节点数这些参数，则不是学习出来的，而是人为事先设置的。对于这些人为设置的参数，我们称之为超参数(Hyper-Parameters)。\n", + "神经网络的每个连接上的权值如果知道，那么就可以将输入数据代入得到希望的结果。我们可以说神经网络是一个模型，那么这些权值就是**模型的参数**，也就是模型要学习的东西。然而，一个神经网络的连接方式、网络的层数、每层的节点数这些参数，则不是学习出来的，而是人为事先设置的。对于这些人为设置的参数，我们称之为**超参数(Hyper-Parameters)**。\n", + "\n", + "前面课程中所学的最小二乘、逻辑回归等可以直接优化损失函数来求解模型参数的更新值。在多层神经网络中，最后一层的参数可以用这样的方式求解得到；隐层节点没有输出的真值，因此无法直接构建损失函数来求解，如何化解这个难题？\n", "\n", "反向传播算法其实就是链式求导法则的应用。然而，这个如此简单且显而易见的方法，却是在Roseblatt提出感知器算法将近30年之后才被发明和普及的。对此，Bengio这样回应道：\n", "\n", @@ -187,7 +215,7 @@ "\n", "![eqn_21_22](images/eqn_21_22.png)\n", "\n", - "$E_d$是$net_j$的函数，而$net_j$是$w_{ji}$的函数。根据链式求导法则，可以得到：\n", + "$E_d$是$net_j$的函数，而$net_j$是$w_{ji}$的函数。根据链式求导法则，可以得到：(FIXME: change i -> k)\n", "\n", "![eqn_23_25](images/eqn_23_25.png)\n", "\n", @@ -326,14 +354,24 @@ "y = w_2 (w_1 x) = (w_2 w_1) x = \\bar{w} x\n", "$$\n", "\n", - "可以看到，我们将两层神经网络的参数合在一起，用 $\\bar{w}$ 来表示，两层的神经网络其实就变成了一层神经网络，只不过参数变成了新的 $\\bar{w}$，所以如果不使用激活函数，那么不管多少层的神经网络，$y = w_n \\cdots w_2 w_1 x = \\bar{w} x$，就都变成了单层神经网络，所以在每一层我们都必须使用激活函数。\n", - "\n", - "最后我们看看激活函数对神经网络的影响(FIXME:可以找一个XOR动画的例子）\n", + "可以看到，我们将两层神经网络的参数合在一起，用 $\\bar{w}$ 来表示，两层的神经网络其实就变成了一层神经网络，只不过参数变成了新的 $\\bar{w}$，所以如果不使用激活函数，那么不管多少层的神经网络，$y = w_n \\cdots w_2 w_1 x = \\bar{w} x$，就都变成了单层神经网络，所以在每一层我们都必须使用激活函数。\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "最后我们看看激活函数对神经网络的影响\n", "\n", "![](images/nn-activation-function.gif)\n", "\n", - "可以看到使用了激活函数之后，神经网络可以通过改变权重实现任意形状，越是复杂的神经网络能拟合的形状越复杂，这就是著名的神经网络万有逼近定理。神经网络使用的激活函数都是非线性的，每个激活函数都输入一个值，然后做一种特定的数学运算得到一个结果。\n", - "\n", + "可以看到使用了激活函数之后，神经网络可以通过改变权重实现任意形状，越是复杂的神经网络能拟合的形状越复杂，这就是著名的神经网络万有逼近定理。神经网络使用的激活函数都是非线性的，每个激活函数都输入一个值，然后做一种特定的数学运算得到一个结果。\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ "### 6.1 sigmoid 激活函数\n", "\n", "$$\\sigma(x) = \\frac{1}{1 + e^{-x}}$$\n", @@ -344,25 +382,40 @@ "\n", "$$tanh(x) = 2 \\sigma(2x) - 1$$\n", "\n", - "![](images/act-tanh.jpg)\n", - "\n", + "![](images/act-tanh.jpg)\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ "### 6.3 ReLU 激活函数\n", "\n", "$$ReLU(x) = max(0, x)$$\n", "\n", "![](images/act-relu.jpg)\n", "\n", - "当输入 $x<0$ 时，输出为 $0$，当 $x> 0$ 时，输出为 $x$。该激活函数使网络更快速地收敛。它不会饱和，即它可以对抗梯度消失问题，至少在正区域（$x> 0$ 时）可以这样，因此神经元至少在一半区域中不会把所有零进行反向传播。由于使用了简单的阈值化（thresholding），ReLU 计算效率很高。\n", - "\n", + "当输入 $x<0$ 时，输出为 $0$，当 $x> 0$ 时，输出为 $x$。该激活函数使网络更快速地收敛。它不会饱和，即它可以对抗梯度消失问题，至少在正区域（$x> 0$ 时）可以这样，因此神经元至少在一半区域中不会把所有零进行反向传播。由于使用了简单的阈值化（thresholding），ReLU 计算效率很高。\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ "在网络中，不同的输入可能包含着大小不同关键特征，使用大小可变的数据结构去做容器，则更加灵活。假如神经元激活具有稀疏性，那么不同激活路径上：不同数量（选择性不激活）、不同功能（分布式激活）。两种可优化的结构生成的激活路径，可以更好地从有效的数据的维度上，学习到相对稀疏的特征，起到自动化解离效果。\n", "\n", "![](images/nn-sparse.png)\n", "\n", - "在深度神经网络中，对非线性的依赖程度就少一些。另外，稀疏特征并不需要网络具有很强的处理线性不可分机制。因此在深度学习模型中，使用简单、速度快的线性激活函数可能更为合适。如图，一旦神经元与神经元之间改为线性激活，网络的非线性部分仅仅来自于神经元部分选择性激活。\n", + "稀疏特征并不需要网络具有很强的处理线性不可分机制，因此在深度学习模型中，使用简单、速度快的线性激活函数可能更为合适。如图，一旦神经元与神经元之间改为线性激活，网络的非线性部分仅仅来自于神经元部分选择性激活。\n", "\n", "\n", - "更倾向于使用线性神经激活函数的另外一个原因是，减轻梯度法训练深度网络时的Vanishing Gradient Problem。\n", - "\n", + "更倾向于使用线性神经激活函数的另外一个原因是，减轻梯度法训练深度网络时的Vanishing Gradient Problem。\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ "看过BP推导的人都知道，误差从输出层反向传播算梯度时，在各层都要乘当前层的输入神经元值，激活函数的一阶导数。\n", "$$\n", "grad = error ⋅ sigmoid'(x) ⋅ x\n", @@ -380,7 +433,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "## 算法与处理步骤\n", + "## 7. 算法与处理步骤\n", "\n", "```\n", "# 每次训练\n", @@ -406,12 +459,12 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "## 7. 示例程序" + "## 8. 示例程序" ] }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 1, "metadata": {}, "outputs": [ { @@ -450,7 +503,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 7, "metadata": {}, "outputs": [ { @@ -475,7 +528,7 @@ "nn = NN_Model()\n", "nn.n_input_dim = X.shape[1] # input size\n", "nn.n_output_dim = 2 # output node size\n", - "nn.n_hide_dim = 4 # hidden node size\n", + "nn.n_hide_dim = 8 # hidden node size\n", "\n", "nn.X = X\n", "nn.y = y \n", @@ -490,10 +543,6 @@ "def sigmod(X):\n", " return 1.0/(1+np.exp(-X))\n", "\n", - "def sigmod_derivative(X):\n", - " f = sigmod(X)\n", - " return f*(1-f)\n", - "\n", "# network forward calculation\n", "def forward(n, X):\n", " n.z1 = sigmod(X.dot(n.W1) + n.b1)\n", @@ -512,2031 +561,2037 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 8, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "epoch [ 0] L = 103.723994, acc = 0.500000\n", - "epoch [ 1] L = 99.572368, acc = 0.500000\n", - "epoch [ 2] L = 96.298444, acc = 0.695000\n", - "epoch [ 3] L = 93.755262, acc = 0.745000\n", - "epoch [ 4] L = 91.723534, acc = 0.725000\n", - "epoch [ 5] L = 90.013431, acc = 0.710000\n", - "epoch [ 6] L = 88.493838, acc = 0.720000\n", - "epoch [ 7] L = 87.084077, acc = 0.740000\n", - "epoch [ 8] L = 85.737551, acc = 0.755000\n", - "epoch [ 9] L = 84.428420, acc = 0.760000\n", - "epoch [ 10] L = 83.142909, acc = 0.770000\n", - "epoch [ 11] L = 81.874127, acc = 0.775000\n", - "epoch [ 12] L = 80.619101, acc = 0.775000\n", - "epoch [ 13] L = 79.377104, acc = 0.775000\n", - "epoch [ 14] L = 78.148705, acc = 0.775000\n", - "epoch [ 15] L = 76.935216, acc = 0.785000\n", - "epoch [ 16] L = 75.738363, acc = 0.790000\n", - "epoch [ 17] L = 74.560076, acc = 0.795000\n", - "epoch [ 18] L = 73.402344, acc = 0.795000\n", - "epoch [ 19] L = 72.267120, acc = 0.800000\n", - "epoch [ 20] L = 71.156245, acc = 0.805000\n", - "epoch [ 21] L = 70.071400, acc = 0.805000\n", - "epoch [ 22] L = 69.014062, acc = 0.810000\n", - "epoch [ 23] L = 67.985488, acc = 0.810000\n", - "epoch [ 24] L = 66.986694, acc = 0.810000\n", - "epoch [ 25] L = 66.018452, acc = 0.810000\n", - "epoch [ 26] L = 65.081296, acc = 0.810000\n", - "epoch [ 27] L = 64.175529, acc = 0.810000\n", - "epoch [ 28] L = 63.301240, acc = 0.810000\n", - "epoch [ 29] L = 62.458318, acc = 0.810000\n", - "epoch [ 30] L = 61.646476, acc = 0.810000\n", - "epoch [ 31] L = 60.865270, acc = 0.810000\n", - "epoch [ 32] L = 60.114123, acc = 0.810000\n", - "epoch [ 33] L = 59.392345, acc = 0.815000\n", - "epoch [ 34] L = 58.699157, acc = 0.815000\n", - "epoch [ 35] L = 58.033705, acc = 0.815000\n", - "epoch [ 36] L = 57.395081, acc = 0.815000\n", - "epoch [ 37] L = 56.782341, acc = 0.815000\n", - "epoch [ 38] L = 56.194515, acc = 0.815000\n", - "epoch [ 39] L = 55.630622, acc = 0.815000\n", - "epoch [ 40] L = 55.089680, acc = 0.815000\n", - "epoch [ 41] L = 54.570712, acc = 0.825000\n", - "epoch [ 42] L = 54.072759, acc = 0.820000\n", - "epoch [ 43] L = 53.594882, acc = 0.820000\n", - "epoch [ 44] L = 53.136167, acc = 0.825000\n", - "epoch [ 45] L = 52.695728, acc = 0.825000\n", - "epoch [ 46] L = 52.272712, acc = 0.825000\n", - "epoch [ 47] L = 51.866299, acc = 0.825000\n", - "epoch [ 48] L = 51.475703, acc = 0.825000\n", - "epoch [ 49] L = 51.100173, acc = 0.825000\n", - "epoch [ 50] L = 50.738994, acc = 0.830000\n", - "epoch [ 51] L = 50.391484, acc = 0.830000\n", - "epoch [ 52] L = 50.056996, acc = 0.830000\n", - "epoch [ 53] L = 49.734917, acc = 0.830000\n", - "epoch [ 54] L = 49.424664, acc = 0.830000\n", - "epoch [ 55] L = 49.125686, acc = 0.830000\n", - "epoch [ 56] L = 48.837462, acc = 0.830000\n", - "epoch [ 57] L = 48.559498, acc = 0.830000\n", - "epoch [ 58] L = 48.291329, acc = 0.830000\n", - "epoch [ 59] L = 48.032513, acc = 0.830000\n", - "epoch [ 60] L = 47.782634, acc = 0.830000\n", - "epoch [ 61] L = 47.541299, acc = 0.830000\n", - "epoch [ 62] L = 47.308135, acc = 0.830000\n", - "epoch [ 63] L = 47.082790, acc = 0.830000\n", - "epoch [ 64] L = 46.864932, acc = 0.830000\n", - "epoch [ 65] L = 46.654245, acc = 0.830000\n", - "epoch [ 66] L = 46.450431, acc = 0.830000\n", - "epoch [ 67] L = 46.253208, acc = 0.830000\n", - "epoch [ 68] L = 46.062309, acc = 0.830000\n", - "epoch [ 69] L = 45.877480, acc = 0.830000\n", - "epoch [ 70] L = 45.698480, acc = 0.830000\n", - "epoch [ 71] L = 45.525081, acc = 0.835000\n", - "epoch [ 72] L = 45.357065, acc = 0.835000\n", - "epoch [ 73] L = 45.194228, acc = 0.835000\n", - "epoch [ 74] L = 45.036371, acc = 0.835000\n", - "epoch [ 75] L = 44.883309, acc = 0.835000\n", - "epoch [ 76] L = 44.734863, acc = 0.840000\n", - "epoch [ 77] L = 44.590864, acc = 0.840000\n", - "epoch [ 78] L = 44.451150, acc = 0.835000\n", - "epoch [ 79] L = 44.315567, acc = 0.835000\n", - "epoch [ 80] L = 44.183966, acc = 0.835000\n", - "epoch [ 81] L = 44.056207, acc = 0.835000\n", - "epoch [ 82] L = 43.932155, acc = 0.835000\n", - "epoch [ 83] L = 43.811681, acc = 0.835000\n", - "epoch [ 84] L = 43.694661, acc = 0.835000\n", - "epoch [ 85] L = 43.580977, acc = 0.835000\n", - "epoch [ 86] L = 43.470515, acc = 0.835000\n", - "epoch [ 87] L = 43.363166, acc = 0.835000\n", - "epoch [ 88] L = 43.258826, acc = 0.835000\n", - "epoch [ 89] L = 43.157394, acc = 0.835000\n", - "epoch [ 90] L = 43.058774, acc = 0.835000\n", - "epoch [ 91] L = 42.962874, acc = 0.835000\n", - "epoch [ 92] L = 42.869604, acc = 0.835000\n", - "epoch [ 93] L = 42.778879, acc = 0.835000\n", - "epoch [ 94] L = 42.690616, acc = 0.835000\n", - "epoch [ 95] L = 42.604736, acc = 0.835000\n", - "epoch [ 96] L = 42.521163, acc = 0.835000\n", - "epoch [ 97] L = 42.439823, acc = 0.830000\n", - "epoch [ 98] L = 42.360646, acc = 0.830000\n", - "epoch [ 99] L = 42.283563, acc = 0.830000\n", - "epoch [ 100] L = 42.208509, acc = 0.830000\n", - "epoch [ 101] L = 42.135420, acc = 0.830000\n", - "epoch [ 102] L = 42.064236, acc = 0.830000\n", - "epoch [ 103] L = 41.994896, acc = 0.830000\n", - "epoch [ 104] L = 41.927345, acc = 0.830000\n", - "epoch [ 105] L = 41.861528, acc = 0.830000\n", - "epoch [ 106] L = 41.797391, acc = 0.835000\n", - "epoch [ 107] L = 41.734884, acc = 0.835000\n", - "epoch [ 108] L = 41.673958, acc = 0.835000\n", - "epoch [ 109] L = 41.614563, acc = 0.835000\n", - "epoch [ 110] L = 41.556656, acc = 0.835000\n", - "epoch [ 111] L = 41.500191, acc = 0.835000\n", - "epoch [ 112] L = 41.445126, acc = 0.835000\n", - "epoch [ 113] L = 41.391418, acc = 0.835000\n", - "epoch [ 114] L = 41.339029, acc = 0.835000\n", - "epoch [ 115] L = 41.287919, acc = 0.835000\n", - "epoch [ 116] L = 41.238051, acc = 0.835000\n", - "epoch [ 117] L = 41.189388, acc = 0.835000\n", - "epoch [ 118] L = 41.141897, acc = 0.835000\n", - "epoch [ 119] L = 41.095542, acc = 0.835000\n", - "epoch [ 120] L = 41.050292, acc = 0.840000\n", - "epoch [ 121] L = 41.006114, acc = 0.840000\n", - "epoch [ 122] L = 40.962979, acc = 0.840000\n", - "epoch [ 123] L = 40.920857, acc = 0.840000\n", - "epoch [ 124] L = 40.879718, acc = 0.840000\n", - "epoch [ 125] L = 40.839536, acc = 0.840000\n", - "epoch [ 126] L = 40.800284, acc = 0.840000\n", - "epoch [ 127] L = 40.761935, acc = 0.845000\n", - "epoch [ 128] L = 40.724464, acc = 0.845000\n", - "epoch [ 129] L = 40.687848, acc = 0.845000\n", - "epoch [ 130] L = 40.652063, acc = 0.845000\n", - "epoch [ 131] L = 40.617086, acc = 0.845000\n", - "epoch [ 132] L = 40.582895, acc = 0.850000\n", - "epoch [ 133] L = 40.549468, acc = 0.850000\n", - "epoch [ 134] L = 40.516785, acc = 0.850000\n", - "epoch [ 135] L = 40.484827, acc = 0.850000\n", - "epoch [ 136] L = 40.453572, acc = 0.850000\n", - "epoch [ 137] L = 40.423004, acc = 0.850000\n", - "epoch [ 138] L = 40.393102, acc = 0.850000\n", - "epoch [ 139] L = 40.363851, acc = 0.850000\n", - "epoch [ 140] L = 40.335232, acc = 0.850000\n", - "epoch [ 141] L = 40.307229, acc = 0.850000\n", - "epoch [ 142] L = 40.279826, acc = 0.850000\n", - "epoch [ 143] L = 40.253008, acc = 0.850000\n", - "epoch [ 144] L = 40.226759, acc = 0.850000\n", - "epoch [ 145] L = 40.201064, acc = 0.850000\n", - "epoch [ 146] L = 40.175909, acc = 0.850000\n", - "epoch [ 147] L = 40.151281, acc = 0.850000\n", - "epoch [ 148] L = 40.127167, acc = 0.850000\n", - "epoch [ 149] L = 40.103552, acc = 0.850000\n", - "epoch [ 150] L = 40.080424, acc = 0.850000\n", - "epoch [ 151] L = 40.057772, acc = 0.850000\n", - "epoch [ 152] L = 40.035583, acc = 0.850000\n", - "epoch [ 153] L = 40.013846, acc = 0.850000\n", - "epoch [ 154] L = 39.992550, acc = 0.850000\n", - "epoch [ 155] L = 39.971683, acc = 0.850000\n", - "epoch [ 156] L = 39.951235, acc = 0.855000\n", - "epoch [ 157] L = 39.931196, acc = 0.855000\n", - "epoch [ 158] L = 39.911556, acc = 0.855000\n", - "epoch [ 159] L = 39.892306, acc = 0.855000\n", - "epoch [ 160] L = 39.873435, acc = 0.855000\n", - "epoch [ 161] L = 39.854934, acc = 0.855000\n", - "epoch [ 162] L = 39.836796, acc = 0.855000\n", - "epoch [ 163] L = 39.819011, acc = 0.855000\n", - "epoch [ 164] L = 39.801570, acc = 0.855000\n", - "epoch [ 165] L = 39.784466, acc = 0.855000\n", - "epoch [ 166] L = 39.767691, acc = 0.855000\n", - "epoch [ 167] L = 39.751236, acc = 0.855000\n", - "epoch [ 168] L = 39.735095, acc = 0.855000\n", - "epoch [ 169] L = 39.719261, acc = 0.855000\n", - "epoch [ 170] L = 39.703725, acc = 0.855000\n", - "epoch [ 171] L = 39.688481, acc = 0.855000\n", - "epoch [ 172] L = 39.673523, acc = 0.855000\n", - "epoch [ 173] L = 39.658844, acc = 0.855000\n", - "epoch [ 174] L = 39.644437, acc = 0.855000\n", - "epoch [ 175] L = 39.630297, acc = 0.855000\n", - "epoch [ 176] L = 39.616417, acc = 0.855000\n", - "epoch [ 177] L = 39.602791, acc = 0.855000\n", - "epoch [ 178] L = 39.589414, acc = 0.855000\n", - "epoch [ 179] L = 39.576281, acc = 0.855000\n", - "epoch [ 180] L = 39.563385, acc = 0.855000\n", - "epoch [ 181] L = 39.550721, acc = 0.855000\n", - "epoch [ 182] L = 39.538285, acc = 0.855000\n", - "epoch [ 183] L = 39.526072, acc = 0.855000\n", - "epoch [ 184] L = 39.514076, acc = 0.855000\n", - "epoch [ 185] L = 39.502292, acc = 0.855000\n", - "epoch [ 186] L = 39.490717, acc = 0.855000\n", - "epoch [ 187] L = 39.479346, acc = 0.855000\n", - "epoch [ 188] L = 39.468173, acc = 0.855000\n", - "epoch [ 189] L = 39.457196, acc = 0.855000\n", - "epoch [ 190] L = 39.446409, acc = 0.855000\n", - "epoch [ 191] L = 39.435809, acc = 0.855000\n", - "epoch [ 192] L = 39.425392, acc = 0.855000\n", - "epoch [ 193] L = 39.415154, acc = 0.855000\n", - "epoch [ 194] L = 39.405091, acc = 0.855000\n", - "epoch [ 195] L = 39.395199, acc = 0.855000\n", - "epoch [ 196] L = 39.385476, acc = 0.855000\n", - "epoch [ 197] L = 39.375916, acc = 0.855000\n", - "epoch [ 198] L = 39.366518, acc = 0.855000\n", - "epoch [ 199] L = 39.357277, acc = 0.855000\n", - "epoch [ 200] L = 39.348190, acc = 0.855000\n", - "epoch [ 201] L = 39.339255, acc = 0.855000\n", - "epoch [ 202] L = 39.330468, acc = 0.855000\n", - "epoch [ 203] L = 39.321826, acc = 0.855000\n", - "epoch [ 204] L = 39.313326, acc = 0.855000\n", - "epoch [ 205] L = 39.304965, acc = 0.855000\n", - "epoch [ 206] L = 39.296741, acc = 0.855000\n", - "epoch [ 207] L = 39.288650, acc = 0.855000\n", - "epoch [ 208] L = 39.280691, acc = 0.855000\n", - "epoch [ 209] L = 39.272860, acc = 0.855000\n", - "epoch [ 210] L = 39.265155, acc = 0.855000\n", - "epoch [ 211] L = 39.257573, acc = 0.855000\n", - "epoch [ 212] L = 39.250112, acc = 0.855000\n", - "epoch [ 213] L = 39.242770, acc = 0.855000\n", - "epoch [ 214] L = 39.235544, acc = 0.855000\n", - "epoch [ 215] L = 39.228431, acc = 0.855000\n", - "epoch [ 216] L = 39.221431, acc = 0.855000\n", - "epoch [ 217] L = 39.214540, acc = 0.855000\n", - "epoch [ 218] L = 39.207757, acc = 0.855000\n", - "epoch [ 219] L = 39.201079, acc = 0.855000\n", - "epoch [ 220] L = 39.194505, acc = 0.855000\n", - "epoch [ 221] L = 39.188032, acc = 0.855000\n", - "epoch [ 222] L = 39.181658, acc = 0.855000\n", - "epoch [ 223] L = 39.175382, acc = 0.855000\n", - "epoch [ 224] L = 39.169201, acc = 0.855000\n", - "epoch [ 225] L = 39.163115, acc = 0.855000\n", - "epoch [ 226] L = 39.157121, acc = 0.855000\n", - "epoch [ 227] L = 39.151217, acc = 0.855000\n", - "epoch [ 228] L = 39.145402, acc = 0.855000\n", - "epoch [ 229] L = 39.139673, acc = 0.855000\n", - "epoch [ 230] L = 39.134031, acc = 0.855000\n", - "epoch [ 231] L = 39.128472, acc = 0.855000\n", - "epoch [ 232] L = 39.122995, acc = 0.855000\n", - "epoch [ 233] L = 39.117600, acc = 0.855000\n", - "epoch [ 234] L = 39.112283, acc = 0.855000\n", - "epoch [ 235] L = 39.107045, acc = 0.855000\n", - "epoch [ 236] L = 39.101883, acc = 0.855000\n", - "epoch [ 237] L = 39.096796, acc = 0.855000\n", - "epoch [ 238] L = 39.091783, acc = 0.855000\n", - "epoch [ 239] L = 39.086842, acc = 0.855000\n", - "epoch [ 240] L = 39.081972, acc = 0.855000\n", - "epoch [ 241] L = 39.077172, acc = 0.855000\n", - "epoch [ 242] L = 39.072441, acc = 0.855000\n", - "epoch [ 243] L = 39.067776, acc = 0.855000\n", - "epoch [ 244] L = 39.063178, acc = 0.855000\n", - "epoch [ 245] L = 39.058645, acc = 0.855000\n", - "epoch [ 246] L = 39.054176, acc = 0.855000\n", - "epoch [ 247] L = 39.049770, acc = 0.855000\n", - "epoch [ 248] L = 39.045425, acc = 0.855000\n", - "epoch [ 249] L = 39.041140, acc = 0.855000\n", - "epoch [ 250] L = 39.036915, acc = 0.855000\n", - "epoch [ 251] L = 39.032748, acc = 0.855000\n", - "epoch [ 252] L = 39.028639, acc = 0.855000\n", - "epoch [ 253] L = 39.024586, acc = 0.855000\n", - "epoch [ 254] L = 39.020589, acc = 0.850000\n", - "epoch [ 255] L = 39.016646, acc = 0.850000\n", - "epoch [ 256] L = 39.012756, acc = 0.850000\n", - "epoch [ 257] L = 39.008920, acc = 0.850000\n", - "epoch [ 258] L = 39.005134, acc = 0.850000\n", - "epoch [ 259] L = 39.001400, acc = 0.850000\n", - "epoch [ 260] L = 38.997716, acc = 0.850000\n", - "epoch [ 261] L = 38.994081, acc = 0.850000\n", - "epoch [ 262] L = 38.990494, acc = 0.850000\n", - "epoch [ 263] L = 38.986955, acc = 0.850000\n", - "epoch [ 264] L = 38.983462, acc = 0.845000\n", - "epoch [ 265] L = 38.980015, acc = 0.845000\n", - "epoch [ 266] L = 38.976614, acc = 0.845000\n", - "epoch [ 267] L = 38.973256, acc = 0.845000\n", - "epoch [ 268] L = 38.969943, acc = 0.845000\n", - "epoch [ 269] L = 38.966672, acc = 0.845000\n", - "epoch [ 270] L = 38.963444, acc = 0.845000\n", - "epoch [ 271] L = 38.960257, acc = 0.845000\n", - "epoch [ 272] L = 38.957111, acc = 0.845000\n", - "epoch [ 273] L = 38.954005, acc = 0.845000\n", - "epoch [ 274] L = 38.950939, acc = 0.845000\n", - "epoch [ 275] L = 38.947911, acc = 0.845000\n", - "epoch [ 276] L = 38.944922, acc = 0.845000\n", - "epoch [ 277] L = 38.941970, acc = 0.845000\n", - "epoch [ 278] L = 38.939056, acc = 0.845000\n", - "epoch [ 279] L = 38.936178, acc = 0.845000\n", - "epoch [ 280] L = 38.933335, acc = 0.845000\n", - "epoch [ 281] L = 38.930528, acc = 0.845000\n", - "epoch [ 282] L = 38.927756, acc = 0.845000\n", - "epoch [ 283] L = 38.925018, acc = 0.845000\n", - "epoch [ 284] L = 38.922313, acc = 0.845000\n", - "epoch [ 285] L = 38.919641, acc = 0.845000\n", - "epoch [ 286] L = 38.917002, acc = 0.845000\n", - "epoch [ 287] L = 38.914395, acc = 0.845000\n", - "epoch [ 288] L = 38.911820, acc = 0.845000\n", - "epoch [ 289] L = 38.909275, acc = 0.845000\n", - "epoch [ 290] L = 38.906761, acc = 0.845000\n", - "epoch [ 291] L = 38.904278, acc = 0.845000\n", - "epoch [ 292] L = 38.901823, acc = 0.845000\n", - "epoch [ 293] L = 38.899398, acc = 0.845000\n", - "epoch [ 294] L = 38.897002, acc = 0.845000\n", - "epoch [ 295] L = 38.894633, acc = 0.845000\n", - "epoch [ 296] L = 38.892293, acc = 0.845000\n", - "epoch [ 297] L = 38.889980, acc = 0.845000\n", - "epoch [ 298] L = 38.887694, acc = 0.845000\n", - "epoch [ 299] L = 38.885434, acc = 0.845000\n", - "epoch [ 300] L = 38.883201, acc = 0.845000\n", - "epoch [ 301] L = 38.880993, acc = 0.845000\n", - "epoch [ 302] L = 38.878811, acc = 0.845000\n", - "epoch [ 303] L = 38.876653, acc = 0.845000\n", - "epoch [ 304] L = 38.874521, acc = 0.845000\n", - "epoch [ 305] L = 38.872412, acc = 0.845000\n", - "epoch [ 306] L = 38.870327, acc = 0.845000\n", - "epoch [ 307] L = 38.868266, acc = 0.845000\n", - "epoch [ 308] L = 38.866228, acc = 0.845000\n", - "epoch [ 309] L = 38.864212, acc = 0.845000\n", - "epoch [ 310] L = 38.862219, acc = 0.845000\n", - "epoch [ 311] L = 38.860249, acc = 0.845000\n", - "epoch [ 312] L = 38.858300, acc = 0.845000\n", - "epoch [ 313] L = 38.856372, acc = 0.845000\n", - "epoch [ 314] L = 38.854466, acc = 0.845000\n", - "epoch [ 315] L = 38.852580, acc = 0.845000\n", - "epoch [ 316] L = 38.850715, acc = 0.845000\n", - "epoch [ 317] L = 38.848870, acc = 0.845000\n", - "epoch [ 318] L = 38.847045, acc = 0.845000\n", - "epoch [ 319] L = 38.845240, acc = 0.845000\n", - "epoch [ 320] L = 38.843454, acc = 0.845000\n", - "epoch [ 321] L = 38.841687, acc = 0.845000\n", - "epoch [ 322] L = 38.839939, acc = 0.845000\n", - "epoch [ 323] L = 38.838209, acc = 0.845000\n", - "epoch [ 324] L = 38.836498, acc = 0.845000\n", - "epoch [ 325] L = 38.834804, acc = 0.845000\n", - "epoch [ 326] L = 38.833128, acc = 0.845000\n", - "epoch [ 327] L = 38.831470, acc = 0.845000\n", - "epoch [ 328] L = 38.829829, acc = 0.845000\n", - "epoch [ 329] L = 38.828205, acc = 0.845000\n", - "epoch [ 330] L = 38.826598, acc = 0.845000\n", - "epoch [ 331] L = 38.825007, acc = 0.845000\n", - "epoch [ 332] L = 38.823432, acc = 0.845000\n", - "epoch [ 333] L = 38.821874, acc = 0.845000\n", - "epoch [ 334] L = 38.820331, acc = 0.845000\n", - "epoch [ 335] L = 38.818804, acc = 0.845000\n", - "epoch [ 336] L = 38.817292, acc = 0.845000\n", - "epoch [ 337] L = 38.815795, acc = 0.845000\n", - "epoch [ 338] L = 38.814314, acc = 0.845000\n", - "epoch [ 339] L = 38.812847, acc = 0.845000\n", - "epoch [ 340] L = 38.811394, acc = 0.845000\n", - "epoch [ 341] L = 38.809956, acc = 0.845000\n", - "epoch [ 342] L = 38.808532, acc = 0.845000\n", - "epoch [ 343] L = 38.807122, acc = 0.845000\n", - "epoch [ 344] L = 38.805725, acc = 0.845000\n", - "epoch [ 345] L = 38.804342, acc = 0.845000\n", - "epoch [ 346] L = 38.802972, acc = 0.845000\n", - "epoch [ 347] L = 38.801616, acc = 0.845000\n", - "epoch [ 348] L = 38.800273, acc = 0.845000\n", - "epoch [ 349] L = 38.798942, acc = 0.845000\n", - "epoch [ 350] L = 38.797624, acc = 0.845000\n", - "epoch [ 351] L = 38.796318, acc = 0.845000\n", - "epoch [ 352] L = 38.795025, acc = 0.845000\n", - "epoch [ 353] L = 38.793744, acc = 0.845000\n", - "epoch [ 354] L = 38.792475, acc = 0.845000\n", - "epoch [ 355] L = 38.791217, acc = 0.845000\n", - "epoch [ 356] L = 38.789971, acc = 0.845000\n", - "epoch [ 357] L = 38.788737, acc = 0.845000\n", - "epoch [ 358] L = 38.787514, acc = 0.845000\n", - "epoch [ 359] L = 38.786302, acc = 0.845000\n", - "epoch [ 360] L = 38.785101, acc = 0.845000\n", - "epoch [ 361] L = 38.783911, acc = 0.845000\n", - "epoch [ 362] L = 38.782732, acc = 0.845000\n", - "epoch [ 363] L = 38.781564, acc = 0.845000\n", - "epoch [ 364] L = 38.780405, acc = 0.845000\n", - "epoch [ 365] L = 38.779258, acc = 0.845000\n", - "epoch [ 366] L = 38.778120, acc = 0.845000\n", - "epoch [ 367] L = 38.776992, acc = 0.845000\n", - "epoch [ 368] L = 38.775874, acc = 0.845000\n", - "epoch [ 369] L = 38.774766, acc = 0.845000\n", - "epoch [ 370] L = 38.773668, acc = 0.845000\n", - "epoch [ 371] L = 38.772579, acc = 0.845000\n", - "epoch [ 372] L = 38.771500, acc = 0.845000\n", - "epoch [ 373] L = 38.770430, acc = 0.845000\n", - "epoch [ 374] L = 38.769369, acc = 0.845000\n", - "epoch [ 375] L = 38.768317, acc = 0.845000\n", - "epoch [ 376] L = 38.767273, acc = 0.845000\n", - "epoch [ 377] L = 38.766239, acc = 0.845000\n", - "epoch [ 378] L = 38.765214, acc = 0.845000\n", - "epoch [ 379] L = 38.764197, acc = 0.845000\n", - "epoch [ 380] L = 38.763188, acc = 0.845000\n", - "epoch [ 381] L = 38.762188, acc = 0.845000\n", - "epoch [ 382] L = 38.761196, acc = 0.845000\n", - "epoch [ 383] L = 38.760212, acc = 0.845000\n", - "epoch [ 384] L = 38.759236, acc = 0.845000\n", - "epoch [ 385] L = 38.758269, acc = 0.845000\n", - "epoch [ 386] L = 38.757309, acc = 0.845000\n", - "epoch [ 387] L = 38.756356, acc = 0.845000\n", - "epoch [ 388] L = 38.755412, acc = 0.845000\n", - "epoch [ 389] L = 38.754475, acc = 0.845000\n", - "epoch [ 390] L = 38.753545, acc = 0.845000\n", - "epoch [ 391] L = 38.752623, acc = 0.845000\n", - "epoch [ 392] L = 38.751708, acc = 0.845000\n", - "epoch [ 393] L = 38.750800, acc = 0.845000\n", - "epoch [ 394] L = 38.749899, acc = 0.845000\n", - "epoch [ 395] L = 38.749006, acc = 0.845000\n", - "epoch [ 396] L = 38.748119, acc = 0.845000\n", - "epoch [ 397] L = 38.747239, acc = 0.845000\n", - "epoch [ 398] L = 38.746366, acc = 0.845000\n", - "epoch [ 399] L = 38.745499, acc = 0.845000\n", - "epoch [ 400] L = 38.744639, acc = 0.845000\n", - "epoch [ 401] L = 38.743785, acc = 0.850000\n", - "epoch [ 402] L = 38.742938, acc = 0.850000\n", - "epoch [ 403] L = 38.742097, acc = 0.850000\n", - "epoch [ 404] L = 38.741263, acc = 0.850000\n", - "epoch [ 405] L = 38.740435, acc = 0.850000\n", - "epoch [ 406] L = 38.739612, acc = 0.850000\n", - "epoch [ 407] L = 38.738796, acc = 0.850000\n", - "epoch [ 408] L = 38.737986, acc = 0.850000\n", - "epoch [ 409] L = 38.737181, acc = 0.850000\n", - "epoch [ 410] L = 38.736383, acc = 0.850000\n", - "epoch [ 411] L = 38.735590, acc = 0.850000\n", - "epoch [ 412] L = 38.734803, acc = 0.850000\n", - "epoch [ 413] L = 38.734021, acc = 0.850000\n", - "epoch [ 414] L = 38.733245, acc = 0.850000\n", - "epoch [ 415] L = 38.732475, acc = 0.850000\n", - "epoch [ 416] L = 38.731710, acc = 0.850000\n", - "epoch [ 417] L = 38.730950, acc = 0.850000\n", - "epoch [ 418] L = 38.730195, acc = 0.850000\n", - "epoch [ 419] L = 38.729446, acc = 0.850000\n", - "epoch [ 420] L = 38.728702, acc = 0.850000\n", - "epoch [ 421] L = 38.727963, acc = 0.850000\n", - "epoch [ 422] L = 38.727229, acc = 0.850000\n", - "epoch [ 423] L = 38.726500, acc = 0.850000\n", - "epoch [ 424] L = 38.725776, acc = 0.850000\n", - "epoch [ 425] L = 38.725057, acc = 0.850000\n", - "epoch [ 426] L = 38.724342, acc = 0.850000\n", - "epoch [ 427] L = 38.723633, acc = 0.850000\n", - "epoch [ 428] L = 38.722928, acc = 0.850000\n", - "epoch [ 429] L = 38.722227, acc = 0.850000\n", - "epoch [ 430] L = 38.721532, acc = 0.850000\n", - "epoch [ 431] L = 38.720840, acc = 0.850000\n", - "epoch [ 432] L = 38.720154, acc = 0.850000\n", - "epoch [ 433] L = 38.719471, acc = 0.850000\n", - "epoch [ 434] L = 38.718794, acc = 0.850000\n", - "epoch [ 435] L = 38.718120, acc = 0.850000\n", - "epoch [ 436] L = 38.717451, acc = 0.850000\n", - "epoch [ 437] L = 38.716786, acc = 0.850000\n", - "epoch [ 438] L = 38.716125, acc = 0.850000\n", - "epoch [ 439] L = 38.715468, acc = 0.850000\n", - "epoch [ 440] L = 38.714815, acc = 0.850000\n", - "epoch [ 441] L = 38.714167, acc = 0.850000\n", - "epoch [ 442] L = 38.713522, acc = 0.850000\n", - "epoch [ 443] L = 38.712881, acc = 0.850000\n", - "epoch [ 444] L = 38.712245, acc = 0.850000\n", - "epoch [ 445] L = 38.711612, acc = 0.850000\n", - "epoch [ 446] L = 38.710983, acc = 0.850000\n", - "epoch [ 447] L = 38.710357, acc = 0.850000\n", - "epoch [ 448] L = 38.709736, acc = 0.850000\n", - "epoch [ 449] L = 38.709118, acc = 0.850000\n", - "epoch [ 450] L = 38.708504, acc = 0.850000\n", - "epoch [ 451] L = 38.707893, acc = 0.850000\n", - "epoch [ 452] L = 38.707286, acc = 0.850000\n", - "epoch [ 453] L = 38.706683, acc = 0.850000\n", - "epoch [ 454] L = 38.706083, acc = 0.850000\n", - "epoch [ 455] L = 38.705486, acc = 0.850000\n", - "epoch [ 456] L = 38.704893, acc = 0.850000\n", - "epoch [ 457] L = 38.704304, acc = 0.850000\n", - "epoch [ 458] L = 38.703717, acc = 0.850000\n", - "epoch [ 459] L = 38.703134, acc = 0.850000\n", - "epoch [ 460] L = 38.702554, acc = 0.850000\n", - "epoch [ 461] L = 38.701978, acc = 0.850000\n", - "epoch [ 462] L = 38.701405, acc = 0.850000\n", - "epoch [ 463] L = 38.700834, acc = 0.850000\n", - "epoch [ 464] L = 38.700267, acc = 0.850000\n", - "epoch [ 465] L = 38.699704, acc = 0.850000\n", - "epoch [ 466] L = 38.699143, acc = 0.850000\n", - "epoch [ 467] L = 38.698585, acc = 0.850000\n", - "epoch [ 468] L = 38.698030, acc = 0.850000\n", - "epoch [ 469] L = 38.697478, acc = 0.850000\n", - "epoch [ 470] L = 38.696930, acc = 0.850000\n", - "epoch [ 471] L = 38.696384, acc = 0.850000\n", - "epoch [ 472] L = 38.695841, acc = 0.850000\n", - "epoch [ 473] L = 38.695300, acc = 0.850000\n", - "epoch [ 474] L = 38.694763, acc = 0.850000\n", - "epoch [ 475] L = 38.694228, acc = 0.850000\n", - "epoch [ 476] L = 38.693697, acc = 0.850000\n", - "epoch [ 477] L = 38.693168, acc = 0.850000\n", - "epoch [ 478] L = 38.692641, acc = 0.850000\n", - "epoch [ 479] L = 38.692118, acc = 0.850000\n", - "epoch [ 480] L = 38.691597, acc = 0.850000\n", - "epoch [ 481] L = 38.691078, acc = 0.850000\n", - "epoch [ 482] L = 38.690562, acc = 0.850000\n", - "epoch [ 483] L = 38.690049, acc = 0.850000\n", - "epoch [ 484] L = 38.689538, acc = 0.850000\n", - "epoch [ 485] L = 38.689030, acc = 0.850000\n", - "epoch [ 486] L = 38.688525, acc = 0.850000\n", - "epoch [ 487] L = 38.688021, acc = 0.850000\n", - "epoch [ 488] L = 38.687521, acc = 0.850000\n", - "epoch [ 489] L = 38.687022, acc = 0.850000\n", - "epoch [ 490] L = 38.686526, acc = 0.850000\n", - "epoch [ 491] L = 38.686033, acc = 0.850000\n", - "epoch [ 492] L = 38.685542, acc = 0.850000\n", - "epoch [ 493] L = 38.685053, acc = 0.850000\n", - "epoch [ 494] L = 38.684566, acc = 0.850000\n", - "epoch [ 495] L = 38.684082, acc = 0.850000\n", - "epoch [ 496] L = 38.683600, acc = 0.850000\n", - "epoch [ 497] L = 38.683120, acc = 0.850000\n", - "epoch [ 498] L = 38.682643, acc = 0.850000\n", - "epoch [ 499] L = 38.682167, acc = 0.850000\n", - "epoch [ 500] L = 38.681694, acc = 0.850000\n", - "epoch [ 501] L = 38.681223, acc = 0.850000\n", - "epoch [ 502] L = 38.680754, acc = 0.850000\n", - "epoch [ 503] L = 38.680287, acc = 0.850000\n", - "epoch [ 504] L = 38.679823, acc = 0.850000\n", - "epoch [ 505] L = 38.679360, acc = 0.850000\n", - "epoch [ 506] L = 38.678899, acc = 0.850000\n", - "epoch [ 507] L = 38.678441, acc = 0.850000\n", - "epoch [ 508] L = 38.677984, acc = 0.850000\n", - "epoch [ 509] L = 38.677530, acc = 0.850000\n", - "epoch [ 510] L = 38.677077, acc = 0.850000\n", - "epoch [ 511] L = 38.676627, acc = 0.850000\n", - "epoch [ 512] L = 38.676178, acc = 0.850000\n", - "epoch [ 513] L = 38.675731, acc = 0.850000\n", - "epoch [ 514] L = 38.675286, acc = 0.850000\n", - "epoch [ 515] L = 38.674843, acc = 0.850000\n", - "epoch [ 516] L = 38.674402, acc = 0.850000\n", - "epoch [ 517] L = 38.673963, acc = 0.850000\n", - "epoch [ 518] L = 38.673526, acc = 0.850000\n" + "epoch [ 0] L = 109.763265, acc = 0.500000\n", + "epoch [ 1] L = 103.996033, acc = 0.500000\n", + "epoch [ 2] L = 100.061412, acc = 0.500000\n", + "epoch [ 3] L = 97.202024, acc = 0.615000\n", + "epoch [ 4] L = 94.891877, acc = 0.815000\n", + "epoch [ 5] L = 92.856687, acc = 0.805000\n", + "epoch [ 6] L = 90.969326, acc = 0.800000\n", + "epoch [ 7] L = 89.173360, acc = 0.795000\n", + "epoch [ 8] L = 87.443892, acc = 0.795000\n", + "epoch [ 9] L = 85.769759, acc = 0.790000\n", + "epoch [ 10] L = 84.145805, acc = 0.785000\n", + "epoch [ 11] L = 82.569580, acc = 0.795000\n", + "epoch [ 12] L = 81.039921, acc = 0.800000\n", + "epoch [ 13] L = 79.556306, acc = 0.800000\n", + "epoch [ 14] L = 78.118541, acc = 0.800000\n", + "epoch [ 15] L = 76.726582, acc = 0.800000\n", + "epoch [ 16] L = 75.380423, acc = 0.795000\n", + "epoch [ 17] L = 74.080019, acc = 0.790000\n", + "epoch [ 18] L = 72.825231, acc = 0.800000\n", + "epoch [ 19] L = 71.615794, acc = 0.790000\n", + "epoch [ 20] L = 70.451292, acc = 0.795000\n", + "epoch [ 21] L = 69.331151, acc = 0.795000\n", + "epoch [ 22] L = 68.254644, acc = 0.795000\n", + "epoch [ 23] L = 67.220892, acc = 0.795000\n", + "epoch [ 24] L = 66.228884, acc = 0.795000\n", + "epoch [ 25] L = 65.277491, acc = 0.795000\n", + "epoch [ 26] L = 64.365486, acc = 0.800000\n", + "epoch [ 27] L = 63.491567, acc = 0.800000\n", + "epoch [ 28] L = 62.654371, acc = 0.800000\n", + "epoch [ 29] L = 61.852496, acc = 0.805000\n", + "epoch [ 30] L = 61.084520, acc = 0.805000\n", + "epoch [ 31] L = 60.349012, acc = 0.805000\n", + "epoch [ 32] L = 59.644549, acc = 0.805000\n", + "epoch [ 33] L = 58.969725, acc = 0.805000\n", + "epoch [ 34] L = 58.323162, acc = 0.805000\n", + "epoch [ 35] L = 57.703518, acc = 0.810000\n", + "epoch [ 36] L = 57.109490, acc = 0.820000\n", + "epoch [ 37] L = 56.539824, acc = 0.820000\n", + "epoch [ 38] L = 55.993312, acc = 0.820000\n", + "epoch [ 39] L = 55.468799, acc = 0.820000\n", + "epoch [ 40] L = 54.965181, acc = 0.820000\n", + "epoch [ 41] L = 54.481407, acc = 0.825000\n", + "epoch [ 42] L = 54.016480, acc = 0.825000\n", + "epoch [ 43] L = 53.569452, acc = 0.825000\n", + "epoch [ 44] L = 53.139426, acc = 0.825000\n", + "epoch [ 45] L = 52.725557, acc = 0.825000\n", + "epoch [ 46] L = 52.327042, acc = 0.825000\n", + "epoch [ 47] L = 51.943128, acc = 0.825000\n", + "epoch [ 48] L = 51.573103, acc = 0.825000\n", + "epoch [ 49] L = 51.216296, acc = 0.825000\n", + "epoch [ 50] L = 50.872075, acc = 0.825000\n", + "epoch [ 51] L = 50.539847, acc = 0.825000\n", + "epoch [ 52] L = 50.219052, acc = 0.825000\n", + "epoch [ 53] L = 49.909163, acc = 0.830000\n", + "epoch [ 54] L = 49.609684, acc = 0.830000\n", + "epoch [ 55] L = 49.320150, acc = 0.830000\n", + "epoch [ 56] L = 49.040121, acc = 0.830000\n", + "epoch [ 57] L = 48.769183, acc = 0.830000\n", + "epoch [ 58] L = 48.506946, acc = 0.830000\n", + "epoch [ 59] L = 48.253043, acc = 0.830000\n", + "epoch [ 60] L = 48.007127, acc = 0.830000\n", + "epoch [ 61] L = 47.768872, acc = 0.830000\n", + "epoch [ 62] L = 47.537968, acc = 0.830000\n", + "epoch [ 63] L = 47.314124, acc = 0.830000\n", + "epoch [ 64] L = 47.097064, acc = 0.830000\n", + "epoch [ 65] L = 46.886526, acc = 0.830000\n", + "epoch [ 66] L = 46.682264, acc = 0.830000\n", + "epoch [ 67] L = 46.484042, acc = 0.830000\n", + "epoch [ 68] L = 46.291638, acc = 0.830000\n", + "epoch [ 69] L = 46.104842, acc = 0.830000\n", + "epoch [ 70] L = 45.923452, acc = 0.835000\n", + "epoch [ 71] L = 45.747276, acc = 0.835000\n", + "epoch [ 72] L = 45.576134, acc = 0.835000\n", + "epoch [ 73] L = 45.409851, acc = 0.835000\n", + "epoch [ 74] L = 45.248263, acc = 0.835000\n", + "epoch [ 75] L = 45.091210, acc = 0.835000\n", + "epoch [ 76] L = 44.938543, acc = 0.835000\n", + "epoch [ 77] L = 44.790116, acc = 0.835000\n", + "epoch [ 78] L = 44.645792, acc = 0.835000\n", + "epoch [ 79] L = 44.505437, acc = 0.835000\n", + "epoch [ 80] L = 44.368925, acc = 0.835000\n", + "epoch [ 81] L = 44.236133, acc = 0.835000\n", + "epoch [ 82] L = 44.106944, acc = 0.835000\n", + "epoch [ 83] L = 43.981245, acc = 0.835000\n", + "epoch [ 84] L = 43.858928, acc = 0.835000\n", + "epoch [ 85] L = 43.739889, acc = 0.835000\n", + "epoch [ 86] L = 43.624027, acc = 0.835000\n", + "epoch [ 87] L = 43.511245, acc = 0.835000\n", + "epoch [ 88] L = 43.401450, acc = 0.835000\n", + "epoch [ 89] L = 43.294551, acc = 0.835000\n", + "epoch [ 90] L = 43.190461, acc = 0.835000\n", + "epoch [ 91] L = 43.089097, acc = 0.835000\n", + "epoch [ 92] L = 42.990376, acc = 0.835000\n", + "epoch [ 93] L = 42.894222, acc = 0.835000\n", + "epoch [ 94] L = 42.800557, acc = 0.835000\n", + "epoch [ 95] L = 42.709308, acc = 0.835000\n", + "epoch [ 96] L = 42.620404, acc = 0.830000\n", + "epoch [ 97] L = 42.533777, acc = 0.835000\n", + "epoch [ 98] L = 42.449360, acc = 0.835000\n", + "epoch [ 99] L = 42.367088, acc = 0.835000\n", + "epoch [ 100] L = 42.286900, acc = 0.835000\n", + "epoch [ 101] L = 42.208734, acc = 0.835000\n", + "epoch [ 102] L = 42.132533, acc = 0.835000\n", + "epoch [ 103] L = 42.058239, acc = 0.835000\n", + "epoch [ 104] L = 41.985798, acc = 0.835000\n", + "epoch [ 105] L = 41.915156, acc = 0.835000\n", + "epoch [ 106] L = 41.846262, acc = 0.835000\n", + "epoch [ 107] L = 41.779066, acc = 0.835000\n", + "epoch [ 108] L = 41.713520, acc = 0.835000\n", + "epoch [ 109] L = 41.649576, acc = 0.835000\n", + "epoch [ 110] L = 41.587189, acc = 0.835000\n", + "epoch [ 111] L = 41.526315, acc = 0.835000\n", + "epoch [ 112] L = 41.466911, acc = 0.835000\n", + "epoch [ 113] L = 41.408936, acc = 0.835000\n", + "epoch [ 114] L = 41.352349, acc = 0.835000\n", + "epoch [ 115] L = 41.297112, acc = 0.835000\n", + "epoch [ 116] L = 41.243187, acc = 0.835000\n", + "epoch [ 117] L = 41.190536, acc = 0.835000\n", + "epoch [ 118] L = 41.139125, acc = 0.835000\n", + "epoch [ 119] L = 41.088920, acc = 0.835000\n", + "epoch [ 120] L = 41.039886, acc = 0.835000\n", + "epoch [ 121] L = 40.991992, acc = 0.835000\n", + "epoch [ 122] L = 40.945205, acc = 0.835000\n", + "epoch [ 123] L = 40.899496, acc = 0.835000\n", + "epoch [ 124] L = 40.854835, acc = 0.835000\n", + "epoch [ 125] L = 40.811194, acc = 0.835000\n", + "epoch [ 126] L = 40.768544, acc = 0.835000\n", + "epoch [ 127] L = 40.726859, acc = 0.835000\n", + "epoch [ 128] L = 40.686113, acc = 0.835000\n", + "epoch [ 129] L = 40.646280, acc = 0.835000\n", + "epoch [ 130] L = 40.607336, acc = 0.835000\n", + "epoch [ 131] L = 40.569257, acc = 0.840000\n", + "epoch [ 132] L = 40.532020, acc = 0.840000\n", + "epoch [ 133] L = 40.495602, acc = 0.840000\n", + "epoch [ 134] L = 40.459982, acc = 0.840000\n", + "epoch [ 135] L = 40.425138, acc = 0.840000\n", + "epoch [ 136] L = 40.391051, acc = 0.840000\n", + "epoch [ 137] L = 40.357701, acc = 0.840000\n", + "epoch [ 138] L = 40.325067, acc = 0.840000\n", + "epoch [ 139] L = 40.293132, acc = 0.840000\n", + "epoch [ 140] L = 40.261877, acc = 0.840000\n", + "epoch [ 141] L = 40.231285, acc = 0.845000\n", + "epoch [ 142] L = 40.201338, acc = 0.845000\n", + "epoch [ 143] L = 40.172021, acc = 0.845000\n", + "epoch [ 144] L = 40.143316, acc = 0.845000\n", + "epoch [ 145] L = 40.115210, acc = 0.845000\n", + "epoch [ 146] L = 40.087685, acc = 0.845000\n", + "epoch [ 147] L = 40.060728, acc = 0.845000\n", + "epoch [ 148] L = 40.034324, acc = 0.850000\n", + "epoch [ 149] L = 40.008459, acc = 0.850000\n", + "epoch [ 150] L = 39.983120, acc = 0.850000\n", + "epoch [ 151] L = 39.958295, acc = 0.850000\n", + "epoch [ 152] L = 39.933969, acc = 0.850000\n", + "epoch [ 153] L = 39.910131, acc = 0.850000\n", + "epoch [ 154] L = 39.886769, acc = 0.850000\n", + "epoch [ 155] L = 39.863871, acc = 0.850000\n", + "epoch [ 156] L = 39.841426, acc = 0.855000\n", + "epoch [ 157] L = 39.819423, acc = 0.855000\n", + "epoch [ 158] L = 39.797851, acc = 0.855000\n", + "epoch [ 159] L = 39.776699, acc = 0.855000\n", + "epoch [ 160] L = 39.755959, acc = 0.855000\n", + "epoch [ 161] L = 39.735619, acc = 0.855000\n", + "epoch [ 162] L = 39.715671, acc = 0.855000\n", + "epoch [ 163] L = 39.696104, acc = 0.855000\n", + "epoch [ 164] L = 39.676911, acc = 0.855000\n", + "epoch [ 165] L = 39.658082, acc = 0.855000\n", + "epoch [ 166] L = 39.639609, acc = 0.855000\n", + "epoch [ 167] L = 39.621483, acc = 0.855000\n", + "epoch [ 168] L = 39.603696, acc = 0.855000\n", + "epoch [ 169] L = 39.586241, acc = 0.855000\n", + "epoch [ 170] L = 39.569110, acc = 0.855000\n", + "epoch [ 171] L = 39.552296, acc = 0.855000\n", + "epoch [ 172] L = 39.535790, acc = 0.855000\n", + "epoch [ 173] L = 39.519587, acc = 0.855000\n", + "epoch [ 174] L = 39.503679, acc = 0.855000\n", + "epoch [ 175] L = 39.488060, acc = 0.855000\n", + "epoch [ 176] L = 39.472722, acc = 0.855000\n", + "epoch [ 177] L = 39.457661, acc = 0.855000\n", + "epoch [ 178] L = 39.442869, acc = 0.855000\n", + "epoch [ 179] L = 39.428341, acc = 0.855000\n", + "epoch [ 180] L = 39.414071, acc = 0.855000\n", + "epoch [ 181] L = 39.400052, acc = 0.855000\n", + "epoch [ 182] L = 39.386281, acc = 0.855000\n", + "epoch [ 183] L = 39.372750, acc = 0.855000\n", + "epoch [ 184] L = 39.359456, acc = 0.855000\n", + "epoch [ 185] L = 39.346392, acc = 0.855000\n", + "epoch [ 186] L = 39.333554, acc = 0.855000\n", + "epoch [ 187] L = 39.320937, acc = 0.855000\n", + "epoch [ 188] L = 39.308536, acc = 0.855000\n", + "epoch [ 189] L = 39.296346, acc = 0.855000\n", + "epoch [ 190] L = 39.284364, acc = 0.855000\n", + "epoch [ 191] L = 39.272584, acc = 0.855000\n", + "epoch [ 192] L = 39.261002, acc = 0.855000\n", + "epoch [ 193] L = 39.249614, acc = 0.855000\n", + "epoch [ 194] L = 39.238416, acc = 0.855000\n", + "epoch [ 195] L = 39.227405, acc = 0.855000\n", + "epoch [ 196] L = 39.216575, acc = 0.855000\n", + "epoch [ 197] L = 39.205924, acc = 0.855000\n", + "epoch [ 198] L = 39.195447, acc = 0.855000\n", + "epoch [ 199] L = 39.185142, acc = 0.855000\n", + "epoch [ 200] L = 39.175003, acc = 0.855000\n", + "epoch [ 201] L = 39.165029, acc = 0.855000\n", + "epoch [ 202] L = 39.155216, acc = 0.855000\n", + "epoch [ 203] L = 39.145560, acc = 0.855000\n", + "epoch [ 204] L = 39.136058, acc = 0.855000\n", + "epoch [ 205] L = 39.126707, acc = 0.855000\n", + "epoch [ 206] L = 39.117504, acc = 0.855000\n", + "epoch [ 207] L = 39.108446, acc = 0.855000\n", + "epoch [ 208] L = 39.099530, acc = 0.855000\n", + "epoch [ 209] L = 39.090753, acc = 0.855000\n", + "epoch [ 210] L = 39.082113, acc = 0.855000\n", + "epoch [ 211] L = 39.073606, acc = 0.855000\n", + "epoch [ 212] L = 39.065230, acc = 0.855000\n", + "epoch [ 213] L = 39.056983, acc = 0.855000\n", + "epoch [ 214] L = 39.048862, acc = 0.855000\n", + "epoch [ 215] L = 39.040864, acc = 0.855000\n", + "epoch [ 216] L = 39.032987, acc = 0.855000\n", + "epoch [ 217] L = 39.025229, acc = 0.855000\n", + "epoch [ 218] L = 39.017587, acc = 0.855000\n", + "epoch [ 219] L = 39.010059, acc = 0.855000\n", + "epoch [ 220] L = 39.002643, acc = 0.855000\n", + "epoch [ 221] L = 38.995337, acc = 0.855000\n", + "epoch [ 222] L = 38.988138, acc = 0.855000\n", + "epoch [ 223] L = 38.981045, acc = 0.855000\n", + "epoch [ 224] L = 38.974055, acc = 0.855000\n", + "epoch [ 225] L = 38.967166, acc = 0.855000\n", + "epoch [ 226] L = 38.960377, acc = 0.855000\n", + "epoch [ 227] L = 38.953686, acc = 0.855000\n", + "epoch [ 228] L = 38.947090, acc = 0.855000\n", + "epoch [ 229] L = 38.940588, acc = 0.855000\n", + "epoch [ 230] L = 38.934178, acc = 0.855000\n", + "epoch [ 231] L = 38.927859, acc = 0.855000\n", + "epoch [ 232] L = 38.921628, acc = 0.855000\n", + "epoch [ 233] L = 38.915484, acc = 0.855000\n", + "epoch [ 234] L = 38.909426, acc = 0.855000\n", + "epoch [ 235] L = 38.903452, acc = 0.855000\n", + "epoch [ 236] L = 38.897559, acc = 0.855000\n", + "epoch [ 237] L = 38.891747, acc = 0.855000\n", + "epoch [ 238] L = 38.886015, acc = 0.855000\n", + "epoch [ 239] L = 38.880360, acc = 0.855000\n", + "epoch [ 240] L = 38.874781, acc = 0.855000\n", + "epoch [ 241] L = 38.869278, acc = 0.855000\n", + "epoch [ 242] L = 38.863847, acc = 0.855000\n", + "epoch [ 243] L = 38.858489, acc = 0.855000\n", + "epoch [ 244] L = 38.853201, acc = 0.855000\n", + "epoch [ 245] L = 38.847983, acc = 0.855000\n", + "epoch [ 246] L = 38.842833, acc = 0.855000\n", + "epoch [ 247] L = 38.837750, acc = 0.855000\n", + "epoch [ 248] L = 38.832733, acc = 0.855000\n", + "epoch [ 249] L = 38.827780, acc = 0.855000\n", + "epoch [ 250] L = 38.822891, acc = 0.855000\n", + "epoch [ 251] L = 38.818063, acc = 0.855000\n", + "epoch [ 252] L = 38.813297, acc = 0.855000\n", + "epoch [ 253] L = 38.808591, acc = 0.855000\n", + "epoch [ 254] L = 38.803943, acc = 0.855000\n", + "epoch [ 255] L = 38.799354, acc = 0.855000\n", + "epoch [ 256] L = 38.794820, acc = 0.855000\n", + "epoch [ 257] L = 38.790343, acc = 0.855000\n", + "epoch [ 258] L = 38.785920, acc = 0.855000\n", + "epoch [ 259] L = 38.781552, acc = 0.855000\n", + "epoch [ 260] L = 38.777235, acc = 0.855000\n", + "epoch [ 261] L = 38.772971, acc = 0.855000\n", + "epoch [ 262] L = 38.768757, acc = 0.855000\n", + "epoch [ 263] L = 38.764594, acc = 0.855000\n", + "epoch [ 264] L = 38.760479, acc = 0.855000\n", + "epoch [ 265] L = 38.756413, acc = 0.855000\n", + "epoch [ 266] L = 38.752394, acc = 0.855000\n", + "epoch [ 267] L = 38.748421, acc = 0.855000\n", + "epoch [ 268] L = 38.744494, acc = 0.855000\n", + "epoch [ 269] L = 38.740612, acc = 0.855000\n", + "epoch [ 270] L = 38.736774, acc = 0.855000\n", + "epoch [ 271] L = 38.732979, acc = 0.855000\n", + "epoch [ 272] L = 38.729227, acc = 0.855000\n", + "epoch [ 273] L = 38.725516, acc = 0.855000\n", + "epoch [ 274] L = 38.721846, acc = 0.855000\n", + "epoch [ 275] L = 38.718217, acc = 0.855000\n", + "epoch [ 276] L = 38.714626, acc = 0.855000\n", + "epoch [ 277] L = 38.711075, acc = 0.855000\n", + "epoch [ 278] L = 38.707562, acc = 0.855000\n", + "epoch [ 279] L = 38.704087, acc = 0.855000\n", + "epoch [ 280] L = 38.700648, acc = 0.855000\n", + "epoch [ 281] L = 38.697245, acc = 0.855000\n", + "epoch [ 282] L = 38.693878, acc = 0.855000\n", + "epoch [ 283] L = 38.690545, acc = 0.855000\n", + "epoch [ 284] L = 38.687247, acc = 0.855000\n", + "epoch [ 285] L = 38.683983, acc = 0.855000\n", + "epoch [ 286] L = 38.680751, acc = 0.855000\n", + "epoch [ 287] L = 38.677552, acc = 0.855000\n", + "epoch [ 288] L = 38.674385, acc = 0.855000\n", + "epoch [ 289] L = 38.671249, acc = 0.855000\n", + "epoch [ 290] L = 38.668144, acc = 0.855000\n", + "epoch [ 291] L = 38.665069, acc = 0.855000\n", + "epoch [ 292] L = 38.662024, acc = 0.855000\n", + "epoch [ 293] L = 38.659008, acc = 0.855000\n", + "epoch [ 294] L = 38.656020, acc = 0.855000\n", + "epoch [ 295] L = 38.653061, acc = 0.855000\n", + "epoch [ 296] L = 38.650129, acc = 0.855000\n", + "epoch [ 297] L = 38.647224, acc = 0.855000\n", + "epoch [ 298] L = 38.644346, acc = 0.855000\n", + "epoch [ 299] L = 38.641494, acc = 0.855000\n", + "epoch [ 300] L = 38.638668, acc = 0.855000\n", + "epoch [ 301] L = 38.635867, acc = 0.855000\n", + "epoch [ 302] L = 38.633091, acc = 0.855000\n", + "epoch [ 303] L = 38.630339, acc = 0.855000\n", + "epoch [ 304] L = 38.627611, acc = 0.855000\n", + "epoch [ 305] L = 38.624906, acc = 0.855000\n", + "epoch [ 306] L = 38.622225, acc = 0.855000\n", + "epoch [ 307] L = 38.619566, acc = 0.855000\n", + "epoch [ 308] L = 38.616929, acc = 0.855000\n", + "epoch [ 309] L = 38.614314, acc = 0.855000\n", + "epoch [ 310] L = 38.611720, acc = 0.855000\n", + "epoch [ 311] L = 38.609148, acc = 0.855000\n", + "epoch [ 312] L = 38.606596, acc = 0.855000\n", + "epoch [ 313] L = 38.604064, acc = 0.855000\n", + "epoch [ 314] L = 38.601552, acc = 0.855000\n", + "epoch [ 315] L = 38.599060, acc = 0.855000\n", + "epoch [ 316] L = 38.596587, acc = 0.855000\n", + "epoch [ 317] L = 38.594133, acc = 0.855000\n", + "epoch [ 318] L = 38.591697, acc = 0.855000\n", + "epoch [ 319] L = 38.589279, acc = 0.855000\n", + "epoch [ 320] L = 38.586879, acc = 0.855000\n", + "epoch [ 321] L = 38.584497, acc = 0.855000\n", + "epoch [ 322] L = 38.582131, acc = 0.855000\n", + "epoch [ 323] L = 38.579783, acc = 0.855000\n", + "epoch [ 324] L = 38.577451, acc = 0.855000\n", + "epoch [ 325] L = 38.575135, acc = 0.855000\n", + "epoch [ 326] L = 38.572835, acc = 0.855000\n", + "epoch [ 327] L = 38.570550, acc = 0.855000\n", + "epoch [ 328] L = 38.568281, acc = 0.855000\n", + "epoch [ 329] L = 38.566027, acc = 0.855000\n", + "epoch [ 330] L = 38.563787, acc = 0.855000\n", + "epoch [ 331] L = 38.561562, acc = 0.855000\n", + "epoch [ 332] L = 38.559351, acc = 0.855000\n", + "epoch [ 333] L = 38.557154, acc = 0.855000\n", + "epoch [ 334] L = 38.554970, acc = 0.855000\n", + "epoch [ 335] L = 38.552800, acc = 0.855000\n", + "epoch [ 336] L = 38.550643, acc = 0.855000\n", + "epoch [ 337] L = 38.548498, acc = 0.855000\n", + "epoch [ 338] L = 38.546366, acc = 0.855000\n", + "epoch [ 339] L = 38.544247, acc = 0.855000\n", + "epoch [ 340] L = 38.542139, acc = 0.855000\n", + "epoch [ 341] L = 38.540043, acc = 0.855000\n", + "epoch [ 342] L = 38.537959, acc = 0.855000\n", + "epoch [ 343] L = 38.535886, acc = 0.855000\n", + "epoch [ 344] L = 38.533824, acc = 0.855000\n", + "epoch [ 345] L = 38.531773, acc = 0.855000\n", + "epoch [ 346] L = 38.529733, acc = 0.855000\n", + "epoch [ 347] L = 38.527703, acc = 0.855000\n", + "epoch [ 348] L = 38.525683, acc = 0.855000\n", + "epoch [ 349] L = 38.523673, acc = 0.855000\n", + "epoch [ 350] L = 38.521673, acc = 0.855000\n", + "epoch [ 351] L = 38.519682, acc = 0.855000\n", + "epoch [ 352] L = 38.517701, acc = 0.855000\n", + "epoch [ 353] L = 38.515729, acc = 0.855000\n", + "epoch [ 354] L = 38.513766, acc = 0.860000\n", + "epoch [ 355] L = 38.511812, acc = 0.860000\n", + "epoch [ 356] L = 38.509866, acc = 0.860000\n", + "epoch [ 357] L = 38.507928, acc = 0.860000\n", + "epoch [ 358] L = 38.505999, acc = 0.860000\n", + "epoch [ 359] L = 38.504077, acc = 0.860000\n", + "epoch [ 360] L = 38.502164, acc = 0.860000\n", + "epoch [ 361] L = 38.500258, acc = 0.860000\n", + "epoch [ 362] L = 38.498359, acc = 0.860000\n", + "epoch [ 363] L = 38.496467, acc = 0.860000\n", + "epoch [ 364] L = 38.494583, acc = 0.860000\n", + "epoch [ 365] L = 38.492705, acc = 0.860000\n", + "epoch [ 366] L = 38.490835, acc = 0.860000\n", + "epoch [ 367] L = 38.488970, acc = 0.860000\n", + "epoch [ 368] L = 38.487112, acc = 0.860000\n", + "epoch [ 369] L = 38.485261, acc = 0.860000\n", + "epoch [ 370] L = 38.483415, acc = 0.860000\n", + "epoch [ 371] L = 38.481575, acc = 0.860000\n", + "epoch [ 372] L = 38.479741, acc = 0.860000\n", + "epoch [ 373] L = 38.477913, acc = 0.860000\n", + "epoch [ 374] L = 38.476090, acc = 0.860000\n", + "epoch [ 375] L = 38.474272, acc = 0.860000\n", + "epoch [ 376] L = 38.472459, acc = 0.860000\n", + "epoch [ 377] L = 38.470652, acc = 0.860000\n", + "epoch [ 378] L = 38.468849, acc = 0.860000\n", + "epoch [ 379] L = 38.467051, acc = 0.860000\n", + "epoch [ 380] L = 38.465257, acc = 0.860000\n", + "epoch [ 381] L = 38.463468, acc = 0.860000\n", + "epoch [ 382] L = 38.461683, acc = 0.860000\n", + "epoch [ 383] L = 38.459902, acc = 0.860000\n", + "epoch [ 384] L = 38.458125, acc = 0.860000\n", + "epoch [ 385] L = 38.456352, acc = 0.860000\n", + "epoch [ 386] L = 38.454582, acc = 0.860000\n", + "epoch [ 387] L = 38.452816, acc = 0.860000\n", + "epoch [ 388] L = 38.451054, acc = 0.860000\n", + "epoch [ 389] L = 38.449295, acc = 0.860000\n", + "epoch [ 390] L = 38.447539, acc = 0.855000\n", + "epoch [ 391] L = 38.445786, acc = 0.855000\n", + "epoch [ 392] L = 38.444036, acc = 0.855000\n", + "epoch [ 393] L = 38.442289, acc = 0.855000\n", + "epoch [ 394] L = 38.440545, acc = 0.855000\n", + "epoch [ 395] L = 38.438803, acc = 0.855000\n", + "epoch [ 396] L = 38.437064, acc = 0.855000\n", + "epoch [ 397] L = 38.435327, acc = 0.855000\n", + "epoch [ 398] L = 38.433592, acc = 0.855000\n", + "epoch [ 399] L = 38.431860, acc = 0.855000\n", + "epoch [ 400] L = 38.430129, acc = 0.855000\n", + "epoch [ 401] L = 38.428400, acc = 0.855000\n", + "epoch [ 402] L = 38.426673, acc = 0.855000\n", + "epoch [ 403] L = 38.424948, acc = 0.855000\n", + "epoch [ 404] L = 38.423224, acc = 0.855000\n", + "epoch [ 405] L = 38.421502, acc = 0.855000\n", + "epoch [ 406] L = 38.419781, acc = 0.855000\n", + "epoch [ 407] L = 38.418061, acc = 0.855000\n", + "epoch [ 408] L = 38.416343, acc = 0.855000\n", + "epoch [ 409] L = 38.414625, acc = 0.855000\n", + "epoch [ 410] L = 38.412909, acc = 0.855000\n", + "epoch [ 411] L = 38.411193, acc = 0.855000\n", + "epoch [ 412] L = 38.409478, acc = 0.855000\n", + "epoch [ 413] L = 38.407764, acc = 0.855000\n", + "epoch [ 414] L = 38.406050, acc = 0.855000\n", + "epoch [ 415] L = 38.404337, acc = 0.855000\n", + "epoch [ 416] L = 38.402624, acc = 0.855000\n", + "epoch [ 417] L = 38.400911, acc = 0.855000\n", + "epoch [ 418] L = 38.399198, acc = 0.855000\n", + "epoch [ 419] L = 38.397486, acc = 0.855000\n", + "epoch [ 420] L = 38.395773, acc = 0.855000\n", + "epoch [ 421] L = 38.394061, acc = 0.855000\n", + "epoch [ 422] L = 38.392348, acc = 0.855000\n", + "epoch [ 423] L = 38.390634, acc = 0.855000\n", + "epoch [ 424] L = 38.388921, acc = 0.855000\n", + "epoch [ 425] L = 38.387207, acc = 0.855000\n", + "epoch [ 426] L = 38.385492, acc = 0.855000\n", + "epoch [ 427] L = 38.383777, acc = 0.855000\n", + "epoch [ 428] L = 38.382061, acc = 0.860000\n", + "epoch [ 429] L = 38.380344, acc = 0.860000\n", + "epoch [ 430] L = 38.378626, acc = 0.860000\n", + "epoch [ 431] L = 38.376907, acc = 0.860000\n", + "epoch [ 432] L = 38.375188, acc = 0.860000\n", + "epoch [ 433] L = 38.373467, acc = 0.860000\n", + "epoch [ 434] L = 38.371744, acc = 0.860000\n", + "epoch [ 435] L = 38.370021, acc = 0.860000\n", + "epoch [ 436] L = 38.368296, acc = 0.860000\n", + "epoch [ 437] L = 38.366569, acc = 0.860000\n", + "epoch [ 438] L = 38.364841, acc = 0.860000\n", + "epoch [ 439] L = 38.363112, acc = 0.860000\n", + "epoch [ 440] L = 38.361380, acc = 0.860000\n", + "epoch [ 441] L = 38.359647, acc = 0.860000\n", + "epoch [ 442] L = 38.357912, acc = 0.860000\n", + "epoch [ 443] L = 38.356175, acc = 0.860000\n", + "epoch [ 444] L = 38.354436, acc = 0.860000\n", + "epoch [ 445] L = 38.352695, acc = 0.860000\n", + "epoch [ 446] L = 38.350952, acc = 0.860000\n", + "epoch [ 447] L = 38.349206, acc = 0.860000\n", + "epoch [ 448] L = 38.347459, acc = 0.860000\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "epoch [ 449] L = 38.345708, acc = 0.860000\n", + "epoch [ 450] L = 38.343956, acc = 0.860000\n", + "epoch [ 451] L = 38.342200, acc = 0.860000\n", + "epoch [ 452] L = 38.340443, acc = 0.860000\n", + "epoch [ 453] L = 38.338682, acc = 0.860000\n", + "epoch [ 454] L = 38.336919, acc = 0.860000\n", + "epoch [ 455] L = 38.335153, acc = 0.860000\n", + "epoch [ 456] L = 38.333384, acc = 0.860000\n", + "epoch [ 457] L = 38.331612, acc = 0.860000\n", + "epoch [ 458] L = 38.329836, acc = 0.860000\n", + "epoch [ 459] L = 38.328058, acc = 0.860000\n", + "epoch [ 460] L = 38.326277, acc = 0.860000\n", + "epoch [ 461] L = 38.324492, acc = 0.860000\n", + "epoch [ 462] L = 38.322704, acc = 0.860000\n", + "epoch [ 463] L = 38.320913, acc = 0.860000\n", + "epoch [ 464] L = 38.319118, acc = 0.860000\n", + "epoch [ 465] L = 38.317320, acc = 0.860000\n", + "epoch [ 466] L = 38.315518, acc = 0.860000\n", + "epoch [ 467] L = 38.313713, acc = 0.860000\n", + "epoch [ 468] L = 38.311904, acc = 0.860000\n", + "epoch [ 469] L = 38.310091, acc = 0.860000\n", + "epoch [ 470] L = 38.308274, acc = 0.860000\n", + "epoch [ 471] L = 38.306453, acc = 0.860000\n", + "epoch [ 472] L = 38.304628, acc = 0.860000\n", + "epoch [ 473] L = 38.302800, acc = 0.860000\n", + "epoch [ 474] L = 38.300967, acc = 0.860000\n", + "epoch [ 475] L = 38.299130, acc = 0.860000\n", + "epoch [ 476] L = 38.297288, acc = 0.860000\n", + "epoch [ 477] L = 38.295443, acc = 0.860000\n", + "epoch [ 478] L = 38.293593, acc = 0.860000\n", + "epoch [ 479] L = 38.291738, acc = 0.860000\n", + "epoch [ 480] L = 38.289879, acc = 0.860000\n", + "epoch [ 481] L = 38.288016, acc = 0.860000\n", + "epoch [ 482] L = 38.286148, acc = 0.860000\n", + "epoch [ 483] L = 38.284275, acc = 0.860000\n", + "epoch [ 484] L = 38.282397, acc = 0.860000\n", + "epoch [ 485] L = 38.280515, acc = 0.860000\n", + "epoch [ 486] L = 38.278628, acc = 0.860000\n", + "epoch [ 487] L = 38.276736, acc = 0.860000\n", + "epoch [ 488] L = 38.274839, acc = 0.860000\n", + "epoch [ 489] L = 38.272936, acc = 0.860000\n", + "epoch [ 490] L = 38.271029, acc = 0.860000\n", + "epoch [ 491] L = 38.269116, acc = 0.860000\n", + "epoch [ 492] L = 38.267199, acc = 0.860000\n", + "epoch [ 493] L = 38.265276, acc = 0.860000\n", + "epoch [ 494] L = 38.263347, acc = 0.865000\n", + "epoch [ 495] L = 38.261413, acc = 0.865000\n", + "epoch [ 496] L = 38.259474, acc = 0.865000\n", + "epoch [ 497] L = 38.257529, acc = 0.865000\n", + "epoch [ 498] L = 38.255578, acc = 0.865000\n", + "epoch [ 499] L = 38.253622, acc = 0.865000\n", + "epoch [ 500] L = 38.251660, acc = 0.865000\n", + "epoch [ 501] L = 38.249692, acc = 0.865000\n", + "epoch [ 502] L = 38.247719, acc = 0.865000\n", + "epoch [ 503] L = 38.245739, acc = 0.865000\n", + "epoch [ 504] L = 38.243753, acc = 0.865000\n", + "epoch [ 505] L = 38.241762, acc = 0.865000\n", + "epoch [ 506] L = 38.239764, acc = 0.865000\n", + "epoch [ 507] L = 38.237760, acc = 0.865000\n", + "epoch [ 508] L = 38.235750, acc = 0.865000\n", + "epoch [ 509] L = 38.233733, acc = 0.865000\n", + "epoch [ 510] L = 38.231711, acc = 0.865000\n", + "epoch [ 511] L = 38.229681, acc = 0.865000\n", + "epoch [ 512] L = 38.227646, acc = 0.865000\n", + "epoch [ 513] L = 38.225603, acc = 0.865000\n", + "epoch [ 514] L = 38.223554, acc = 0.865000\n", + "epoch [ 515] L = 38.221499, acc = 0.865000\n", + "epoch [ 516] L = 38.219437, acc = 0.865000\n", + "epoch [ 517] L = 38.217368, acc = 0.865000\n", + "epoch [ 518] L = 38.215292, acc = 0.865000\n", + "epoch [ 519] L = 38.213209, acc = 0.865000\n", + "epoch [ 520] L = 38.211119, acc = 0.865000\n", + "epoch [ 521] L = 38.209022, acc = 0.865000\n", + "epoch [ 522] L = 38.206918, acc = 0.865000\n", + "epoch [ 523] L = 38.204807, acc = 0.865000\n", + "epoch [ 524] L = 38.202689, acc = 0.865000\n", + "epoch [ 525] L = 38.200563, acc = 0.865000\n", + "epoch [ 526] L = 38.198431, acc = 0.865000\n", + "epoch [ 527] L = 38.196290, acc = 0.865000\n", + "epoch [ 528] L = 38.194142, acc = 0.865000\n", + "epoch [ 529] L = 38.191987, acc = 0.865000\n", + "epoch [ 530] L = 38.189824, acc = 0.865000\n", + "epoch [ 531] L = 38.187653, acc = 0.865000\n", + "epoch [ 532] L = 38.185475, acc = 0.865000\n", + "epoch [ 533] L = 38.183289, acc = 0.865000\n", + "epoch [ 534] L = 38.181095, acc = 0.865000\n", + "epoch [ 535] L = 38.178893, acc = 0.865000\n", + "epoch [ 536] L = 38.176683, acc = 0.865000\n", + "epoch [ 537] L = 38.174465, acc = 0.865000\n", + "epoch [ 538] L = 38.172239, acc = 0.865000\n", + "epoch [ 539] L = 38.170005, acc = 0.865000\n", + "epoch [ 540] L = 38.167762, acc = 0.865000\n", + "epoch [ 541] L = 38.165512, acc = 0.865000\n", + "epoch [ 542] L = 38.163252, acc = 0.865000\n", + "epoch [ 543] L = 38.160985, acc = 0.865000\n", + "epoch [ 544] L = 38.158709, acc = 0.865000\n", + "epoch [ 545] L = 38.156424, acc = 0.865000\n", + "epoch [ 546] L = 38.154131, acc = 0.865000\n", + "epoch [ 547] L = 38.151829, acc = 0.865000\n", + "epoch [ 548] L = 38.149518, acc = 0.865000\n", + "epoch [ 549] L = 38.147198, acc = 0.865000\n", + "epoch [ 550] L = 38.144870, acc = 0.865000\n", + "epoch [ 551] L = 38.142532, acc = 0.865000\n", + "epoch [ 552] L = 38.140186, acc = 0.865000\n", + "epoch [ 553] L = 38.137830, acc = 0.865000\n", + "epoch [ 554] L = 38.135465, acc = 0.865000\n", + "epoch [ 555] L = 38.133091, acc = 0.865000\n", + "epoch [ 556] L = 38.130708, acc = 0.865000\n", + "epoch [ 557] L = 38.128315, acc = 0.865000\n", + "epoch [ 558] L = 38.125913, acc = 0.865000\n", + "epoch [ 559] L = 38.123502, acc = 0.865000\n", + "epoch [ 560] L = 38.121080, acc = 0.865000\n", + "epoch [ 561] L = 38.118649, acc = 0.865000\n", + "epoch [ 562] L = 38.116209, acc = 0.865000\n", + "epoch [ 563] L = 38.113758, acc = 0.865000\n", + "epoch [ 564] L = 38.111298, acc = 0.865000\n", + "epoch [ 565] L = 38.108828, acc = 0.865000\n", + "epoch [ 566] L = 38.106348, acc = 0.865000\n", + "epoch [ 567] L = 38.103857, acc = 0.865000\n", + "epoch [ 568] L = 38.101357, acc = 0.865000\n", + "epoch [ 569] L = 38.098846, acc = 0.865000\n", + "epoch [ 570] L = 38.096325, acc = 0.865000\n", + "epoch [ 571] L = 38.093794, acc = 0.865000\n", + "epoch [ 572] L = 38.091252, acc = 0.865000\n", + "epoch [ 573] L = 38.088699, acc = 0.865000\n", + "epoch [ 574] L = 38.086136, acc = 0.865000\n", + "epoch [ 575] L = 38.083563, acc = 0.865000\n", + "epoch [ 576] L = 38.080978, acc = 0.865000\n", + "epoch [ 577] L = 38.078383, acc = 0.865000\n", + "epoch [ 578] L = 38.075777, acc = 0.865000\n", + "epoch [ 579] L = 38.073160, acc = 0.865000\n", + "epoch [ 580] L = 38.070532, acc = 0.865000\n", + "epoch [ 581] L = 38.067893, acc = 0.865000\n", + "epoch [ 582] L = 38.065242, acc = 0.865000\n", + "epoch [ 583] L = 38.062581, acc = 0.865000\n", + "epoch [ 584] L = 38.059907, acc = 0.865000\n", + "epoch [ 585] L = 38.057223, acc = 0.865000\n", + "epoch [ 586] L = 38.054527, acc = 0.865000\n", + "epoch [ 587] L = 38.051819, acc = 0.865000\n", + "epoch [ 588] L = 38.049100, acc = 0.865000\n", + "epoch [ 589] L = 38.046369, acc = 0.865000\n", + "epoch [ 590] L = 38.043626, acc = 0.865000\n", + "epoch [ 591] L = 38.040871, acc = 0.865000\n", + "epoch [ 592] L = 38.038104, acc = 0.865000\n", + "epoch [ 593] L = 38.035326, acc = 0.865000\n", + "epoch [ 594] L = 38.032534, acc = 0.865000\n", + "epoch [ 595] L = 38.029731, acc = 0.865000\n", + "epoch [ 596] L = 38.026916, acc = 0.865000\n", + "epoch [ 597] L = 38.024088, acc = 0.865000\n", + "epoch [ 598] L = 38.021247, acc = 0.865000\n", + "epoch [ 599] L = 38.018394, acc = 0.865000\n", + "epoch [ 600] L = 38.015528, acc = 0.865000\n", + "epoch [ 601] L = 38.012650, acc = 0.865000\n", + "epoch [ 602] L = 38.009758, acc = 0.865000\n", + "epoch [ 603] L = 38.006854, acc = 0.865000\n", + "epoch [ 604] L = 38.003937, acc = 0.865000\n", + "epoch [ 605] L = 38.001006, acc = 0.865000\n", + "epoch [ 606] L = 37.998063, acc = 0.865000\n", + "epoch [ 607] L = 37.995106, acc = 0.865000\n", + "epoch [ 608] L = 37.992136, acc = 0.865000\n", + "epoch [ 609] L = 37.989152, acc = 0.865000\n", + "epoch [ 610] L = 37.986155, acc = 0.865000\n", + "epoch [ 611] L = 37.983144, acc = 0.865000\n", + "epoch [ 612] L = 37.980120, acc = 0.865000\n", + "epoch [ 613] L = 37.977081, acc = 0.865000\n", + "epoch [ 614] L = 37.974029, acc = 0.865000\n", + "epoch [ 615] L = 37.970963, acc = 0.865000\n", + "epoch [ 616] L = 37.967882, acc = 0.865000\n", + "epoch [ 617] L = 37.964788, acc = 0.865000\n", + "epoch [ 618] L = 37.961679, acc = 0.865000\n", + "epoch [ 619] L = 37.958556, acc = 0.865000\n", + "epoch [ 620] L = 37.955418, acc = 0.865000\n", + "epoch [ 621] L = 37.952266, acc = 0.865000\n", + "epoch [ 622] L = 37.949099, acc = 0.865000\n", + "epoch [ 623] L = 37.945918, acc = 0.865000\n", + "epoch [ 624] L = 37.942721, acc = 0.865000\n", + "epoch [ 625] L = 37.939510, acc = 0.865000\n", + "epoch [ 626] L = 37.936284, acc = 0.865000\n", + "epoch [ 627] L = 37.933042, acc = 0.865000\n", + "epoch [ 628] L = 37.929785, acc = 0.865000\n", + "epoch [ 629] L = 37.926513, acc = 0.865000\n", + "epoch [ 630] L = 37.923226, acc = 0.865000\n", + "epoch [ 631] L = 37.919923, acc = 0.865000\n", + "epoch [ 632] L = 37.916604, acc = 0.865000\n", + "epoch [ 633] L = 37.913269, acc = 0.865000\n", + "epoch [ 634] L = 37.909919, acc = 0.865000\n", + "epoch [ 635] L = 37.906553, acc = 0.865000\n", + "epoch [ 636] L = 37.903171, acc = 0.865000\n", + "epoch [ 637] L = 37.899772, acc = 0.865000\n", + "epoch [ 638] L = 37.896358, acc = 0.865000\n", + "epoch [ 639] L = 37.892926, acc = 0.865000\n", + "epoch [ 640] L = 37.889479, acc = 0.865000\n", + "epoch [ 641] L = 37.886015, acc = 0.865000\n", + "epoch [ 642] L = 37.882534, acc = 0.865000\n", + "epoch [ 643] L = 37.879037, acc = 0.865000\n", + "epoch [ 644] L = 37.875522, acc = 0.865000\n", + "epoch [ 645] L = 37.871991, acc = 0.865000\n", + "epoch [ 646] L = 37.868442, acc = 0.865000\n", + "epoch [ 647] L = 37.864876, acc = 0.865000\n", + "epoch [ 648] L = 37.861293, acc = 0.865000\n", + "epoch [ 649] L = 37.857693, acc = 0.865000\n", + "epoch [ 650] L = 37.854075, acc = 0.865000\n", + "epoch [ 651] L = 37.850439, acc = 0.865000\n", + "epoch [ 652] L = 37.846785, acc = 0.865000\n", + "epoch [ 653] L = 37.843114, acc = 0.865000\n", + "epoch [ 654] L = 37.839425, acc = 0.865000\n", + "epoch [ 655] L = 37.835717, acc = 0.865000\n", + "epoch [ 656] L = 37.831991, acc = 0.865000\n", + "epoch [ 657] L = 37.828247, acc = 0.865000\n", + "epoch [ 658] L = 37.824485, acc = 0.865000\n", + "epoch [ 659] L = 37.820704, acc = 0.865000\n", + "epoch [ 660] L = 37.816904, acc = 0.865000\n", + "epoch [ 661] L = 37.813085, acc = 0.865000\n", + "epoch [ 662] L = 37.809248, acc = 0.865000\n", + "epoch [ 663] L = 37.805391, acc = 0.865000\n", + "epoch [ 664] L = 37.801516, acc = 0.865000\n", + "epoch [ 665] L = 37.797621, acc = 0.865000\n", + "epoch [ 666] L = 37.793706, acc = 0.865000\n", + "epoch [ 667] L = 37.789772, acc = 0.865000\n", + "epoch [ 668] L = 37.785819, acc = 0.865000\n", + "epoch [ 669] L = 37.781846, acc = 0.865000\n", + "epoch [ 670] L = 37.777852, acc = 0.865000\n", + "epoch [ 671] L = 37.773839, acc = 0.865000\n", + "epoch [ 672] L = 37.769806, acc = 0.865000\n", + "epoch [ 673] L = 37.765752, acc = 0.865000\n", + "epoch [ 674] L = 37.761678, acc = 0.865000\n", + "epoch [ 675] L = 37.757584, acc = 0.865000\n", + "epoch [ 676] L = 37.753469, acc = 0.865000\n", + "epoch [ 677] L = 37.749333, acc = 0.865000\n", + "epoch [ 678] L = 37.745176, acc = 0.865000\n", + "epoch [ 679] L = 37.740999, acc = 0.865000\n", + "epoch [ 680] L = 37.736800, acc = 0.865000\n", + "epoch [ 681] L = 37.732580, acc = 0.865000\n", + "epoch [ 682] L = 37.728338, acc = 0.865000\n", + "epoch [ 683] L = 37.724075, acc = 0.865000\n", + "epoch [ 684] L = 37.719791, acc = 0.865000\n", + "epoch [ 685] L = 37.715484, acc = 0.865000\n", + "epoch [ 686] L = 37.711156, acc = 0.865000\n", + "epoch [ 687] L = 37.706806, acc = 0.865000\n", + "epoch [ 688] L = 37.702433, acc = 0.865000\n", + "epoch [ 689] L = 37.698038, acc = 0.865000\n", + "epoch [ 690] L = 37.693621, acc = 0.865000\n", + "epoch [ 691] L = 37.689181, acc = 0.865000\n", + "epoch [ 692] L = 37.684719, acc = 0.865000\n", + "epoch [ 693] L = 37.680233, acc = 0.865000\n", + "epoch [ 694] L = 37.675725, acc = 0.865000\n", + "epoch [ 695] L = 37.671193, acc = 0.865000\n", + "epoch [ 696] L = 37.666639, acc = 0.865000\n", + "epoch [ 697] L = 37.662061, acc = 0.865000\n", + "epoch [ 698] L = 37.657459, acc = 0.865000\n", + "epoch [ 699] L = 37.652834, acc = 0.865000\n", + "epoch [ 700] L = 37.648185, acc = 0.865000\n", + "epoch [ 701] L = 37.643512, acc = 0.865000\n", + "epoch [ 702] L = 37.638815, acc = 0.865000\n", + "epoch [ 703] L = 37.634093, acc = 0.865000\n", + "epoch [ 704] L = 37.629348, acc = 0.865000\n", + "epoch [ 705] L = 37.624578, acc = 0.865000\n", + "epoch [ 706] L = 37.619783, acc = 0.865000\n", + "epoch [ 707] L = 37.614964, acc = 0.865000\n", + "epoch [ 708] L = 37.610119, acc = 0.860000\n", + "epoch [ 709] L = 37.605250, acc = 0.860000\n", + "epoch [ 710] L = 37.600355, acc = 0.860000\n", + "epoch [ 711] L = 37.595435, acc = 0.860000\n", + "epoch [ 712] L = 37.590490, acc = 0.860000\n", + "epoch [ 713] L = 37.585519, acc = 0.860000\n", + "epoch [ 714] L = 37.580522, acc = 0.860000\n", + "epoch [ 715] L = 37.575499, acc = 0.860000\n", + "epoch [ 716] L = 37.570450, acc = 0.860000\n", + "epoch [ 717] L = 37.565375, acc = 0.860000\n", + "epoch [ 718] L = 37.560274, acc = 0.860000\n", + "epoch [ 719] L = 37.555146, acc = 0.860000\n", + "epoch [ 720] L = 37.549992, acc = 0.860000\n", + "epoch [ 721] L = 37.544811, acc = 0.860000\n", + "epoch [ 722] L = 37.539602, acc = 0.860000\n", + "epoch [ 723] L = 37.534367, acc = 0.860000\n", + "epoch [ 724] L = 37.529105, acc = 0.860000\n", + "epoch [ 725] L = 37.523815, acc = 0.860000\n", + "epoch [ 726] L = 37.518497, acc = 0.860000\n", + "epoch [ 727] L = 37.513152, acc = 0.860000\n", + "epoch [ 728] L = 37.507780, acc = 0.860000\n", + "epoch [ 729] L = 37.502379, acc = 0.860000\n", + "epoch [ 730] L = 37.496950, acc = 0.860000\n", + "epoch [ 731] L = 37.491493, acc = 0.860000\n", + "epoch [ 732] L = 37.486007, acc = 0.860000\n", + "epoch [ 733] L = 37.480493, acc = 0.860000\n", + "epoch [ 734] L = 37.474950, acc = 0.860000\n", + "epoch [ 735] L = 37.469378, acc = 0.860000\n", + "epoch [ 736] L = 37.463778, acc = 0.860000\n", + "epoch [ 737] L = 37.458148, acc = 0.860000\n", + "epoch [ 738] L = 37.452488, acc = 0.860000\n", + "epoch [ 739] L = 37.446800, acc = 0.860000\n", + "epoch [ 740] L = 37.441081, acc = 0.860000\n", + "epoch [ 741] L = 37.435333, acc = 0.860000\n", + "epoch [ 742] L = 37.429555, acc = 0.860000\n", + "epoch [ 743] L = 37.423747, acc = 0.860000\n", + "epoch [ 744] L = 37.417909, acc = 0.860000\n", + "epoch [ 745] L = 37.412040, acc = 0.860000\n", + "epoch [ 746] L = 37.406141, acc = 0.860000\n", + "epoch [ 747] L = 37.400211, acc = 0.860000\n", + "epoch [ 748] L = 37.394250, acc = 0.860000\n", + "epoch [ 749] L = 37.388258, acc = 0.860000\n", + "epoch [ 750] L = 37.382235, acc = 0.860000\n", + "epoch [ 751] L = 37.376181, acc = 0.860000\n", + "epoch [ 752] L = 37.370095, acc = 0.860000\n", + "epoch [ 753] L = 37.363978, acc = 0.860000\n", + "epoch [ 754] L = 37.357829, acc = 0.860000\n", + "epoch [ 755] L = 37.351648, acc = 0.860000\n", + "epoch [ 756] L = 37.345435, acc = 0.860000\n", + "epoch [ 757] L = 37.339189, acc = 0.860000\n", + "epoch [ 758] L = 37.332912, acc = 0.860000\n", + "epoch [ 759] L = 37.326601, acc = 0.860000\n", + "epoch [ 760] L = 37.320259, acc = 0.860000\n", + "epoch [ 761] L = 37.313883, acc = 0.860000\n", + "epoch [ 762] L = 37.307474, acc = 0.860000\n", + "epoch [ 763] L = 37.301032, acc = 0.860000\n", + "epoch [ 764] L = 37.294557, acc = 0.860000\n", + "epoch [ 765] L = 37.288048, acc = 0.860000\n", + "epoch [ 766] L = 37.281506, acc = 0.860000\n", + "epoch [ 767] L = 37.274930, acc = 0.860000\n", + "epoch [ 768] L = 37.268320, acc = 0.860000\n", + "epoch [ 769] L = 37.261676, acc = 0.860000\n", + "epoch [ 770] L = 37.254998, acc = 0.860000\n", + "epoch [ 771] L = 37.248285, acc = 0.860000\n", + "epoch [ 772] L = 37.241538, acc = 0.860000\n", + "epoch [ 773] L = 37.234756, acc = 0.860000\n", + "epoch [ 774] L = 37.227940, acc = 0.860000\n", + "epoch [ 775] L = 37.221088, acc = 0.860000\n", + "epoch [ 776] L = 37.214201, acc = 0.860000\n", + "epoch [ 777] L = 37.207279, acc = 0.860000\n", + "epoch [ 778] L = 37.200322, acc = 0.860000\n", + "epoch [ 779] L = 37.193329, acc = 0.860000\n", + "epoch [ 780] L = 37.186300, acc = 0.860000\n", + "epoch [ 781] L = 37.179235, acc = 0.860000\n", + "epoch [ 782] L = 37.172134, acc = 0.860000\n", + "epoch [ 783] L = 37.164997, acc = 0.860000\n", + "epoch [ 784] L = 37.157824, acc = 0.860000\n", + "epoch [ 785] L = 37.150614, acc = 0.860000\n", + "epoch [ 786] L = 37.143368, acc = 0.860000\n", + "epoch [ 787] L = 37.136085, acc = 0.860000\n", + "epoch [ 788] L = 37.128764, acc = 0.860000\n", + "epoch [ 789] L = 37.121407, acc = 0.860000\n", + "epoch [ 790] L = 37.114013, acc = 0.860000\n", + "epoch [ 791] L = 37.106581, acc = 0.860000\n", + "epoch [ 792] L = 37.099111, acc = 0.860000\n", + "epoch [ 793] L = 37.091604, acc = 0.860000\n", + "epoch [ 794] L = 37.084059, acc = 0.860000\n", + "epoch [ 795] L = 37.076476, acc = 0.860000\n", + "epoch [ 796] L = 37.068855, acc = 0.860000\n", + "epoch [ 797] L = 37.061196, acc = 0.860000\n", + "epoch [ 798] L = 37.053498, acc = 0.860000\n", + "epoch [ 799] L = 37.045762, acc = 0.860000\n", + "epoch [ 800] L = 37.037987, acc = 0.860000\n", + "epoch [ 801] L = 37.030173, acc = 0.860000\n", + "epoch [ 802] L = 37.022320, acc = 0.860000\n", + "epoch [ 803] L = 37.014429, acc = 0.860000\n", + "epoch [ 804] L = 37.006497, acc = 0.860000\n", + "epoch [ 805] L = 36.998527, acc = 0.860000\n", + "epoch [ 806] L = 36.990517, acc = 0.860000\n", + "epoch [ 807] L = 36.982467, acc = 0.860000\n", + "epoch [ 808] L = 36.974378, acc = 0.860000\n", + "epoch [ 809] L = 36.966248, acc = 0.860000\n", + "epoch [ 810] L = 36.958078, acc = 0.860000\n", + "epoch [ 811] L = 36.949869, acc = 0.860000\n", + "epoch [ 812] L = 36.941618, acc = 0.860000\n", + "epoch [ 813] L = 36.933328, acc = 0.860000\n", + "epoch [ 814] L = 36.924996, acc = 0.860000\n", + "epoch [ 815] L = 36.916624, acc = 0.860000\n", + "epoch [ 816] L = 36.908211, acc = 0.860000\n", + "epoch [ 817] L = 36.899757, acc = 0.860000\n", + "epoch [ 818] L = 36.891262, acc = 0.860000\n", + "epoch [ 819] L = 36.882726, acc = 0.860000\n", + "epoch [ 820] L = 36.874148, acc = 0.860000\n", + "epoch [ 821] L = 36.865528, acc = 0.860000\n", + "epoch [ 822] L = 36.856867, acc = 0.860000\n", + "epoch [ 823] L = 36.848164, acc = 0.860000\n", + "epoch [ 824] L = 36.839420, acc = 0.860000\n", + "epoch [ 825] L = 36.830633, acc = 0.860000\n", + "epoch [ 826] L = 36.821804, acc = 0.860000\n", + "epoch [ 827] L = 36.812932, acc = 0.865000\n", + "epoch [ 828] L = 36.804019, acc = 0.865000\n", + "epoch [ 829] L = 36.795062, acc = 0.865000\n", + "epoch [ 830] L = 36.786064, acc = 0.865000\n", + "epoch [ 831] L = 36.777022, acc = 0.865000\n", + "epoch [ 832] L = 36.767937, acc = 0.865000\n", + "epoch [ 833] L = 36.758810, acc = 0.865000\n", + "epoch [ 834] L = 36.749639, acc = 0.865000\n", + "epoch [ 835] L = 36.740425, acc = 0.865000\n", + "epoch [ 836] L = 36.731168, acc = 0.865000\n", + "epoch [ 837] L = 36.721867, acc = 0.865000\n", + "epoch [ 838] L = 36.712522, acc = 0.865000\n", + "epoch [ 839] L = 36.703134, acc = 0.865000\n", + "epoch [ 840] L = 36.693702, acc = 0.865000\n", + "epoch [ 841] L = 36.684227, acc = 0.865000\n", + "epoch [ 842] L = 36.674707, acc = 0.865000\n", + "epoch [ 843] L = 36.665143, acc = 0.865000\n", + "epoch [ 844] L = 36.655535, acc = 0.865000\n", + "epoch [ 845] L = 36.645883, acc = 0.865000\n", + "epoch [ 846] L = 36.636186, acc = 0.865000\n", + "epoch [ 847] L = 36.626444, acc = 0.865000\n", + "epoch [ 848] L = 36.616658, acc = 0.865000\n", + "epoch [ 849] L = 36.606828, acc = 0.865000\n", + "epoch [ 850] L = 36.596952, acc = 0.865000\n", + "epoch [ 851] L = 36.587032, acc = 0.865000\n", + "epoch [ 852] L = 36.577066, acc = 0.865000\n", + "epoch [ 853] L = 36.567056, acc = 0.865000\n", + "epoch [ 854] L = 36.557000, acc = 0.865000\n", + "epoch [ 855] L = 36.546899, acc = 0.865000\n", + "epoch [ 856] L = 36.536753, acc = 0.865000\n", + "epoch [ 857] L = 36.526561, acc = 0.865000\n", + "epoch [ 858] L = 36.516323, acc = 0.865000\n", + "epoch [ 859] L = 36.506040, acc = 0.865000\n", + "epoch [ 860] L = 36.495712, acc = 0.865000\n", + "epoch [ 861] L = 36.485337, acc = 0.865000\n", + "epoch [ 862] L = 36.474917, acc = 0.865000\n", + "epoch [ 863] L = 36.464450, acc = 0.865000\n", + "epoch [ 864] L = 36.453938, acc = 0.865000\n", + "epoch [ 865] L = 36.443379, acc = 0.865000\n", + "epoch [ 866] L = 36.432775, acc = 0.865000\n", + "epoch [ 867] L = 36.422124, acc = 0.865000\n", + "epoch [ 868] L = 36.411427, acc = 0.865000\n", + "epoch [ 869] L = 36.400683, acc = 0.865000\n", + "epoch [ 870] L = 36.389893, acc = 0.865000\n", + "epoch [ 871] L = 36.379056, acc = 0.865000\n", + "epoch [ 872] L = 36.368173, acc = 0.870000\n", + "epoch [ 873] L = 36.357243, acc = 0.870000\n", + "epoch [ 874] L = 36.346267, acc = 0.870000\n", + "epoch [ 875] L = 36.335244, acc = 0.870000\n", + "epoch [ 876] L = 36.324173, acc = 0.870000\n", + "epoch [ 877] L = 36.313056, acc = 0.870000\n", + "epoch [ 878] L = 36.301892, acc = 0.870000\n", + "epoch [ 879] L = 36.290681, acc = 0.870000\n", + "epoch [ 880] L = 36.279423, acc = 0.870000\n", + "epoch [ 881] L = 36.268118, acc = 0.870000\n", + "epoch [ 882] L = 36.256766, acc = 0.870000\n", + "epoch [ 883] L = 36.245366, acc = 0.870000\n", + "epoch [ 884] L = 36.233920, acc = 0.870000\n", + "epoch [ 885] L = 36.222426, acc = 0.870000\n", + "epoch [ 886] L = 36.210884, acc = 0.870000\n", + "epoch [ 887] L = 36.199296, acc = 0.870000\n", + "epoch [ 888] L = 36.187660, acc = 0.870000\n", + "epoch [ 889] L = 36.175976, acc = 0.870000\n", + "epoch [ 890] L = 36.164245, acc = 0.870000\n", + "epoch [ 891] L = 36.152467, acc = 0.870000\n", + "epoch [ 892] L = 36.140640, acc = 0.870000\n", + "epoch [ 893] L = 36.128767, acc = 0.870000\n", + "epoch [ 894] L = 36.116846, acc = 0.870000\n", + "epoch [ 895] L = 36.104877, acc = 0.870000\n", + "epoch [ 896] L = 36.092860, acc = 0.870000\n", + "epoch [ 897] L = 36.080796, acc = 0.870000\n", + "epoch [ 898] L = 36.068684, acc = 0.870000\n", + "epoch [ 899] L = 36.056524, acc = 0.875000\n", + "epoch [ 900] L = 36.044317, acc = 0.875000\n", + "epoch [ 901] L = 36.032062, acc = 0.875000\n", + "epoch [ 902] L = 36.019759, acc = 0.875000\n", + "epoch [ 903] L = 36.007408, acc = 0.875000\n", + "epoch [ 904] L = 35.995010, acc = 0.875000\n", + "epoch [ 905] L = 35.982564, acc = 0.875000\n", + "epoch [ 906] L = 35.970070, acc = 0.875000\n", + "epoch [ 907] L = 35.957528, acc = 0.875000\n", + "epoch [ 908] L = 35.944938, acc = 0.875000\n", + "epoch [ 909] L = 35.932301, acc = 0.875000\n", + "epoch [ 910] L = 35.919616, acc = 0.875000\n", + "epoch [ 911] L = 35.906883, acc = 0.875000\n", + "epoch [ 912] L = 35.894102, acc = 0.875000\n", + "epoch [ 913] L = 35.881274, acc = 0.875000\n", + "epoch [ 914] L = 35.868397, acc = 0.875000\n", + "epoch [ 915] L = 35.855473, acc = 0.875000\n", + "epoch [ 916] L = 35.842501, acc = 0.875000\n", + "epoch [ 917] L = 35.829481, acc = 0.875000\n", + "epoch [ 918] L = 35.816414, acc = 0.875000\n", + "epoch [ 919] L = 35.803299, acc = 0.875000\n", + "epoch [ 920] L = 35.790136, acc = 0.875000\n", + "epoch [ 921] L = 35.776926, acc = 0.875000\n", + "epoch [ 922] L = 35.763668, acc = 0.875000\n", + "epoch [ 923] L = 35.750362, acc = 0.875000\n", + "epoch [ 924] L = 35.737009, acc = 0.875000\n", + "epoch [ 925] L = 35.723608, acc = 0.875000\n", + "epoch [ 926] L = 35.710159, acc = 0.875000\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "epoch [ 519] L = 38.673090, acc = 0.850000\n", - "epoch [ 520] L = 38.672656, acc = 0.850000\n", - "epoch [ 521] L = 38.672224, acc = 0.850000\n", - "epoch [ 522] L = 38.671794, acc = 0.850000\n", - "epoch [ 523] L = 38.671365, acc = 0.850000\n", - "epoch [ 524] L = 38.670939, acc = 0.850000\n", - "epoch [ 525] L = 38.670514, acc = 0.850000\n", - "epoch [ 526] L = 38.670090, acc = 0.850000\n", - "epoch [ 527] L = 38.669669, acc = 0.850000\n", - "epoch [ 528] L = 38.669249, acc = 0.850000\n", - "epoch [ 529] L = 38.668830, acc = 0.850000\n", - "epoch [ 530] L = 38.668414, acc = 0.850000\n", - "epoch [ 531] L = 38.667999, acc = 0.850000\n", - "epoch [ 532] L = 38.667585, acc = 0.850000\n", - "epoch [ 533] L = 38.667173, acc = 0.850000\n", - "epoch [ 534] L = 38.666763, acc = 0.850000\n", - "epoch [ 535] L = 38.666354, acc = 0.850000\n", - "epoch [ 536] L = 38.665947, acc = 0.850000\n", - "epoch [ 537] L = 38.665542, acc = 0.850000\n", - "epoch [ 538] L = 38.665138, acc = 0.850000\n", - "epoch [ 539] L = 38.664735, acc = 0.850000\n", - "epoch [ 540] L = 38.664334, acc = 0.850000\n", - "epoch [ 541] L = 38.663935, acc = 0.850000\n", - "epoch [ 542] L = 38.663537, acc = 0.850000\n", - "epoch [ 543] L = 38.663140, acc = 0.850000\n", - "epoch [ 544] L = 38.662745, acc = 0.850000\n", - "epoch [ 545] L = 38.662351, acc = 0.850000\n", - "epoch [ 546] L = 38.661959, acc = 0.850000\n", - "epoch [ 547] L = 38.661568, acc = 0.850000\n", - "epoch [ 548] L = 38.661179, acc = 0.850000\n", - "epoch [ 549] L = 38.660791, acc = 0.850000\n", - "epoch [ 550] L = 38.660404, acc = 0.850000\n", - "epoch [ 551] L = 38.660019, acc = 0.850000\n", - "epoch [ 552] L = 38.659635, acc = 0.850000\n", - "epoch [ 553] L = 38.659253, acc = 0.850000\n", - "epoch [ 554] L = 38.658872, acc = 0.850000\n", - "epoch [ 555] L = 38.658492, acc = 0.850000\n", - "epoch [ 556] L = 38.658113, acc = 0.850000\n", - "epoch [ 557] L = 38.657736, acc = 0.850000\n", - "epoch [ 558] L = 38.657360, acc = 0.850000\n", - "epoch [ 559] L = 38.656986, acc = 0.850000\n", - "epoch [ 560] L = 38.656612, acc = 0.850000\n", - "epoch [ 561] L = 38.656240, acc = 0.850000\n", - "epoch [ 562] L = 38.655869, acc = 0.850000\n", - "epoch [ 563] L = 38.655500, acc = 0.850000\n", - "epoch [ 564] L = 38.655131, acc = 0.850000\n", - "epoch [ 565] L = 38.654764, acc = 0.850000\n", - "epoch [ 566] L = 38.654398, acc = 0.850000\n", - "epoch [ 567] L = 38.654034, acc = 0.850000\n", - "epoch [ 568] L = 38.653670, acc = 0.850000\n", - "epoch [ 569] L = 38.653308, acc = 0.850000\n", - "epoch [ 570] L = 38.652947, acc = 0.850000\n", - "epoch [ 571] L = 38.652587, acc = 0.850000\n", - "epoch [ 572] L = 38.652228, acc = 0.850000\n", - "epoch [ 573] L = 38.651870, acc = 0.850000\n", - "epoch [ 574] L = 38.651514, acc = 0.850000\n", - "epoch [ 575] L = 38.651159, acc = 0.850000\n", - "epoch [ 576] L = 38.650804, acc = 0.850000\n", - "epoch [ 577] L = 38.650451, acc = 0.850000\n", - "epoch [ 578] L = 38.650099, acc = 0.850000\n", - "epoch [ 579] L = 38.649748, acc = 0.850000\n", - "epoch [ 580] L = 38.649399, acc = 0.850000\n", - "epoch [ 581] L = 38.649050, acc = 0.850000\n", - "epoch [ 582] L = 38.648702, acc = 0.850000\n", - "epoch [ 583] L = 38.648356, acc = 0.850000\n", - "epoch [ 584] L = 38.648010, acc = 0.850000\n", - "epoch [ 585] L = 38.647666, acc = 0.850000\n", - "epoch [ 586] L = 38.647322, acc = 0.850000\n", - "epoch [ 587] L = 38.646980, acc = 0.850000\n", - "epoch [ 588] L = 38.646639, acc = 0.850000\n", - "epoch [ 589] L = 38.646299, acc = 0.850000\n", - "epoch [ 590] L = 38.645959, acc = 0.850000\n", - "epoch [ 591] L = 38.645621, acc = 0.850000\n", - "epoch [ 592] L = 38.645284, acc = 0.850000\n", - "epoch [ 593] L = 38.644948, acc = 0.850000\n", - "epoch [ 594] L = 38.644612, acc = 0.850000\n", - "epoch [ 595] L = 38.644278, acc = 0.850000\n", - "epoch [ 596] L = 38.643945, acc = 0.850000\n", - "epoch [ 597] L = 38.643612, acc = 0.850000\n", - "epoch [ 598] L = 38.643281, acc = 0.850000\n", - "epoch [ 599] L = 38.642951, acc = 0.850000\n", - "epoch [ 600] L = 38.642621, acc = 0.850000\n", - "epoch [ 601] L = 38.642293, acc = 0.850000\n", - "epoch [ 602] L = 38.641965, acc = 0.850000\n", - "epoch [ 603] L = 38.641638, acc = 0.850000\n", - "epoch [ 604] L = 38.641313, acc = 0.850000\n", - "epoch [ 605] L = 38.640988, acc = 0.850000\n", - "epoch [ 606] L = 38.640664, acc = 0.850000\n", - "epoch [ 607] L = 38.640341, acc = 0.850000\n", - "epoch [ 608] L = 38.640019, acc = 0.850000\n", - "epoch [ 609] L = 38.639698, acc = 0.850000\n", - "epoch [ 610] L = 38.639377, acc = 0.850000\n", - "epoch [ 611] L = 38.639058, acc = 0.850000\n", - "epoch [ 612] L = 38.638739, acc = 0.850000\n", - "epoch [ 613] L = 38.638422, acc = 0.850000\n", - "epoch [ 614] L = 38.638105, acc = 0.850000\n", - "epoch [ 615] L = 38.637789, acc = 0.850000\n", - "epoch [ 616] L = 38.637474, acc = 0.850000\n", - "epoch [ 617] L = 38.637160, acc = 0.850000\n", - "epoch [ 618] L = 38.636846, acc = 0.850000\n", - "epoch [ 619] L = 38.636534, acc = 0.850000\n", - "epoch [ 620] L = 38.636222, acc = 0.850000\n", - "epoch [ 621] L = 38.635911, acc = 0.850000\n", - "epoch [ 622] L = 38.635601, acc = 0.850000\n", - "epoch [ 623] L = 38.635292, acc = 0.850000\n", - "epoch [ 624] L = 38.634983, acc = 0.850000\n", - "epoch [ 625] L = 38.634676, acc = 0.850000\n", - "epoch [ 626] L = 38.634369, acc = 0.850000\n", - "epoch [ 627] L = 38.634063, acc = 0.850000\n", - "epoch [ 628] L = 38.633757, acc = 0.850000\n", - "epoch [ 629] L = 38.633453, acc = 0.850000\n", - "epoch [ 630] L = 38.633149, acc = 0.850000\n", - "epoch [ 631] L = 38.632846, acc = 0.850000\n", - "epoch [ 632] L = 38.632544, acc = 0.850000\n", - "epoch [ 633] L = 38.632243, acc = 0.850000\n", - "epoch [ 634] L = 38.631942, acc = 0.850000\n", - "epoch [ 635] L = 38.631642, acc = 0.850000\n", - "epoch [ 636] L = 38.631343, acc = 0.850000\n", - "epoch [ 637] L = 38.631045, acc = 0.850000\n", - "epoch [ 638] L = 38.630747, acc = 0.850000\n", - "epoch [ 639] L = 38.630451, acc = 0.850000\n", - "epoch [ 640] L = 38.630154, acc = 0.850000\n", - "epoch [ 641] L = 38.629859, acc = 0.850000\n", - "epoch [ 642] L = 38.629564, acc = 0.850000\n", - "epoch [ 643] L = 38.629271, acc = 0.850000\n", - "epoch [ 644] L = 38.628977, acc = 0.850000\n", - "epoch [ 645] L = 38.628685, acc = 0.850000\n", - "epoch [ 646] L = 38.628393, acc = 0.850000\n", - "epoch [ 647] L = 38.628102, acc = 0.850000\n", - "epoch [ 648] L = 38.627812, acc = 0.850000\n", - "epoch [ 649] L = 38.627522, acc = 0.850000\n", - "epoch [ 650] L = 38.627233, acc = 0.850000\n", - "epoch [ 651] L = 38.626945, acc = 0.850000\n", - "epoch [ 652] L = 38.626657, acc = 0.850000\n", - "epoch [ 653] L = 38.626371, acc = 0.850000\n", - "epoch [ 654] L = 38.626084, acc = 0.850000\n", - "epoch [ 655] L = 38.625799, acc = 0.850000\n", - "epoch [ 656] L = 38.625514, acc = 0.850000\n", - "epoch [ 657] L = 38.625230, acc = 0.850000\n", - "epoch [ 658] L = 38.624946, acc = 0.850000\n", - "epoch [ 659] L = 38.624664, acc = 0.850000\n", - "epoch [ 660] L = 38.624381, acc = 0.850000\n", - "epoch [ 661] L = 38.624100, acc = 0.850000\n", - "epoch [ 662] L = 38.623819, acc = 0.850000\n", - "epoch [ 663] L = 38.623539, acc = 0.850000\n", - "epoch [ 664] L = 38.623259, acc = 0.850000\n", - "epoch [ 665] L = 38.622980, acc = 0.850000\n", - "epoch [ 666] L = 38.622702, acc = 0.850000\n", - "epoch [ 667] L = 38.622424, acc = 0.850000\n", - "epoch [ 668] L = 38.622147, acc = 0.850000\n", - "epoch [ 669] L = 38.621871, acc = 0.850000\n", - "epoch [ 670] L = 38.621595, acc = 0.850000\n", - "epoch [ 671] L = 38.621320, acc = 0.850000\n", - "epoch [ 672] L = 38.621046, acc = 0.850000\n", - "epoch [ 673] L = 38.620772, acc = 0.850000\n", - "epoch [ 674] L = 38.620499, acc = 0.850000\n", - "epoch [ 675] L = 38.620226, acc = 0.850000\n", - "epoch [ 676] L = 38.619954, acc = 0.850000\n", - "epoch [ 677] L = 38.619682, acc = 0.850000\n", - "epoch [ 678] L = 38.619412, acc = 0.850000\n", - "epoch [ 679] L = 38.619141, acc = 0.850000\n", - "epoch [ 680] L = 38.618872, acc = 0.850000\n", - "epoch [ 681] L = 38.618603, acc = 0.850000\n", - "epoch [ 682] L = 38.618334, acc = 0.850000\n", - "epoch [ 683] L = 38.618066, acc = 0.850000\n", - "epoch [ 684] L = 38.617799, acc = 0.850000\n", - "epoch [ 685] L = 38.617532, acc = 0.850000\n", - "epoch [ 686] L = 38.617266, acc = 0.850000\n", - "epoch [ 687] L = 38.617001, acc = 0.850000\n", - "epoch [ 688] L = 38.616736, acc = 0.850000\n", - "epoch [ 689] L = 38.616471, acc = 0.850000\n", - "epoch [ 690] L = 38.616208, acc = 0.850000\n", - "epoch [ 691] L = 38.615944, acc = 0.850000\n", - "epoch [ 692] L = 38.615682, acc = 0.850000\n", - "epoch [ 693] L = 38.615420, acc = 0.850000\n", - "epoch [ 694] L = 38.615158, acc = 0.850000\n", - "epoch [ 695] L = 38.614897, acc = 0.850000\n", - "epoch [ 696] L = 38.614637, acc = 0.850000\n", - "epoch [ 697] L = 38.614377, acc = 0.850000\n", - "epoch [ 698] L = 38.614117, acc = 0.850000\n", - "epoch [ 699] L = 38.613859, acc = 0.850000\n", - "epoch [ 700] L = 38.613600, acc = 0.850000\n", - "epoch [ 701] L = 38.613343, acc = 0.850000\n", - "epoch [ 702] L = 38.613085, acc = 0.850000\n", - "epoch [ 703] L = 38.612829, acc = 0.850000\n", - "epoch [ 704] L = 38.612573, acc = 0.850000\n", - "epoch [ 705] L = 38.612317, acc = 0.850000\n", - "epoch [ 706] L = 38.612062, acc = 0.850000\n", - "epoch [ 707] L = 38.611808, acc = 0.850000\n", - "epoch [ 708] L = 38.611554, acc = 0.850000\n", - "epoch [ 709] L = 38.611300, acc = 0.850000\n", - "epoch [ 710] L = 38.611047, acc = 0.850000\n", - "epoch [ 711] L = 38.610795, acc = 0.850000\n", - "epoch [ 712] L = 38.610543, acc = 0.850000\n", - "epoch [ 713] L = 38.610291, acc = 0.850000\n", - "epoch [ 714] L = 38.610041, acc = 0.850000\n", - "epoch [ 715] L = 38.609790, acc = 0.850000\n", - "epoch [ 716] L = 38.609540, acc = 0.850000\n", - "epoch [ 717] L = 38.609291, acc = 0.850000\n", - "epoch [ 718] L = 38.609042, acc = 0.850000\n", - "epoch [ 719] L = 38.608794, acc = 0.850000\n", - "epoch [ 720] L = 38.608546, acc = 0.850000\n", - "epoch [ 721] L = 38.608299, acc = 0.850000\n", - "epoch [ 722] L = 38.608052, acc = 0.850000\n", - "epoch [ 723] L = 38.607805, acc = 0.850000\n", - "epoch [ 724] L = 38.607559, acc = 0.850000\n", - "epoch [ 725] L = 38.607314, acc = 0.850000\n", - "epoch [ 726] L = 38.607069, acc = 0.850000\n", - "epoch [ 727] L = 38.606825, acc = 0.850000\n", - "epoch [ 728] L = 38.606581, acc = 0.850000\n", - "epoch [ 729] L = 38.606337, acc = 0.850000\n", - "epoch [ 730] L = 38.606094, acc = 0.850000\n", - "epoch [ 731] L = 38.605852, acc = 0.850000\n", - "epoch [ 732] L = 38.605610, acc = 0.850000\n", - "epoch [ 733] L = 38.605368, acc = 0.850000\n", - "epoch [ 734] L = 38.605127, acc = 0.850000\n", - "epoch [ 735] L = 38.604887, acc = 0.850000\n", - "epoch [ 736] L = 38.604647, acc = 0.850000\n", - "epoch [ 737] L = 38.604407, acc = 0.850000\n", - "epoch [ 738] L = 38.604168, acc = 0.850000\n", - "epoch [ 739] L = 38.603929, acc = 0.850000\n", - "epoch [ 740] L = 38.603691, acc = 0.850000\n", - "epoch [ 741] L = 38.603453, acc = 0.850000\n", - "epoch [ 742] L = 38.603216, acc = 0.850000\n", - "epoch [ 743] L = 38.602979, acc = 0.850000\n", - "epoch [ 744] L = 38.602742, acc = 0.850000\n", - "epoch [ 745] L = 38.602506, acc = 0.850000\n", - "epoch [ 746] L = 38.602271, acc = 0.850000\n", - "epoch [ 747] L = 38.602036, acc = 0.850000\n", - "epoch [ 748] L = 38.601801, acc = 0.850000\n", - "epoch [ 749] L = 38.601567, acc = 0.850000\n", - "epoch [ 750] L = 38.601333, acc = 0.850000\n", - "epoch [ 751] L = 38.601100, acc = 0.850000\n", - "epoch [ 752] L = 38.600867, acc = 0.850000\n", - "epoch [ 753] L = 38.600635, acc = 0.850000\n", - "epoch [ 754] L = 38.600403, acc = 0.850000\n", - "epoch [ 755] L = 38.600171, acc = 0.850000\n", - "epoch [ 756] L = 38.599940, acc = 0.850000\n", - "epoch [ 757] L = 38.599709, acc = 0.850000\n", - "epoch [ 758] L = 38.599479, acc = 0.850000\n", - "epoch [ 759] L = 38.599249, acc = 0.850000\n", - "epoch [ 760] L = 38.599020, acc = 0.850000\n", - "epoch [ 761] L = 38.598791, acc = 0.850000\n", - "epoch [ 762] L = 38.598562, acc = 0.850000\n", - "epoch [ 763] L = 38.598334, acc = 0.850000\n", - "epoch [ 764] L = 38.598107, acc = 0.850000\n", - "epoch [ 765] L = 38.597879, acc = 0.850000\n", - "epoch [ 766] L = 38.597653, acc = 0.850000\n", - "epoch [ 767] L = 38.597426, acc = 0.850000\n", - "epoch [ 768] L = 38.597200, acc = 0.850000\n", - "epoch [ 769] L = 38.596975, acc = 0.850000\n", - "epoch [ 770] L = 38.596749, acc = 0.850000\n", - "epoch [ 771] L = 38.596525, acc = 0.850000\n", - "epoch [ 772] L = 38.596300, acc = 0.850000\n", - "epoch [ 773] L = 38.596076, acc = 0.850000\n", - "epoch [ 774] L = 38.595853, acc = 0.850000\n", - "epoch [ 775] L = 38.595630, acc = 0.850000\n", - "epoch [ 776] L = 38.595407, acc = 0.850000\n", - "epoch [ 777] L = 38.595185, acc = 0.850000\n", - "epoch [ 778] L = 38.594963, acc = 0.850000\n", - "epoch [ 779] L = 38.594741, acc = 0.850000\n", - "epoch [ 780] L = 38.594520, acc = 0.850000\n", - "epoch [ 781] L = 38.594299, acc = 0.850000\n", - "epoch [ 782] L = 38.594079, acc = 0.850000\n", - "epoch [ 783] L = 38.593859, acc = 0.850000\n", - "epoch [ 784] L = 38.593640, acc = 0.850000\n", - "epoch [ 785] L = 38.593421, acc = 0.850000\n", - "epoch [ 786] L = 38.593202, acc = 0.850000\n", - "epoch [ 787] L = 38.592984, acc = 0.850000\n", - "epoch [ 788] L = 38.592766, acc = 0.850000\n", - "epoch [ 789] L = 38.592548, acc = 0.850000\n", - "epoch [ 790] L = 38.592331, acc = 0.850000\n", - "epoch [ 791] L = 38.592114, acc = 0.850000\n", - "epoch [ 792] L = 38.591898, acc = 0.850000\n", - "epoch [ 793] L = 38.591682, acc = 0.850000\n", - "epoch [ 794] L = 38.591466, acc = 0.850000\n", - "epoch [ 795] L = 38.591251, acc = 0.850000\n", - "epoch [ 796] L = 38.591036, acc = 0.850000\n", - "epoch [ 797] L = 38.590821, acc = 0.850000\n", - "epoch [ 798] L = 38.590607, acc = 0.850000\n", - "epoch [ 799] L = 38.590394, acc = 0.850000\n", - "epoch [ 800] L = 38.590180, acc = 0.850000\n", - "epoch [ 801] L = 38.589967, acc = 0.850000\n", - "epoch [ 802] L = 38.589755, acc = 0.850000\n", - "epoch [ 803] L = 38.589542, acc = 0.850000\n", - "epoch [ 804] L = 38.589330, acc = 0.850000\n", - "epoch [ 805] L = 38.589119, acc = 0.850000\n", - "epoch [ 806] L = 38.588908, acc = 0.850000\n", - "epoch [ 807] L = 38.588697, acc = 0.850000\n", - "epoch [ 808] L = 38.588487, acc = 0.850000\n", - "epoch [ 809] L = 38.588277, acc = 0.850000\n", - "epoch [ 810] L = 38.588067, acc = 0.850000\n", - "epoch [ 811] L = 38.587858, acc = 0.850000\n", - "epoch [ 812] L = 38.587649, acc = 0.850000\n", - "epoch [ 813] L = 38.587440, acc = 0.850000\n", - "epoch [ 814] L = 38.587232, acc = 0.850000\n", - "epoch [ 815] L = 38.587024, acc = 0.850000\n", - "epoch [ 816] L = 38.586817, acc = 0.850000\n", - "epoch [ 817] L = 38.586609, acc = 0.850000\n", - "epoch [ 818] L = 38.586403, acc = 0.850000\n", - "epoch [ 819] L = 38.586196, acc = 0.850000\n", - "epoch [ 820] L = 38.585990, acc = 0.850000\n", - "epoch [ 821] L = 38.585784, acc = 0.850000\n", - "epoch [ 822] L = 38.585579, acc = 0.850000\n", - "epoch [ 823] L = 38.585374, acc = 0.850000\n", - "epoch [ 824] L = 38.585169, acc = 0.850000\n", - "epoch [ 825] L = 38.584965, acc = 0.850000\n", - "epoch [ 826] L = 38.584761, acc = 0.850000\n", - "epoch [ 827] L = 38.584557, acc = 0.850000\n", - "epoch [ 828] L = 38.584354, acc = 0.850000\n", - "epoch [ 829] L = 38.584151, acc = 0.850000\n", - "epoch [ 830] L = 38.583948, acc = 0.850000\n", - "epoch [ 831] L = 38.583746, acc = 0.850000\n", - "epoch [ 832] L = 38.583544, acc = 0.850000\n", - "epoch [ 833] L = 38.583342, acc = 0.850000\n", - "epoch [ 834] L = 38.583141, acc = 0.850000\n", - "epoch [ 835] L = 38.582940, acc = 0.850000\n", - "epoch [ 836] L = 38.582740, acc = 0.850000\n", - "epoch [ 837] L = 38.582539, acc = 0.850000\n", - "epoch [ 838] L = 38.582339, acc = 0.850000\n", - "epoch [ 839] L = 38.582140, acc = 0.850000\n", - "epoch [ 840] L = 38.581941, acc = 0.850000\n", - "epoch [ 841] L = 38.581742, acc = 0.850000\n", - "epoch [ 842] L = 38.581543, acc = 0.850000\n", - "epoch [ 843] L = 38.581345, acc = 0.850000\n", - "epoch [ 844] L = 38.581147, acc = 0.850000\n", - "epoch [ 845] L = 38.580949, acc = 0.850000\n", - "epoch [ 846] L = 38.580752, acc = 0.850000\n", - "epoch [ 847] L = 38.580555, acc = 0.850000\n", - "epoch [ 848] L = 38.580359, acc = 0.850000\n", - "epoch [ 849] L = 38.580162, acc = 0.850000\n", - "epoch [ 850] L = 38.579966, acc = 0.850000\n", - "epoch [ 851] L = 38.579771, acc = 0.850000\n", - "epoch [ 852] L = 38.579575, acc = 0.850000\n", - "epoch [ 853] L = 38.579380, acc = 0.850000\n", - "epoch [ 854] L = 38.579186, acc = 0.850000\n", - "epoch [ 855] L = 38.578991, acc = 0.850000\n", - "epoch [ 856] L = 38.578797, acc = 0.850000\n", - "epoch [ 857] L = 38.578603, acc = 0.850000\n", - "epoch [ 858] L = 38.578410, acc = 0.850000\n", - "epoch [ 859] L = 38.578217, acc = 0.850000\n", - "epoch [ 860] L = 38.578024, acc = 0.850000\n", - "epoch [ 861] L = 38.577832, acc = 0.850000\n", - "epoch [ 862] L = 38.577639, acc = 0.850000\n", - "epoch [ 863] L = 38.577448, acc = 0.850000\n", - "epoch [ 864] L = 38.577256, acc = 0.850000\n", - "epoch [ 865] L = 38.577065, acc = 0.850000\n", - "epoch [ 866] L = 38.576874, acc = 0.850000\n", - "epoch [ 867] L = 38.576683, acc = 0.850000\n", - "epoch [ 868] L = 38.576493, acc = 0.850000\n", - "epoch [ 869] L = 38.576303, acc = 0.850000\n", - "epoch [ 870] L = 38.576113, acc = 0.850000\n", - "epoch [ 871] L = 38.575924, acc = 0.850000\n", - "epoch [ 872] L = 38.575735, acc = 0.850000\n", - "epoch [ 873] L = 38.575546, acc = 0.850000\n", - "epoch [ 874] L = 38.575358, acc = 0.850000\n", - "epoch [ 875] L = 38.575169, acc = 0.850000\n", - "epoch [ 876] L = 38.574981, acc = 0.850000\n", - "epoch [ 877] L = 38.574794, acc = 0.850000\n", - "epoch [ 878] L = 38.574607, acc = 0.850000\n", - "epoch [ 879] L = 38.574420, acc = 0.850000\n", - "epoch [ 880] L = 38.574233, acc = 0.850000\n", - "epoch [ 881] L = 38.574047, acc = 0.850000\n", - "epoch [ 882] L = 38.573861, acc = 0.850000\n", - "epoch [ 883] L = 38.573675, acc = 0.850000\n", - "epoch [ 884] L = 38.573489, acc = 0.850000\n", - "epoch [ 885] L = 38.573304, acc = 0.850000\n", - "epoch [ 886] L = 38.573119, acc = 0.850000\n", - "epoch [ 887] L = 38.572934, acc = 0.850000\n", - "epoch [ 888] L = 38.572750, acc = 0.850000\n", - "epoch [ 889] L = 38.572566, acc = 0.850000\n", - "epoch [ 890] L = 38.572382, acc = 0.850000\n", - "epoch [ 891] L = 38.572199, acc = 0.850000\n", - "epoch [ 892] L = 38.572016, acc = 0.850000\n", - "epoch [ 893] L = 38.571833, acc = 0.850000\n", - "epoch [ 894] L = 38.571650, acc = 0.850000\n", - "epoch [ 895] L = 38.571468, acc = 0.850000\n", - "epoch [ 896] L = 38.571286, acc = 0.850000\n", - "epoch [ 897] L = 38.571104, acc = 0.850000\n", - "epoch [ 898] L = 38.570923, acc = 0.850000\n", - "epoch [ 899] L = 38.570742, acc = 0.850000\n", - "epoch [ 900] L = 38.570561, acc = 0.850000\n", - "epoch [ 901] L = 38.570380, acc = 0.850000\n", - "epoch [ 902] L = 38.570200, acc = 0.850000\n", - "epoch [ 903] L = 38.570020, acc = 0.850000\n", - "epoch [ 904] L = 38.569840, acc = 0.850000\n", - "epoch [ 905] L = 38.569660, acc = 0.850000\n", - "epoch [ 906] L = 38.569481, acc = 0.850000\n", - "epoch [ 907] L = 38.569302, acc = 0.850000\n", - "epoch [ 908] L = 38.569124, acc = 0.850000\n", - "epoch [ 909] L = 38.568945, acc = 0.850000\n", - "epoch [ 910] L = 38.568767, acc = 0.850000\n", - "epoch [ 911] L = 38.568589, acc = 0.850000\n", - "epoch [ 912] L = 38.568412, acc = 0.850000\n", - "epoch [ 913] L = 38.568234, acc = 0.850000\n", - "epoch [ 914] L = 38.568057, acc = 0.850000\n", - "epoch [ 915] L = 38.567881, acc = 0.850000\n", - "epoch [ 916] L = 38.567704, acc = 0.850000\n", - "epoch [ 917] L = 38.567528, acc = 0.850000\n", - "epoch [ 918] L = 38.567352, acc = 0.850000\n", - "epoch [ 919] L = 38.567176, acc = 0.850000\n", - "epoch [ 920] L = 38.567001, acc = 0.850000\n", - "epoch [ 921] L = 38.566826, acc = 0.850000\n", - "epoch [ 922] L = 38.566651, acc = 0.850000\n", - "epoch [ 923] L = 38.566476, acc = 0.850000\n", - "epoch [ 924] L = 38.566302, acc = 0.850000\n", - "epoch [ 925] L = 38.566128, acc = 0.850000\n", - "epoch [ 926] L = 38.565954, acc = 0.850000\n", - "epoch [ 927] L = 38.565780, acc = 0.850000\n", - "epoch [ 928] L = 38.565607, acc = 0.850000\n", - "epoch [ 929] L = 38.565434, acc = 0.850000\n", - "epoch [ 930] L = 38.565261, acc = 0.850000\n", - "epoch [ 931] L = 38.565089, acc = 0.850000\n", - "epoch [ 932] L = 38.564917, acc = 0.850000\n", - "epoch [ 933] L = 38.564745, acc = 0.850000\n", - "epoch [ 934] L = 38.564573, acc = 0.850000\n", - "epoch [ 935] L = 38.564401, acc = 0.850000\n", - "epoch [ 936] L = 38.564230, acc = 0.850000\n", - "epoch [ 937] L = 38.564059, acc = 0.850000\n", - "epoch [ 938] L = 38.563888, acc = 0.850000\n", - "epoch [ 939] L = 38.563718, acc = 0.850000\n", - "epoch [ 940] L = 38.563548, acc = 0.850000\n", - "epoch [ 941] L = 38.563378, acc = 0.850000\n", - "epoch [ 942] L = 38.563208, acc = 0.850000\n", - "epoch [ 943] L = 38.563039, acc = 0.850000\n", - "epoch [ 944] L = 38.562869, acc = 0.850000\n", - "epoch [ 945] L = 38.562701, acc = 0.850000\n", - "epoch [ 946] L = 38.562532, acc = 0.850000\n", - "epoch [ 947] L = 38.562363, acc = 0.850000\n", - "epoch [ 948] L = 38.562195, acc = 0.850000\n", - "epoch [ 949] L = 38.562027, acc = 0.850000\n", - "epoch [ 950] L = 38.561860, acc = 0.850000\n", - "epoch [ 951] L = 38.561692, acc = 0.850000\n", - "epoch [ 952] L = 38.561525, acc = 0.850000\n", - "epoch [ 953] L = 38.561358, acc = 0.850000\n", - "epoch [ 954] L = 38.561191, acc = 0.850000\n", - "epoch [ 955] L = 38.561025, acc = 0.850000\n", - "epoch [ 956] L = 38.560859, acc = 0.850000\n", - "epoch [ 957] L = 38.560693, acc = 0.850000\n", - "epoch [ 958] L = 38.560527, acc = 0.850000\n", - "epoch [ 959] L = 38.560361, acc = 0.850000\n", - "epoch [ 960] L = 38.560196, acc = 0.850000\n", - "epoch [ 961] L = 38.560031, acc = 0.850000\n", - "epoch [ 962] L = 38.559866, acc = 0.850000\n", - "epoch [ 963] L = 38.559702, acc = 0.850000\n", - "epoch [ 964] L = 38.559537, acc = 0.850000\n", - "epoch [ 965] L = 38.559373, acc = 0.850000\n", - "epoch [ 966] L = 38.559210, acc = 0.850000\n", - "epoch [ 967] L = 38.559046, acc = 0.850000\n", - "epoch [ 968] L = 38.558883, acc = 0.850000\n", - "epoch [ 969] L = 38.558719, acc = 0.850000\n", - "epoch [ 970] L = 38.558557, acc = 0.850000\n", - "epoch [ 971] L = 38.558394, acc = 0.850000\n", - "epoch [ 972] L = 38.558232, acc = 0.850000\n", - "epoch [ 973] L = 38.558069, acc = 0.850000\n", - "epoch [ 974] L = 38.557907, acc = 0.850000\n", - "epoch [ 975] L = 38.557746, acc = 0.850000\n", - "epoch [ 976] L = 38.557584, acc = 0.850000\n", - "epoch [ 977] L = 38.557423, acc = 0.850000\n", - "epoch [ 978] L = 38.557262, acc = 0.850000\n", - "epoch [ 979] L = 38.557101, acc = 0.850000\n", - "epoch [ 980] L = 38.556941, acc = 0.850000\n", - "epoch [ 981] L = 38.556780, acc = 0.850000\n", - "epoch [ 982] L = 38.556620, acc = 0.850000\n", - "epoch [ 983] L = 38.556460, acc = 0.850000\n", - "epoch [ 984] L = 38.556301, acc = 0.850000\n", - "epoch [ 985] L = 38.556141, acc = 0.850000\n", - "epoch [ 986] L = 38.555982, acc = 0.850000\n", - "epoch [ 987] L = 38.555823, acc = 0.850000\n", - "epoch [ 988] L = 38.555664, acc = 0.850000\n", - "epoch [ 989] L = 38.555506, acc = 0.850000\n", - "epoch [ 990] L = 38.555347, acc = 0.850000\n", - "epoch [ 991] L = 38.555189, acc = 0.850000\n", - "epoch [ 992] L = 38.555032, acc = 0.850000\n", - "epoch [ 993] L = 38.554874, acc = 0.850000\n", - "epoch [ 994] L = 38.554717, acc = 0.850000\n", - "epoch [ 995] L = 38.554559, acc = 0.850000\n", - "epoch [ 996] L = 38.554402, acc = 0.850000\n", - "epoch [ 997] L = 38.554246, acc = 0.850000\n", - "epoch [ 998] L = 38.554089, acc = 0.850000\n", - "epoch [ 999] L = 38.553933, acc = 0.850000\n", - "epoch [1000] L = 38.553777, acc = 0.850000\n", - "epoch [1001] L = 38.553621, acc = 0.850000\n", - "epoch [1002] L = 38.553465, acc = 0.850000\n", - "epoch [1003] L = 38.553310, acc = 0.850000\n", - "epoch [1004] L = 38.553154, acc = 0.850000\n", - "epoch [1005] L = 38.552999, acc = 0.850000\n", - "epoch [1006] L = 38.552845, acc = 0.850000\n", - "epoch [1007] L = 38.552690, acc = 0.850000\n", - "epoch [1008] L = 38.552536, acc = 0.850000\n", - "epoch [1009] L = 38.552382, acc = 0.850000\n", - "epoch [1010] L = 38.552228, acc = 0.850000\n", - "epoch [1011] L = 38.552074, acc = 0.850000\n", - "epoch [1012] L = 38.551920, acc = 0.850000\n", - "epoch [1013] L = 38.551767, acc = 0.850000\n", - "epoch [1014] L = 38.551614, acc = 0.850000\n", - "epoch [1015] L = 38.551461, acc = 0.850000\n", - "epoch [1016] L = 38.551308, acc = 0.850000\n", - "epoch [1017] L = 38.551156, acc = 0.850000\n", - "epoch [1018] L = 38.551004, acc = 0.850000\n", - "epoch [1019] L = 38.550852, acc = 0.850000\n", - "epoch [1020] L = 38.550700, acc = 0.850000\n", - "epoch [1021] L = 38.550548, acc = 0.850000\n", - "epoch [1022] L = 38.550397, acc = 0.850000\n", - "epoch [1023] L = 38.550245, acc = 0.850000\n", - "epoch [1024] L = 38.550094, acc = 0.850000\n", - "epoch [1025] L = 38.549944, acc = 0.850000\n", - "epoch [1026] L = 38.549793, acc = 0.850000\n", - "epoch [1027] L = 38.549642, acc = 0.850000\n", - "epoch [1028] L = 38.549492, acc = 0.850000\n", - "epoch [1029] L = 38.549342, acc = 0.850000\n", - "epoch [1030] L = 38.549192, acc = 0.850000\n", - "epoch [1031] L = 38.549043, acc = 0.850000\n", - "epoch [1032] L = 38.548893, acc = 0.850000\n", - "epoch [1033] L = 38.548744, acc = 0.850000\n", - "epoch [1034] L = 38.548595, acc = 0.850000\n", - "epoch [1035] L = 38.548446, acc = 0.850000\n", - "epoch [1036] L = 38.548298, acc = 0.850000\n", - "epoch [1037] L = 38.548149, acc = 0.850000\n", - "epoch [1038] L = 38.548001, acc = 0.850000\n", - "epoch [1039] L = 38.547853, acc = 0.850000\n", - "epoch [1040] L = 38.547705, acc = 0.850000\n" + "epoch [ 927] L = 35.696664, acc = 0.875000\n", + "epoch [ 928] L = 35.683120, acc = 0.875000\n", + "epoch [ 929] L = 35.669529, acc = 0.875000\n", + "epoch [ 930] L = 35.655891, acc = 0.875000\n", + "epoch [ 931] L = 35.642206, acc = 0.875000\n", + "epoch [ 932] L = 35.628473, acc = 0.875000\n", + "epoch [ 933] L = 35.614693, acc = 0.875000\n", + "epoch [ 934] L = 35.600866, acc = 0.875000\n", + "epoch [ 935] L = 35.586991, acc = 0.875000\n", + "epoch [ 936] L = 35.573069, acc = 0.875000\n", + "epoch [ 937] L = 35.559101, acc = 0.875000\n", + "epoch [ 938] L = 35.545085, acc = 0.875000\n", + "epoch [ 939] L = 35.531022, acc = 0.875000\n", + "epoch [ 940] L = 35.516913, acc = 0.875000\n", + "epoch [ 941] L = 35.502757, acc = 0.875000\n", + "epoch [ 942] L = 35.488553, acc = 0.875000\n", + "epoch [ 943] L = 35.474304, acc = 0.875000\n", + "epoch [ 944] L = 35.460007, acc = 0.875000\n", + "epoch [ 945] L = 35.445664, acc = 0.875000\n", + "epoch [ 946] L = 35.431274, acc = 0.875000\n", + "epoch [ 947] L = 35.416838, acc = 0.875000\n", + "epoch [ 948] L = 35.402356, acc = 0.875000\n", + "epoch [ 949] L = 35.387827, acc = 0.875000\n", + "epoch [ 950] L = 35.373252, acc = 0.875000\n", + "epoch [ 951] L = 35.358631, acc = 0.875000\n", + "epoch [ 952] L = 35.343964, acc = 0.875000\n", + "epoch [ 953] L = 35.329250, acc = 0.875000\n", + "epoch [ 954] L = 35.314491, acc = 0.875000\n", + "epoch [ 955] L = 35.299686, acc = 0.875000\n", + "epoch [ 956] L = 35.284836, acc = 0.875000\n", + "epoch [ 957] L = 35.269939, acc = 0.875000\n", + "epoch [ 958] L = 35.254998, acc = 0.875000\n", + "epoch [ 959] L = 35.240010, acc = 0.875000\n", + "epoch [ 960] L = 35.224978, acc = 0.875000\n", + "epoch [ 961] L = 35.209900, acc = 0.875000\n", + "epoch [ 962] L = 35.194776, acc = 0.875000\n", + "epoch [ 963] L = 35.179608, acc = 0.875000\n", + "epoch [ 964] L = 35.164395, acc = 0.875000\n", + "epoch [ 965] L = 35.149137, acc = 0.875000\n", + "epoch [ 966] L = 35.133834, acc = 0.875000\n", + "epoch [ 967] L = 35.118487, acc = 0.875000\n", + "epoch [ 968] L = 35.103094, acc = 0.875000\n", + "epoch [ 969] L = 35.087658, acc = 0.875000\n", + "epoch [ 970] L = 35.072177, acc = 0.875000\n", + "epoch [ 971] L = 35.056652, acc = 0.875000\n", + "epoch [ 972] L = 35.041083, acc = 0.875000\n", + "epoch [ 973] L = 35.025470, acc = 0.875000\n", + "epoch [ 974] L = 35.009813, acc = 0.875000\n", + "epoch [ 975] L = 34.994112, acc = 0.875000\n", + "epoch [ 976] L = 34.978367, acc = 0.875000\n", + "epoch [ 977] L = 34.962579, acc = 0.875000\n", + "epoch [ 978] L = 34.946748, acc = 0.875000\n", + "epoch [ 979] L = 34.930873, acc = 0.875000\n", + "epoch [ 980] L = 34.914956, acc = 0.875000\n", + "epoch [ 981] L = 34.898995, acc = 0.875000\n", + "epoch [ 982] L = 34.882991, acc = 0.875000\n", + "epoch [ 983] L = 34.866945, acc = 0.875000\n", + "epoch [ 984] L = 34.850856, acc = 0.875000\n", + "epoch [ 985] L = 34.834724, acc = 0.875000\n", + "epoch [ 986] L = 34.818550, acc = 0.875000\n", + "epoch [ 987] L = 34.802334, acc = 0.875000\n", + "epoch [ 988] L = 34.786076, acc = 0.875000\n", + "epoch [ 989] L = 34.769776, acc = 0.875000\n", + "epoch [ 990] L = 34.753434, acc = 0.875000\n", + "epoch [ 991] L = 34.737051, acc = 0.875000\n", + "epoch [ 992] L = 34.720626, acc = 0.875000\n", + "epoch [ 993] L = 34.704160, acc = 0.875000\n", + "epoch [ 994] L = 34.687652, acc = 0.875000\n", + "epoch [ 995] L = 34.671104, acc = 0.875000\n", + "epoch [ 996] L = 34.654514, acc = 0.875000\n", + "epoch [ 997] L = 34.637884, acc = 0.875000\n", + "epoch [ 998] L = 34.621214, acc = 0.875000\n", + "epoch [ 999] L = 34.604502, acc = 0.875000\n", + "epoch [1000] L = 34.587751, acc = 0.875000\n", + "epoch [1001] L = 34.570959, acc = 0.875000\n", + "epoch [1002] L = 34.554128, acc = 0.875000\n", + "epoch [1003] L = 34.537257, acc = 0.875000\n", + "epoch [1004] L = 34.520346, acc = 0.875000\n", + "epoch [1005] L = 34.503395, acc = 0.875000\n", + "epoch [1006] L = 34.486406, acc = 0.875000\n", + "epoch [1007] L = 34.469377, acc = 0.875000\n", + "epoch [1008] L = 34.452309, acc = 0.875000\n", + "epoch [1009] L = 34.435203, acc = 0.875000\n", + "epoch [1010] L = 34.418057, acc = 0.875000\n", + "epoch [1011] L = 34.400874, acc = 0.875000\n", + "epoch [1012] L = 34.383652, acc = 0.875000\n", + "epoch [1013] L = 34.366392, acc = 0.875000\n", + "epoch [1014] L = 34.349094, acc = 0.875000\n", + "epoch [1015] L = 34.331758, acc = 0.875000\n", + "epoch [1016] L = 34.314384, acc = 0.880000\n", + "epoch [1017] L = 34.296974, acc = 0.880000\n", + "epoch [1018] L = 34.279526, acc = 0.880000\n", + "epoch [1019] L = 34.262041, acc = 0.880000\n", + "epoch [1020] L = 34.244519, acc = 0.880000\n", + "epoch [1021] L = 34.226960, acc = 0.880000\n", + "epoch [1022] L = 34.209365, acc = 0.880000\n", + "epoch [1023] L = 34.191733, acc = 0.880000\n", + "epoch [1024] L = 34.174066, acc = 0.880000\n", + "epoch [1025] L = 34.156362, acc = 0.880000\n", + "epoch [1026] L = 34.138623, acc = 0.880000\n", + "epoch [1027] L = 34.120848, acc = 0.880000\n", + "epoch [1028] L = 34.103038, acc = 0.880000\n", + "epoch [1029] L = 34.085193, acc = 0.880000\n", + "epoch [1030] L = 34.067312, acc = 0.880000\n", + "epoch [1031] L = 34.049397, acc = 0.880000\n", + "epoch [1032] L = 34.031447, acc = 0.880000\n", + "epoch [1033] L = 34.013463, acc = 0.880000\n", + "epoch [1034] L = 33.995445, acc = 0.880000\n", + "epoch [1035] L = 33.977392, acc = 0.880000\n", + "epoch [1036] L = 33.959306, acc = 0.880000\n", + "epoch [1037] L = 33.941186, acc = 0.880000\n", + "epoch [1038] L = 33.923032, acc = 0.880000\n", + "epoch [1039] L = 33.904846, acc = 0.880000\n", + "epoch [1040] L = 33.886626, acc = 0.880000\n", + "epoch [1041] L = 33.868374, acc = 0.880000\n", + "epoch [1042] L = 33.850089, acc = 0.880000\n", + "epoch [1043] L = 33.831771, acc = 0.880000\n", + "epoch [1044] L = 33.813421, acc = 0.880000\n", + "epoch [1045] L = 33.795039, acc = 0.880000\n", + "epoch [1046] L = 33.776626, acc = 0.880000\n", + "epoch [1047] L = 33.758181, acc = 0.880000\n", + "epoch [1048] L = 33.739704, acc = 0.880000\n", + "epoch [1049] L = 33.721196, acc = 0.880000\n", + "epoch [1050] L = 33.702657, acc = 0.880000\n", + "epoch [1051] L = 33.684088, acc = 0.885000\n", + "epoch [1052] L = 33.665488, acc = 0.885000\n", + "epoch [1053] L = 33.646857, acc = 0.885000\n", + "epoch [1054] L = 33.628196, acc = 0.885000\n", + "epoch [1055] L = 33.609506, acc = 0.885000\n", + "epoch [1056] L = 33.590785, acc = 0.885000\n", + "epoch [1057] L = 33.572035, acc = 0.885000\n", + "epoch [1058] L = 33.553256, acc = 0.885000\n", + "epoch [1059] L = 33.534448, acc = 0.885000\n", + "epoch [1060] L = 33.515611, acc = 0.885000\n", + "epoch [1061] L = 33.496745, acc = 0.885000\n", + "epoch [1062] L = 33.477850, acc = 0.885000\n", + "epoch [1063] L = 33.458928, acc = 0.885000\n", + "epoch [1064] L = 33.439977, acc = 0.885000\n", + "epoch [1065] L = 33.420999, acc = 0.885000\n", + "epoch [1066] L = 33.401992, acc = 0.890000\n", + "epoch [1067] L = 33.382959, acc = 0.890000\n", + "epoch [1068] L = 33.363898, acc = 0.890000\n", + "epoch [1069] L = 33.344811, acc = 0.890000\n", + "epoch [1070] L = 33.325697, acc = 0.890000\n", + "epoch [1071] L = 33.306556, acc = 0.890000\n", + "epoch [1072] L = 33.287389, acc = 0.890000\n", + "epoch [1073] L = 33.268195, acc = 0.890000\n", + "epoch [1074] L = 33.248976, acc = 0.890000\n", + "epoch [1075] L = 33.229732, acc = 0.890000\n", + "epoch [1076] L = 33.210461, acc = 0.890000\n", + "epoch [1077] L = 33.191166, acc = 0.890000\n", + "epoch [1078] L = 33.171846, acc = 0.890000\n", + "epoch [1079] L = 33.152501, acc = 0.895000\n", + "epoch [1080] L = 33.133131, acc = 0.895000\n", + "epoch [1081] L = 33.113737, acc = 0.895000\n", + "epoch [1082] L = 33.094319, acc = 0.895000\n", + "epoch [1083] L = 33.074877, acc = 0.895000\n", + "epoch [1084] L = 33.055411, acc = 0.895000\n", + "epoch [1085] L = 33.035922, acc = 0.895000\n", + "epoch [1086] L = 33.016410, acc = 0.895000\n", + "epoch [1087] L = 32.996874, acc = 0.895000\n", + "epoch [1088] L = 32.977316, acc = 0.895000\n", + "epoch [1089] L = 32.957735, acc = 0.895000\n", + "epoch [1090] L = 32.938132, acc = 0.895000\n", + "epoch [1091] L = 32.918507, acc = 0.895000\n", + "epoch [1092] L = 32.898860, acc = 0.895000\n", + "epoch [1093] L = 32.879191, acc = 0.895000\n", + "epoch [1094] L = 32.859501, acc = 0.895000\n", + "epoch [1095] L = 32.839790, acc = 0.895000\n", + "epoch [1096] L = 32.820057, acc = 0.895000\n", + "epoch [1097] L = 32.800304, acc = 0.895000\n", + "epoch [1098] L = 32.780530, acc = 0.895000\n", + "epoch [1099] L = 32.760736, acc = 0.895000\n", + "epoch [1100] L = 32.740922, acc = 0.895000\n", + "epoch [1101] L = 32.721087, acc = 0.895000\n", + "epoch [1102] L = 32.701233, acc = 0.895000\n", + "epoch [1103] L = 32.681360, acc = 0.895000\n", + "epoch [1104] L = 32.661467, acc = 0.895000\n", + "epoch [1105] L = 32.641555, acc = 0.895000\n", + "epoch [1106] L = 32.621625, acc = 0.895000\n", + "epoch [1107] L = 32.601676, acc = 0.895000\n", + "epoch [1108] L = 32.581708, acc = 0.895000\n", + "epoch [1109] L = 32.561723, acc = 0.895000\n", + "epoch [1110] L = 32.541719, acc = 0.895000\n", + "epoch [1111] L = 32.521698, acc = 0.895000\n", + "epoch [1112] L = 32.501659, acc = 0.895000\n", + "epoch [1113] L = 32.481603, acc = 0.895000\n", + "epoch [1114] L = 32.461530, acc = 0.895000\n", + "epoch [1115] L = 32.441440, acc = 0.895000\n", + "epoch [1116] L = 32.421334, acc = 0.895000\n", + "epoch [1117] L = 32.401211, acc = 0.895000\n", + "epoch [1118] L = 32.381072, acc = 0.895000\n", + "epoch [1119] L = 32.360917, acc = 0.895000\n", + "epoch [1120] L = 32.340746, acc = 0.895000\n", + "epoch [1121] L = 32.320560, acc = 0.895000\n", + "epoch [1122] L = 32.300358, acc = 0.895000\n", + "epoch [1123] L = 32.280141, acc = 0.895000\n", + "epoch [1124] L = 32.259910, acc = 0.895000\n", + "epoch [1125] L = 32.239664, acc = 0.895000\n", + "epoch [1126] L = 32.219403, acc = 0.895000\n", + "epoch [1127] L = 32.199128, acc = 0.895000\n", + "epoch [1128] L = 32.178839, acc = 0.895000\n", + "epoch [1129] L = 32.158537, acc = 0.895000\n", + "epoch [1130] L = 32.138220, acc = 0.895000\n", + "epoch [1131] L = 32.117891, acc = 0.895000\n", + "epoch [1132] L = 32.097548, acc = 0.895000\n", + "epoch [1133] L = 32.077192, acc = 0.895000\n", + "epoch [1134] L = 32.056824, acc = 0.895000\n", + "epoch [1135] L = 32.036443, acc = 0.895000\n", + "epoch [1136] L = 32.016050, acc = 0.895000\n", + "epoch [1137] L = 31.995644, acc = 0.895000\n", + "epoch [1138] L = 31.975227, acc = 0.895000\n", + "epoch [1139] L = 31.954798, acc = 0.895000\n", + "epoch [1140] L = 31.934358, acc = 0.895000\n", + "epoch [1141] L = 31.913906, acc = 0.895000\n", + "epoch [1142] L = 31.893444, acc = 0.895000\n", + "epoch [1143] L = 31.872970, acc = 0.895000\n", + "epoch [1144] L = 31.852486, acc = 0.895000\n", + "epoch [1145] L = 31.831992, acc = 0.895000\n", + "epoch [1146] L = 31.811487, acc = 0.895000\n", + "epoch [1147] L = 31.790972, acc = 0.895000\n", + "epoch [1148] L = 31.770448, acc = 0.895000\n", + "epoch [1149] L = 31.749914, acc = 0.895000\n", + "epoch [1150] L = 31.729371, acc = 0.895000\n", + "epoch [1151] L = 31.708818, acc = 0.895000\n", + "epoch [1152] L = 31.688256, acc = 0.895000\n", + "epoch [1153] L = 31.667686, acc = 0.895000\n", + "epoch [1154] L = 31.647107, acc = 0.895000\n", + "epoch [1155] L = 31.626520, acc = 0.895000\n", + "epoch [1156] L = 31.605925, acc = 0.895000\n", + "epoch [1157] L = 31.585321, acc = 0.900000\n", + "epoch [1158] L = 31.564710, acc = 0.900000\n", + "epoch [1159] L = 31.544092, acc = 0.900000\n", + "epoch [1160] L = 31.523466, acc = 0.900000\n", + "epoch [1161] L = 31.502833, acc = 0.900000\n", + "epoch [1162] L = 31.482192, acc = 0.900000\n", + "epoch [1163] L = 31.461546, acc = 0.900000\n", + "epoch [1164] L = 31.440892, acc = 0.900000\n", + "epoch [1165] L = 31.420233, acc = 0.900000\n", + "epoch [1166] L = 31.399567, acc = 0.900000\n", + "epoch [1167] L = 31.378895, acc = 0.900000\n", + "epoch [1168] L = 31.358217, acc = 0.900000\n", + "epoch [1169] L = 31.337534, acc = 0.900000\n", + "epoch [1170] L = 31.316845, acc = 0.900000\n", + "epoch [1171] L = 31.296152, acc = 0.900000\n", + "epoch [1172] L = 31.275453, acc = 0.900000\n", + "epoch [1173] L = 31.254749, acc = 0.900000\n", + "epoch [1174] L = 31.234041, acc = 0.900000\n", + "epoch [1175] L = 31.213328, acc = 0.900000\n", + "epoch [1176] L = 31.192612, acc = 0.900000\n", + "epoch [1177] L = 31.171891, acc = 0.900000\n", + "epoch [1178] L = 31.151166, acc = 0.900000\n", + "epoch [1179] L = 31.130438, acc = 0.900000\n", + "epoch [1180] L = 31.109706, acc = 0.900000\n", + "epoch [1181] L = 31.088971, acc = 0.900000\n", + "epoch [1182] L = 31.068232, acc = 0.900000\n", + "epoch [1183] L = 31.047491, acc = 0.900000\n", + "epoch [1184] L = 31.026747, acc = 0.900000\n", + "epoch [1185] L = 31.006001, acc = 0.900000\n", + "epoch [1186] L = 30.985252, acc = 0.900000\n", + "epoch [1187] L = 30.964501, acc = 0.900000\n", + "epoch [1188] L = 30.943748, acc = 0.900000\n", + "epoch [1189] L = 30.922993, acc = 0.900000\n", + "epoch [1190] L = 30.902236, acc = 0.900000\n", + "epoch [1191] L = 30.881479, acc = 0.900000\n", + "epoch [1192] L = 30.860719, acc = 0.900000\n", + "epoch [1193] L = 30.839959, acc = 0.900000\n", + "epoch [1194] L = 30.819198, acc = 0.900000\n", + "epoch [1195] L = 30.798436, acc = 0.900000\n", + "epoch [1196] L = 30.777673, acc = 0.900000\n", + "epoch [1197] L = 30.756910, acc = 0.905000\n", + "epoch [1198] L = 30.736147, acc = 0.905000\n", + "epoch [1199] L = 30.715384, acc = 0.905000\n", + "epoch [1200] L = 30.694621, acc = 0.905000\n", + "epoch [1201] L = 30.673858, acc = 0.905000\n", + "epoch [1202] L = 30.653096, acc = 0.905000\n", + "epoch [1203] L = 30.632334, acc = 0.905000\n", + "epoch [1204] L = 30.611573, acc = 0.905000\n", + "epoch [1205] L = 30.590813, acc = 0.905000\n", + "epoch [1206] L = 30.570055, acc = 0.905000\n", + "epoch [1207] L = 30.549297, acc = 0.905000\n", + "epoch [1208] L = 30.528541, acc = 0.905000\n", + "epoch [1209] L = 30.507787, acc = 0.905000\n", + "epoch [1210] L = 30.487034, acc = 0.905000\n", + "epoch [1211] L = 30.466284, acc = 0.905000\n", + "epoch [1212] L = 30.445536, acc = 0.905000\n", + "epoch [1213] L = 30.424790, acc = 0.905000\n", + "epoch [1214] L = 30.404046, acc = 0.905000\n", + "epoch [1215] L = 30.383305, acc = 0.905000\n", + "epoch [1216] L = 30.362567, acc = 0.905000\n", + "epoch [1217] L = 30.341832, acc = 0.905000\n", + "epoch [1218] L = 30.321100, acc = 0.905000\n", + "epoch [1219] L = 30.300371, acc = 0.905000\n", + "epoch [1220] L = 30.279646, acc = 0.905000\n", + "epoch [1221] L = 30.258924, acc = 0.905000\n", + "epoch [1222] L = 30.238207, acc = 0.905000\n", + "epoch [1223] L = 30.217493, acc = 0.905000\n", + "epoch [1224] L = 30.196783, acc = 0.905000\n", + "epoch [1225] L = 30.176077, acc = 0.905000\n", + "epoch [1226] L = 30.155375, acc = 0.905000\n", + "epoch [1227] L = 30.134679, acc = 0.905000\n", + "epoch [1228] L = 30.113987, acc = 0.905000\n", + "epoch [1229] L = 30.093299, acc = 0.910000\n", + "epoch [1230] L = 30.072617, acc = 0.910000\n", + "epoch [1231] L = 30.051940, acc = 0.910000\n", + "epoch [1232] L = 30.031268, acc = 0.910000\n", + "epoch [1233] L = 30.010601, acc = 0.910000\n", + "epoch [1234] L = 29.989940, acc = 0.915000\n", + "epoch [1235] L = 29.969285, acc = 0.915000\n", + "epoch [1236] L = 29.948636, acc = 0.915000\n", + "epoch [1237] L = 29.927992, acc = 0.915000\n", + "epoch [1238] L = 29.907355, acc = 0.915000\n", + "epoch [1239] L = 29.886724, acc = 0.915000\n", + "epoch [1240] L = 29.866100, acc = 0.915000\n", + "epoch [1241] L = 29.845482, acc = 0.915000\n", + "epoch [1242] L = 29.824871, acc = 0.915000\n", + "epoch [1243] L = 29.804267, acc = 0.915000\n", + "epoch [1244] L = 29.783670, acc = 0.915000\n", + "epoch [1245] L = 29.763080, acc = 0.915000\n", + "epoch [1246] L = 29.742497, acc = 0.915000\n", + "epoch [1247] L = 29.721922, acc = 0.915000\n", + "epoch [1248] L = 29.701354, acc = 0.915000\n", + "epoch [1249] L = 29.680794, acc = 0.915000\n", + "epoch [1250] L = 29.660242, acc = 0.915000\n", + "epoch [1251] L = 29.639697, acc = 0.915000\n", + "epoch [1252] L = 29.619161, acc = 0.915000\n", + "epoch [1253] L = 29.598633, acc = 0.915000\n", + "epoch [1254] L = 29.578114, acc = 0.915000\n", + "epoch [1255] L = 29.557603, acc = 0.915000\n", + "epoch [1256] L = 29.537100, acc = 0.915000\n", + "epoch [1257] L = 29.516607, acc = 0.915000\n", + "epoch [1258] L = 29.496122, acc = 0.915000\n", + "epoch [1259] L = 29.475646, acc = 0.915000\n", + "epoch [1260] L = 29.455180, acc = 0.915000\n", + "epoch [1261] L = 29.434722, acc = 0.915000\n", + "epoch [1262] L = 29.414274, acc = 0.915000\n", + "epoch [1263] L = 29.393836, acc = 0.915000\n", + "epoch [1264] L = 29.373407, acc = 0.915000\n", + "epoch [1265] L = 29.352988, acc = 0.915000\n", + "epoch [1266] L = 29.332579, acc = 0.915000\n", + "epoch [1267] L = 29.312180, acc = 0.915000\n", + "epoch [1268] L = 29.291792, acc = 0.915000\n", + "epoch [1269] L = 29.271413, acc = 0.915000\n", + "epoch [1270] L = 29.251045, acc = 0.915000\n", + "epoch [1271] L = 29.230687, acc = 0.915000\n", + "epoch [1272] L = 29.210340, acc = 0.915000\n", + "epoch [1273] L = 29.190004, acc = 0.915000\n", + "epoch [1274] L = 29.169678, acc = 0.915000\n", + "epoch [1275] L = 29.149364, acc = 0.915000\n", + "epoch [1276] L = 29.129060, acc = 0.915000\n", + "epoch [1277] L = 29.108768, acc = 0.915000\n", + "epoch [1278] L = 29.088487, acc = 0.915000\n", + "epoch [1279] L = 29.068218, acc = 0.915000\n", + "epoch [1280] L = 29.047960, acc = 0.915000\n", + "epoch [1281] L = 29.027714, acc = 0.915000\n", + "epoch [1282] L = 29.007479, acc = 0.915000\n", + "epoch [1283] L = 28.987257, acc = 0.915000\n", + "epoch [1284] L = 28.967046, acc = 0.915000\n", + "epoch [1285] L = 28.946848, acc = 0.915000\n", + "epoch [1286] L = 28.926662, acc = 0.915000\n", + "epoch [1287] L = 28.906488, acc = 0.915000\n", + "epoch [1288] L = 28.886326, acc = 0.915000\n", + "epoch [1289] L = 28.866177, acc = 0.915000\n", + "epoch [1290] L = 28.846041, acc = 0.915000\n", + "epoch [1291] L = 28.825917, acc = 0.915000\n", + "epoch [1292] L = 28.805807, acc = 0.915000\n", + "epoch [1293] L = 28.785709, acc = 0.915000\n", + "epoch [1294] L = 28.765624, acc = 0.915000\n", + "epoch [1295] L = 28.745553, acc = 0.915000\n", + "epoch [1296] L = 28.725494, acc = 0.915000\n", + "epoch [1297] L = 28.705449, acc = 0.915000\n", + "epoch [1298] L = 28.685418, acc = 0.915000\n", + "epoch [1299] L = 28.665400, acc = 0.915000\n", + "epoch [1300] L = 28.645396, acc = 0.915000\n", + "epoch [1301] L = 28.625405, acc = 0.915000\n", + "epoch [1302] L = 28.605429, acc = 0.915000\n", + "epoch [1303] L = 28.585466, acc = 0.915000\n", + "epoch [1304] L = 28.565518, acc = 0.915000\n", + "epoch [1305] L = 28.545583, acc = 0.915000\n", + "epoch [1306] L = 28.525663, acc = 0.915000\n", + "epoch [1307] L = 28.505757, acc = 0.915000\n", + "epoch [1308] L = 28.485866, acc = 0.915000\n", + "epoch [1309] L = 28.465989, acc = 0.915000\n", + "epoch [1310] L = 28.446126, acc = 0.915000\n", + "epoch [1311] L = 28.426279, acc = 0.915000\n", + "epoch [1312] L = 28.406446, acc = 0.915000\n", + "epoch [1313] L = 28.386628, acc = 0.915000\n", + "epoch [1314] L = 28.366825, acc = 0.915000\n", + "epoch [1315] L = 28.347037, acc = 0.915000\n", + "epoch [1316] L = 28.327264, acc = 0.915000\n", + "epoch [1317] L = 28.307507, acc = 0.915000\n", + "epoch [1318] L = 28.287764, acc = 0.915000\n", + "epoch [1319] L = 28.268038, acc = 0.915000\n", + "epoch [1320] L = 28.248326, acc = 0.915000\n", + "epoch [1321] L = 28.228631, acc = 0.915000\n", + "epoch [1322] L = 28.208951, acc = 0.915000\n", + "epoch [1323] L = 28.189286, acc = 0.915000\n", + "epoch [1324] L = 28.169638, acc = 0.915000\n", + "epoch [1325] L = 28.150005, acc = 0.915000\n", + "epoch [1326] L = 28.130388, acc = 0.915000\n", + "epoch [1327] L = 28.110788, acc = 0.915000\n", + "epoch [1328] L = 28.091204, acc = 0.915000\n", + "epoch [1329] L = 28.071635, acc = 0.915000\n", + "epoch [1330] L = 28.052084, acc = 0.915000\n", + "epoch [1331] L = 28.032548, acc = 0.915000\n", + "epoch [1332] L = 28.013029, acc = 0.915000\n", + "epoch [1333] L = 27.993527, acc = 0.915000\n", + "epoch [1334] L = 27.974041, acc = 0.915000\n", + "epoch [1335] L = 27.954572, acc = 0.915000\n", + "epoch [1336] L = 27.935119, acc = 0.915000\n", + "epoch [1337] L = 27.915684, acc = 0.915000\n", + "epoch [1338] L = 27.896265, acc = 0.915000\n", + "epoch [1339] L = 27.876863, acc = 0.915000\n", + "epoch [1340] L = 27.857479, acc = 0.915000\n", + "epoch [1341] L = 27.838111, acc = 0.915000\n", + "epoch [1342] L = 27.818761, acc = 0.915000\n", + "epoch [1343] L = 27.799428, acc = 0.915000\n", + "epoch [1344] L = 27.780113, acc = 0.915000\n", + "epoch [1345] L = 27.760814, acc = 0.915000\n", + "epoch [1346] L = 27.741534, acc = 0.915000\n", + "epoch [1347] L = 27.722270, acc = 0.915000\n", + "epoch [1348] L = 27.703025, acc = 0.915000\n", + "epoch [1349] L = 27.683797, acc = 0.915000\n", + "epoch [1350] L = 27.664587, acc = 0.915000\n", + "epoch [1351] L = 27.645395, acc = 0.915000\n", + "epoch [1352] L = 27.626220, acc = 0.915000\n", + "epoch [1353] L = 27.607064, acc = 0.915000\n", + "epoch [1354] L = 27.587925, acc = 0.915000\n", + "epoch [1355] L = 27.568805, acc = 0.915000\n", + "epoch [1356] L = 27.549703, acc = 0.915000\n", + "epoch [1357] L = 27.530619, acc = 0.915000\n", + "epoch [1358] L = 27.511553, acc = 0.915000\n", + "epoch [1359] L = 27.492505, acc = 0.915000\n", + "epoch [1360] L = 27.473476, acc = 0.915000\n", + "epoch [1361] L = 27.454465, acc = 0.915000\n", + "epoch [1362] L = 27.435473, acc = 0.915000\n", + "epoch [1363] L = 27.416500, acc = 0.915000\n", + "epoch [1364] L = 27.397545, acc = 0.915000\n", + "epoch [1365] L = 27.378608, acc = 0.915000\n", + "epoch [1366] L = 27.359691, acc = 0.915000\n", + "epoch [1367] L = 27.340792, acc = 0.915000\n", + "epoch [1368] L = 27.321912, acc = 0.915000\n", + "epoch [1369] L = 27.303051, acc = 0.915000\n", + "epoch [1370] L = 27.284209, acc = 0.915000\n", + "epoch [1371] L = 27.265386, acc = 0.915000\n", + "epoch [1372] L = 27.246582, acc = 0.915000\n", + "epoch [1373] L = 27.227797, acc = 0.915000\n", + "epoch [1374] L = 27.209031, acc = 0.915000\n", + "epoch [1375] L = 27.190285, acc = 0.915000\n", + "epoch [1376] L = 27.171558, acc = 0.915000\n", + "epoch [1377] L = 27.152850, acc = 0.915000\n", + "epoch [1378] L = 27.134161, acc = 0.915000\n", + "epoch [1379] L = 27.115492, acc = 0.915000\n", + "epoch [1380] L = 27.096842, acc = 0.915000\n", + "epoch [1381] L = 27.078212, acc = 0.915000\n", + "epoch [1382] L = 27.059602, acc = 0.915000\n", + "epoch [1383] L = 27.041011, acc = 0.915000\n", + "epoch [1384] L = 27.022439, acc = 0.915000\n", + "epoch [1385] L = 27.003888, acc = 0.915000\n", + "epoch [1386] L = 26.985356, acc = 0.915000\n", + "epoch [1387] L = 26.966844, acc = 0.915000\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "epoch [1041] L = 38.547558, acc = 0.850000\n", - "epoch [1042] L = 38.547410, acc = 0.850000\n", - "epoch [1043] L = 38.547263, acc = 0.850000\n", - "epoch [1044] L = 38.547116, acc = 0.850000\n", - "epoch [1045] L = 38.546969, acc = 0.850000\n", - "epoch [1046] L = 38.546823, acc = 0.850000\n", - "epoch [1047] L = 38.546676, acc = 0.850000\n", - "epoch [1048] L = 38.546530, acc = 0.850000\n", - "epoch [1049] L = 38.546384, acc = 0.845000\n", - "epoch [1050] L = 38.546238, acc = 0.845000\n", - "epoch [1051] L = 38.546092, acc = 0.845000\n", - "epoch [1052] L = 38.545947, acc = 0.845000\n", - "epoch [1053] L = 38.545802, acc = 0.845000\n", - "epoch [1054] L = 38.545656, acc = 0.845000\n", - "epoch [1055] L = 38.545512, acc = 0.845000\n", - "epoch [1056] L = 38.545367, acc = 0.845000\n", - "epoch [1057] L = 38.545222, acc = 0.845000\n", - "epoch [1058] L = 38.545078, acc = 0.845000\n", - "epoch [1059] L = 38.544934, acc = 0.845000\n", - "epoch [1060] L = 38.544790, acc = 0.845000\n", - "epoch [1061] L = 38.544646, acc = 0.845000\n", - "epoch [1062] L = 38.544502, acc = 0.845000\n", - "epoch [1063] L = 38.544359, acc = 0.845000\n", - "epoch [1064] L = 38.544216, acc = 0.845000\n", - "epoch [1065] L = 38.544073, acc = 0.845000\n", - "epoch [1066] L = 38.543930, acc = 0.845000\n", - "epoch [1067] L = 38.543787, acc = 0.845000\n", - "epoch [1068] L = 38.543645, acc = 0.845000\n", - "epoch [1069] L = 38.543502, acc = 0.845000\n", - "epoch [1070] L = 38.543360, acc = 0.845000\n", - "epoch [1071] L = 38.543218, acc = 0.845000\n", - "epoch [1072] L = 38.543077, acc = 0.845000\n", - "epoch [1073] L = 38.542935, acc = 0.845000\n", - "epoch [1074] L = 38.542794, acc = 0.845000\n", - "epoch [1075] L = 38.542652, acc = 0.845000\n", - "epoch [1076] L = 38.542511, acc = 0.845000\n", - "epoch [1077] L = 38.542370, acc = 0.845000\n", - "epoch [1078] L = 38.542230, acc = 0.845000\n", - "epoch [1079] L = 38.542089, acc = 0.845000\n", - "epoch [1080] L = 38.541949, acc = 0.845000\n", - "epoch [1081] L = 38.541809, acc = 0.845000\n", - "epoch [1082] L = 38.541669, acc = 0.845000\n", - "epoch [1083] L = 38.541529, acc = 0.845000\n", - "epoch [1084] L = 38.541389, acc = 0.845000\n", - "epoch [1085] L = 38.541250, acc = 0.845000\n", - "epoch [1086] L = 38.541111, acc = 0.845000\n", - "epoch [1087] L = 38.540972, acc = 0.845000\n", - "epoch [1088] L = 38.540833, acc = 0.845000\n", - "epoch [1089] L = 38.540694, acc = 0.845000\n", - "epoch [1090] L = 38.540555, acc = 0.845000\n", - "epoch [1091] L = 38.540417, acc = 0.845000\n", - "epoch [1092] L = 38.540279, acc = 0.845000\n", - "epoch [1093] L = 38.540141, acc = 0.845000\n", - "epoch [1094] L = 38.540003, acc = 0.845000\n", - "epoch [1095] L = 38.539865, acc = 0.845000\n", - "epoch [1096] L = 38.539728, acc = 0.845000\n", - "epoch [1097] L = 38.539590, acc = 0.845000\n", - "epoch [1098] L = 38.539453, acc = 0.845000\n", - "epoch [1099] L = 38.539316, acc = 0.845000\n", - "epoch [1100] L = 38.539179, acc = 0.845000\n", - "epoch [1101] L = 38.539043, acc = 0.845000\n", - "epoch [1102] L = 38.538906, acc = 0.845000\n", - "epoch [1103] L = 38.538770, acc = 0.845000\n", - "epoch [1104] L = 38.538634, acc = 0.845000\n", - "epoch [1105] L = 38.538498, acc = 0.845000\n", - "epoch [1106] L = 38.538362, acc = 0.845000\n", - "epoch [1107] L = 38.538226, acc = 0.845000\n", - "epoch [1108] L = 38.538090, acc = 0.845000\n", - "epoch [1109] L = 38.537955, acc = 0.845000\n", - "epoch [1110] L = 38.537820, acc = 0.845000\n", - "epoch [1111] L = 38.537685, acc = 0.845000\n", - "epoch [1112] L = 38.537550, acc = 0.845000\n", - "epoch [1113] L = 38.537415, acc = 0.845000\n", - "epoch [1114] L = 38.537281, acc = 0.845000\n", - "epoch [1115] L = 38.537147, acc = 0.845000\n", - "epoch [1116] L = 38.537012, acc = 0.845000\n", - "epoch [1117] L = 38.536878, acc = 0.845000\n", - "epoch [1118] L = 38.536744, acc = 0.845000\n", - "epoch [1119] L = 38.536611, acc = 0.845000\n", - "epoch [1120] L = 38.536477, acc = 0.845000\n", - "epoch [1121] L = 38.536344, acc = 0.845000\n", - "epoch [1122] L = 38.536211, acc = 0.845000\n", - "epoch [1123] L = 38.536078, acc = 0.845000\n", - "epoch [1124] L = 38.535945, acc = 0.845000\n", - "epoch [1125] L = 38.535812, acc = 0.845000\n", - "epoch [1126] L = 38.535679, acc = 0.845000\n", - "epoch [1127] L = 38.535547, acc = 0.845000\n", - "epoch [1128] L = 38.535415, acc = 0.845000\n", - "epoch [1129] L = 38.535283, acc = 0.845000\n", - "epoch [1130] L = 38.535151, acc = 0.845000\n", - "epoch [1131] L = 38.535019, acc = 0.845000\n", - "epoch [1132] L = 38.534887, acc = 0.845000\n", - "epoch [1133] L = 38.534756, acc = 0.845000\n", - "epoch [1134] L = 38.534624, acc = 0.845000\n", - "epoch [1135] L = 38.534493, acc = 0.845000\n", - "epoch [1136] L = 38.534362, acc = 0.845000\n", - "epoch [1137] L = 38.534231, acc = 0.845000\n", - "epoch [1138] L = 38.534101, acc = 0.845000\n", - "epoch [1139] L = 38.533970, acc = 0.845000\n", - "epoch [1140] L = 38.533840, acc = 0.845000\n", - "epoch [1141] L = 38.533709, acc = 0.845000\n", - "epoch [1142] L = 38.533579, acc = 0.845000\n", - "epoch [1143] L = 38.533449, acc = 0.845000\n", - "epoch [1144] L = 38.533320, acc = 0.845000\n", - "epoch [1145] L = 38.533190, acc = 0.845000\n", - "epoch [1146] L = 38.533060, acc = 0.845000\n", - "epoch [1147] L = 38.532931, acc = 0.845000\n", - "epoch [1148] L = 38.532802, acc = 0.845000\n", - "epoch [1149] L = 38.532673, acc = 0.845000\n", - "epoch [1150] L = 38.532544, acc = 0.845000\n", - "epoch [1151] L = 38.532415, acc = 0.845000\n", - "epoch [1152] L = 38.532287, acc = 0.845000\n", - "epoch [1153] L = 38.532158, acc = 0.845000\n", - "epoch [1154] L = 38.532030, acc = 0.845000\n", - "epoch [1155] L = 38.531902, acc = 0.845000\n", - "epoch [1156] L = 38.531774, acc = 0.845000\n", - "epoch [1157] L = 38.531646, acc = 0.845000\n", - "epoch [1158] L = 38.531518, acc = 0.845000\n", - "epoch [1159] L = 38.531391, acc = 0.845000\n", - "epoch [1160] L = 38.531263, acc = 0.845000\n", - "epoch [1161] L = 38.531136, acc = 0.845000\n", - "epoch [1162] L = 38.531009, acc = 0.845000\n", - "epoch [1163] L = 38.530882, acc = 0.845000\n", - "epoch [1164] L = 38.530755, acc = 0.845000\n", - "epoch [1165] L = 38.530628, acc = 0.845000\n", - "epoch [1166] L = 38.530502, acc = 0.845000\n", - "epoch [1167] L = 38.530376, acc = 0.845000\n", - "epoch [1168] L = 38.530249, acc = 0.845000\n", - "epoch [1169] L = 38.530123, acc = 0.845000\n", - "epoch [1170] L = 38.529997, acc = 0.845000\n", - "epoch [1171] L = 38.529871, acc = 0.845000\n", - "epoch [1172] L = 38.529746, acc = 0.845000\n", - "epoch [1173] L = 38.529620, acc = 0.845000\n", - "epoch [1174] L = 38.529495, acc = 0.845000\n", - "epoch [1175] L = 38.529369, acc = 0.845000\n", - "epoch [1176] L = 38.529244, acc = 0.845000\n", - "epoch [1177] L = 38.529119, acc = 0.845000\n", - "epoch [1178] L = 38.528995, acc = 0.845000\n", - "epoch [1179] L = 38.528870, acc = 0.845000\n", - "epoch [1180] L = 38.528745, acc = 0.845000\n", - "epoch [1181] L = 38.528621, acc = 0.845000\n", - "epoch [1182] L = 38.528497, acc = 0.845000\n", - "epoch [1183] L = 38.528372, acc = 0.845000\n", - "epoch [1184] L = 38.528248, acc = 0.845000\n", - "epoch [1185] L = 38.528125, acc = 0.845000\n", - "epoch [1186] L = 38.528001, acc = 0.845000\n", - "epoch [1187] L = 38.527877, acc = 0.845000\n", - "epoch [1188] L = 38.527754, acc = 0.845000\n", - "epoch [1189] L = 38.527630, acc = 0.845000\n", - "epoch [1190] L = 38.527507, acc = 0.845000\n", - "epoch [1191] L = 38.527384, acc = 0.845000\n", - "epoch [1192] L = 38.527261, acc = 0.845000\n", - "epoch [1193] L = 38.527139, acc = 0.845000\n", - "epoch [1194] L = 38.527016, acc = 0.845000\n", - "epoch [1195] L = 38.526893, acc = 0.845000\n", - "epoch [1196] L = 38.526771, acc = 0.845000\n", - "epoch [1197] L = 38.526649, acc = 0.845000\n", - "epoch [1198] L = 38.526527, acc = 0.845000\n", - "epoch [1199] L = 38.526405, acc = 0.845000\n", - "epoch [1200] L = 38.526283, acc = 0.845000\n", - "epoch [1201] L = 38.526161, acc = 0.845000\n", - "epoch [1202] L = 38.526040, acc = 0.845000\n", - "epoch [1203] L = 38.525918, acc = 0.845000\n", - "epoch [1204] L = 38.525797, acc = 0.845000\n", - "epoch [1205] L = 38.525676, acc = 0.845000\n", - "epoch [1206] L = 38.525555, acc = 0.845000\n", - "epoch [1207] L = 38.525434, acc = 0.845000\n", - "epoch [1208] L = 38.525313, acc = 0.845000\n", - "epoch [1209] L = 38.525192, acc = 0.845000\n", - "epoch [1210] L = 38.525072, acc = 0.845000\n", - "epoch [1211] L = 38.524951, acc = 0.845000\n", - "epoch [1212] L = 38.524831, acc = 0.845000\n", - "epoch [1213] L = 38.524711, acc = 0.845000\n", - "epoch [1214] L = 38.524591, acc = 0.845000\n", - "epoch [1215] L = 38.524471, acc = 0.845000\n", - "epoch [1216] L = 38.524351, acc = 0.845000\n", - "epoch [1217] L = 38.524231, acc = 0.845000\n", - "epoch [1218] L = 38.524112, acc = 0.845000\n", - "epoch [1219] L = 38.523993, acc = 0.845000\n", - "epoch [1220] L = 38.523873, acc = 0.845000\n", - "epoch [1221] L = 38.523754, acc = 0.845000\n", - "epoch [1222] L = 38.523635, acc = 0.845000\n", - "epoch [1223] L = 38.523516, acc = 0.845000\n", - "epoch [1224] L = 38.523397, acc = 0.845000\n", - "epoch [1225] L = 38.523279, acc = 0.845000\n", - "epoch [1226] L = 38.523160, acc = 0.845000\n", - "epoch [1227] L = 38.523042, acc = 0.845000\n", - "epoch [1228] L = 38.522924, acc = 0.845000\n", - "epoch [1229] L = 38.522806, acc = 0.845000\n", - "epoch [1230] L = 38.522688, acc = 0.845000\n", - "epoch [1231] L = 38.522570, acc = 0.845000\n", - "epoch [1232] L = 38.522452, acc = 0.845000\n", - "epoch [1233] L = 38.522334, acc = 0.845000\n", - "epoch [1234] L = 38.522217, acc = 0.845000\n", - "epoch [1235] L = 38.522099, acc = 0.845000\n", - "epoch [1236] L = 38.521982, acc = 0.845000\n", - "epoch [1237] L = 38.521865, acc = 0.845000\n", - "epoch [1238] L = 38.521748, acc = 0.845000\n", - "epoch [1239] L = 38.521631, acc = 0.845000\n", - "epoch [1240] L = 38.521514, acc = 0.845000\n", - "epoch [1241] L = 38.521397, acc = 0.845000\n", - "epoch [1242] L = 38.521281, acc = 0.845000\n", - "epoch [1243] L = 38.521164, acc = 0.845000\n", - "epoch [1244] L = 38.521048, acc = 0.845000\n", - "epoch [1245] L = 38.520932, acc = 0.845000\n", - "epoch [1246] L = 38.520816, acc = 0.845000\n", - "epoch [1247] L = 38.520700, acc = 0.845000\n", - "epoch [1248] L = 38.520584, acc = 0.845000\n", - "epoch [1249] L = 38.520468, acc = 0.845000\n", - "epoch [1250] L = 38.520353, acc = 0.845000\n", - "epoch [1251] L = 38.520237, acc = 0.845000\n", - "epoch [1252] L = 38.520122, acc = 0.845000\n", - "epoch [1253] L = 38.520006, acc = 0.845000\n", - "epoch [1254] L = 38.519891, acc = 0.845000\n", - "epoch [1255] L = 38.519776, acc = 0.845000\n", - "epoch [1256] L = 38.519661, acc = 0.845000\n", - "epoch [1257] L = 38.519547, acc = 0.845000\n", - "epoch [1258] L = 38.519432, acc = 0.845000\n", - "epoch [1259] L = 38.519317, acc = 0.845000\n", - "epoch [1260] L = 38.519203, acc = 0.845000\n", - "epoch [1261] L = 38.519089, acc = 0.845000\n", - "epoch [1262] L = 38.518974, acc = 0.845000\n", - "epoch [1263] L = 38.518860, acc = 0.845000\n", - "epoch [1264] L = 38.518746, acc = 0.845000\n", - "epoch [1265] L = 38.518632, acc = 0.845000\n", - "epoch [1266] L = 38.518519, acc = 0.845000\n", - "epoch [1267] L = 38.518405, acc = 0.845000\n", - "epoch [1268] L = 38.518291, acc = 0.845000\n", - "epoch [1269] L = 38.518178, acc = 0.845000\n", - "epoch [1270] L = 38.518065, acc = 0.845000\n", - "epoch [1271] L = 38.517951, acc = 0.845000\n", - "epoch [1272] L = 38.517838, acc = 0.845000\n", - "epoch [1273] L = 38.517725, acc = 0.845000\n", - "epoch [1274] L = 38.517612, acc = 0.845000\n", - "epoch [1275] L = 38.517500, acc = 0.845000\n", - "epoch [1276] L = 38.517387, acc = 0.845000\n", - "epoch [1277] L = 38.517274, acc = 0.845000\n", - "epoch [1278] L = 38.517162, acc = 0.845000\n", - "epoch [1279] L = 38.517050, acc = 0.845000\n", - "epoch [1280] L = 38.516937, acc = 0.845000\n", - "epoch [1281] L = 38.516825, acc = 0.845000\n", - "epoch [1282] L = 38.516713, acc = 0.845000\n", - "epoch [1283] L = 38.516601, acc = 0.845000\n", - "epoch [1284] L = 38.516490, acc = 0.845000\n", - "epoch [1285] L = 38.516378, acc = 0.845000\n", - "epoch [1286] L = 38.516266, acc = 0.845000\n", - "epoch [1287] L = 38.516155, acc = 0.845000\n", - "epoch [1288] L = 38.516044, acc = 0.845000\n", - "epoch [1289] L = 38.515932, acc = 0.845000\n", - "epoch [1290] L = 38.515821, acc = 0.845000\n", - "epoch [1291] L = 38.515710, acc = 0.845000\n", - "epoch [1292] L = 38.515599, acc = 0.845000\n", - "epoch [1293] L = 38.515488, acc = 0.845000\n", - "epoch [1294] L = 38.515378, acc = 0.845000\n", - "epoch [1295] L = 38.515267, acc = 0.845000\n", - "epoch [1296] L = 38.515157, acc = 0.845000\n", - "epoch [1297] L = 38.515046, acc = 0.845000\n", - "epoch [1298] L = 38.514936, acc = 0.845000\n", - "epoch [1299] L = 38.514826, acc = 0.845000\n", - "epoch [1300] L = 38.514716, acc = 0.845000\n", - "epoch [1301] L = 38.514606, acc = 0.845000\n", - "epoch [1302] L = 38.514496, acc = 0.845000\n", - "epoch [1303] L = 38.514386, acc = 0.845000\n", - "epoch [1304] L = 38.514276, acc = 0.845000\n", - "epoch [1305] L = 38.514167, acc = 0.845000\n", - "epoch [1306] L = 38.514057, acc = 0.845000\n", - "epoch [1307] L = 38.513948, acc = 0.845000\n", - "epoch [1308] L = 38.513839, acc = 0.845000\n", - "epoch [1309] L = 38.513729, acc = 0.845000\n", - "epoch [1310] L = 38.513620, acc = 0.845000\n", - "epoch [1311] L = 38.513511, acc = 0.845000\n", - "epoch [1312] L = 38.513403, acc = 0.845000\n", - "epoch [1313] L = 38.513294, acc = 0.845000\n", - "epoch [1314] L = 38.513185, acc = 0.845000\n", - "epoch [1315] L = 38.513077, acc = 0.845000\n", - "epoch [1316] L = 38.512968, acc = 0.845000\n", - "epoch [1317] L = 38.512860, acc = 0.845000\n", - "epoch [1318] L = 38.512752, acc = 0.845000\n", - "epoch [1319] L = 38.512643, acc = 0.845000\n", - "epoch [1320] L = 38.512535, acc = 0.845000\n", - "epoch [1321] L = 38.512427, acc = 0.845000\n", - "epoch [1322] L = 38.512320, acc = 0.845000\n", - "epoch [1323] L = 38.512212, acc = 0.845000\n", - "epoch [1324] L = 38.512104, acc = 0.845000\n", - "epoch [1325] L = 38.511997, acc = 0.845000\n", - "epoch [1326] L = 38.511889, acc = 0.845000\n", - "epoch [1327] L = 38.511782, acc = 0.845000\n", - "epoch [1328] L = 38.511674, acc = 0.845000\n", - "epoch [1329] L = 38.511567, acc = 0.845000\n", - "epoch [1330] L = 38.511460, acc = 0.845000\n", - "epoch [1331] L = 38.511353, acc = 0.845000\n", - "epoch [1332] L = 38.511246, acc = 0.845000\n", - "epoch [1333] L = 38.511140, acc = 0.845000\n", - "epoch [1334] L = 38.511033, acc = 0.845000\n", - "epoch [1335] L = 38.510926, acc = 0.845000\n", - "epoch [1336] L = 38.510820, acc = 0.845000\n", - "epoch [1337] L = 38.510713, acc = 0.845000\n", - "epoch [1338] L = 38.510607, acc = 0.845000\n", - "epoch [1339] L = 38.510501, acc = 0.845000\n", - "epoch [1340] L = 38.510395, acc = 0.845000\n", - "epoch [1341] L = 38.510289, acc = 0.845000\n", - "epoch [1342] L = 38.510183, acc = 0.845000\n", - "epoch [1343] L = 38.510077, acc = 0.845000\n", - "epoch [1344] L = 38.509971, acc = 0.845000\n", - "epoch [1345] L = 38.509866, acc = 0.845000\n", - "epoch [1346] L = 38.509760, acc = 0.845000\n", - "epoch [1347] L = 38.509655, acc = 0.845000\n", - "epoch [1348] L = 38.509549, acc = 0.845000\n", - "epoch [1349] L = 38.509444, acc = 0.845000\n", - "epoch [1350] L = 38.509339, acc = 0.845000\n", - "epoch [1351] L = 38.509234, acc = 0.845000\n", - "epoch [1352] L = 38.509129, acc = 0.845000\n", - "epoch [1353] L = 38.509024, acc = 0.845000\n", - "epoch [1354] L = 38.508919, acc = 0.845000\n", - "epoch [1355] L = 38.508814, acc = 0.845000\n", - "epoch [1356] L = 38.508710, acc = 0.845000\n", - "epoch [1357] L = 38.508605, acc = 0.845000\n", - "epoch [1358] L = 38.508501, acc = 0.845000\n", - "epoch [1359] L = 38.508396, acc = 0.845000\n", - "epoch [1360] L = 38.508292, acc = 0.845000\n", - "epoch [1361] L = 38.508188, acc = 0.845000\n", - "epoch [1362] L = 38.508084, acc = 0.845000\n", - "epoch [1363] L = 38.507980, acc = 0.845000\n", - "epoch [1364] L = 38.507876, acc = 0.845000\n", - "epoch [1365] L = 38.507772, acc = 0.845000\n", - "epoch [1366] L = 38.507669, acc = 0.845000\n", - "epoch [1367] L = 38.507565, acc = 0.845000\n", - "epoch [1368] L = 38.507461, acc = 0.845000\n", - "epoch [1369] L = 38.507358, acc = 0.845000\n", - "epoch [1370] L = 38.507255, acc = 0.845000\n", - "epoch [1371] L = 38.507151, acc = 0.845000\n", - "epoch [1372] L = 38.507048, acc = 0.845000\n", - "epoch [1373] L = 38.506945, acc = 0.845000\n", - "epoch [1374] L = 38.506842, acc = 0.845000\n", - "epoch [1375] L = 38.506739, acc = 0.845000\n", - "epoch [1376] L = 38.506636, acc = 0.845000\n", - "epoch [1377] L = 38.506534, acc = 0.845000\n", - "epoch [1378] L = 38.506431, acc = 0.845000\n", - "epoch [1379] L = 38.506328, acc = 0.845000\n", - "epoch [1380] L = 38.506226, acc = 0.845000\n", - "epoch [1381] L = 38.506123, acc = 0.845000\n", - "epoch [1382] L = 38.506021, acc = 0.845000\n", - "epoch [1383] L = 38.505919, acc = 0.845000\n", - "epoch [1384] L = 38.505817, acc = 0.845000\n", - "epoch [1385] L = 38.505715, acc = 0.845000\n", - "epoch [1386] L = 38.505613, acc = 0.845000\n", - "epoch [1387] L = 38.505511, acc = 0.845000\n", - "epoch [1388] L = 38.505409, acc = 0.845000\n", - "epoch [1389] L = 38.505307, acc = 0.845000\n", - "epoch [1390] L = 38.505206, acc = 0.845000\n", - "epoch [1391] L = 38.505104, acc = 0.845000\n", - "epoch [1392] L = 38.505003, acc = 0.845000\n", - "epoch [1393] L = 38.504901, acc = 0.845000\n", - "epoch [1394] L = 38.504800, acc = 0.845000\n", - "epoch [1395] L = 38.504699, acc = 0.845000\n", - "epoch [1396] L = 38.504598, acc = 0.845000\n", - "epoch [1397] L = 38.504497, acc = 0.845000\n", - "epoch [1398] L = 38.504396, acc = 0.845000\n", - "epoch [1399] L = 38.504295, acc = 0.845000\n", - "epoch [1400] L = 38.504194, acc = 0.845000\n", - "epoch [1401] L = 38.504093, acc = 0.845000\n", - "epoch [1402] L = 38.503993, acc = 0.845000\n", - "epoch [1403] L = 38.503892, acc = 0.845000\n", - "epoch [1404] L = 38.503792, acc = 0.845000\n", - "epoch [1405] L = 38.503691, acc = 0.845000\n", - "epoch [1406] L = 38.503591, acc = 0.845000\n", - "epoch [1407] L = 38.503491, acc = 0.845000\n", - "epoch [1408] L = 38.503391, acc = 0.845000\n", - "epoch [1409] L = 38.503291, acc = 0.845000\n", - "epoch [1410] L = 38.503191, acc = 0.845000\n", - "epoch [1411] L = 38.503091, acc = 0.845000\n", - "epoch [1412] L = 38.502991, acc = 0.845000\n", - "epoch [1413] L = 38.502891, acc = 0.845000\n", - "epoch [1414] L = 38.502792, acc = 0.845000\n", - "epoch [1415] L = 38.502692, acc = 0.845000\n", - "epoch [1416] L = 38.502593, acc = 0.845000\n", - "epoch [1417] L = 38.502493, acc = 0.845000\n", - "epoch [1418] L = 38.502394, acc = 0.845000\n", - "epoch [1419] L = 38.502295, acc = 0.845000\n", - "epoch [1420] L = 38.502195, acc = 0.845000\n", - "epoch [1421] L = 38.502096, acc = 0.845000\n", - "epoch [1422] L = 38.501997, acc = 0.845000\n", - "epoch [1423] L = 38.501898, acc = 0.845000\n", - "epoch [1424] L = 38.501800, acc = 0.845000\n", - "epoch [1425] L = 38.501701, acc = 0.845000\n", - "epoch [1426] L = 38.501602, acc = 0.845000\n", - "epoch [1427] L = 38.501503, acc = 0.845000\n", - "epoch [1428] L = 38.501405, acc = 0.845000\n", - "epoch [1429] L = 38.501307, acc = 0.845000\n", - "epoch [1430] L = 38.501208, acc = 0.845000\n", - "epoch [1431] L = 38.501110, acc = 0.845000\n", - "epoch [1432] L = 38.501012, acc = 0.845000\n", - "epoch [1433] L = 38.500913, acc = 0.845000\n", - "epoch [1434] L = 38.500815, acc = 0.845000\n", - "epoch [1435] L = 38.500717, acc = 0.845000\n", - "epoch [1436] L = 38.500619, acc = 0.845000\n", - "epoch [1437] L = 38.500522, acc = 0.845000\n", - "epoch [1438] L = 38.500424, acc = 0.845000\n", - "epoch [1439] L = 38.500326, acc = 0.845000\n", - "epoch [1440] L = 38.500229, acc = 0.845000\n", - "epoch [1441] L = 38.500131, acc = 0.845000\n", - "epoch [1442] L = 38.500034, acc = 0.845000\n", - "epoch [1443] L = 38.499936, acc = 0.845000\n", - "epoch [1444] L = 38.499839, acc = 0.845000\n", - "epoch [1445] L = 38.499742, acc = 0.845000\n", - "epoch [1446] L = 38.499644, acc = 0.845000\n", - "epoch [1447] L = 38.499547, acc = 0.845000\n", - "epoch [1448] L = 38.499450, acc = 0.845000\n", - "epoch [1449] L = 38.499353, acc = 0.845000\n", - "epoch [1450] L = 38.499257, acc = 0.845000\n", - "epoch [1451] L = 38.499160, acc = 0.845000\n", - "epoch [1452] L = 38.499063, acc = 0.845000\n", - "epoch [1453] L = 38.498966, acc = 0.845000\n", - "epoch [1454] L = 38.498870, acc = 0.845000\n", - "epoch [1455] L = 38.498773, acc = 0.845000\n", - "epoch [1456] L = 38.498677, acc = 0.845000\n", - "epoch [1457] L = 38.498581, acc = 0.845000\n", - "epoch [1458] L = 38.498484, acc = 0.845000\n", - "epoch [1459] L = 38.498388, acc = 0.845000\n", - "epoch [1460] L = 38.498292, acc = 0.845000\n", - "epoch [1461] L = 38.498196, acc = 0.845000\n", - "epoch [1462] L = 38.498100, acc = 0.845000\n", - "epoch [1463] L = 38.498004, acc = 0.845000\n", - "epoch [1464] L = 38.497908, acc = 0.845000\n", - "epoch [1465] L = 38.497812, acc = 0.845000\n", - "epoch [1466] L = 38.497717, acc = 0.845000\n", - "epoch [1467] L = 38.497621, acc = 0.845000\n", - "epoch [1468] L = 38.497526, acc = 0.845000\n", - "epoch [1469] L = 38.497430, acc = 0.845000\n", - "epoch [1470] L = 38.497335, acc = 0.845000\n", - "epoch [1471] L = 38.497239, acc = 0.845000\n", - "epoch [1472] L = 38.497144, acc = 0.845000\n", - "epoch [1473] L = 38.497049, acc = 0.845000\n", - "epoch [1474] L = 38.496954, acc = 0.845000\n", - "epoch [1475] L = 38.496859, acc = 0.845000\n", - "epoch [1476] L = 38.496764, acc = 0.845000\n", - "epoch [1477] L = 38.496669, acc = 0.845000\n", - "epoch [1478] L = 38.496574, acc = 0.845000\n", - "epoch [1479] L = 38.496479, acc = 0.845000\n", - "epoch [1480] L = 38.496385, acc = 0.845000\n", - "epoch [1481] L = 38.496290, acc = 0.845000\n", - "epoch [1482] L = 38.496195, acc = 0.845000\n", - "epoch [1483] L = 38.496101, acc = 0.845000\n", - "epoch [1484] L = 38.496006, acc = 0.845000\n", - "epoch [1485] L = 38.495912, acc = 0.845000\n", - "epoch [1486] L = 38.495818, acc = 0.845000\n", - "epoch [1487] L = 38.495724, acc = 0.845000\n", - "epoch [1488] L = 38.495629, acc = 0.845000\n", - "epoch [1489] L = 38.495535, acc = 0.845000\n", - "epoch [1490] L = 38.495441, acc = 0.845000\n", - "epoch [1491] L = 38.495347, acc = 0.845000\n", - "epoch [1492] L = 38.495254, acc = 0.845000\n", - "epoch [1493] L = 38.495160, acc = 0.845000\n", - "epoch [1494] L = 38.495066, acc = 0.845000\n", - "epoch [1495] L = 38.494972, acc = 0.845000\n", - "epoch [1496] L = 38.494879, acc = 0.845000\n", - "epoch [1497] L = 38.494785, acc = 0.845000\n", - "epoch [1498] L = 38.494692, acc = 0.845000\n", - "epoch [1499] L = 38.494598, acc = 0.845000\n", - "epoch [1500] L = 38.494505, acc = 0.845000\n", - "epoch [1501] L = 38.494412, acc = 0.845000\n", - "epoch [1502] L = 38.494319, acc = 0.845000\n", - "epoch [1503] L = 38.494225, acc = 0.845000\n", - "epoch [1504] L = 38.494132, acc = 0.845000\n", - "epoch [1505] L = 38.494039, acc = 0.845000\n", - "epoch [1506] L = 38.493946, acc = 0.845000\n", - "epoch [1507] L = 38.493854, acc = 0.845000\n", - "epoch [1508] L = 38.493761, acc = 0.845000\n", - "epoch [1509] L = 38.493668, acc = 0.845000\n", - "epoch [1510] L = 38.493575, acc = 0.845000\n", - "epoch [1511] L = 38.493483, acc = 0.845000\n", - "epoch [1512] L = 38.493390, acc = 0.845000\n", - "epoch [1513] L = 38.493298, acc = 0.845000\n", - "epoch [1514] L = 38.493205, acc = 0.845000\n", - "epoch [1515] L = 38.493113, acc = 0.845000\n", - "epoch [1516] L = 38.493021, acc = 0.845000\n", - "epoch [1517] L = 38.492929, acc = 0.845000\n", - "epoch [1518] L = 38.492836, acc = 0.845000\n", - "epoch [1519] L = 38.492744, acc = 0.845000\n", - "epoch [1520] L = 38.492652, acc = 0.845000\n", - "epoch [1521] L = 38.492560, acc = 0.845000\n", - "epoch [1522] L = 38.492468, acc = 0.845000\n", - "epoch [1523] L = 38.492377, acc = 0.845000\n", - "epoch [1524] L = 38.492285, acc = 0.845000\n", - "epoch [1525] L = 38.492193, acc = 0.845000\n", - "epoch [1526] L = 38.492101, acc = 0.845000\n", - "epoch [1527] L = 38.492010, acc = 0.845000\n", - "epoch [1528] L = 38.491918, acc = 0.845000\n", - "epoch [1529] L = 38.491827, acc = 0.845000\n", - "epoch [1530] L = 38.491736, acc = 0.845000\n", - "epoch [1531] L = 38.491644, acc = 0.845000\n", - "epoch [1532] L = 38.491553, acc = 0.845000\n", - "epoch [1533] L = 38.491462, acc = 0.845000\n", - "epoch [1534] L = 38.491371, acc = 0.845000\n", - "epoch [1535] L = 38.491280, acc = 0.845000\n", - "epoch [1536] L = 38.491189, acc = 0.845000\n", - "epoch [1537] L = 38.491098, acc = 0.845000\n", - "epoch [1538] L = 38.491007, acc = 0.845000\n", - "epoch [1539] L = 38.490916, acc = 0.845000\n", - "epoch [1540] L = 38.490825, acc = 0.845000\n", - "epoch [1541] L = 38.490735, acc = 0.845000\n", - "epoch [1542] L = 38.490644, acc = 0.845000\n", - "epoch [1543] L = 38.490553, acc = 0.845000\n", - "epoch [1544] L = 38.490463, acc = 0.845000\n", - "epoch [1545] L = 38.490372, acc = 0.845000\n", - "epoch [1546] L = 38.490282, acc = 0.845000\n", - "epoch [1547] L = 38.490192, acc = 0.845000\n", - "epoch [1548] L = 38.490101, acc = 0.845000\n", - "epoch [1549] L = 38.490011, acc = 0.845000\n", - "epoch [1550] L = 38.489921, acc = 0.845000\n", - "epoch [1551] L = 38.489831, acc = 0.845000\n", - "epoch [1552] L = 38.489741, acc = 0.845000\n", - "epoch [1553] L = 38.489651, acc = 0.845000\n", - "epoch [1554] L = 38.489561, acc = 0.845000\n", - "epoch [1555] L = 38.489471, acc = 0.845000\n", - "epoch [1556] L = 38.489381, acc = 0.845000\n", - "epoch [1557] L = 38.489292, acc = 0.845000\n", - "epoch [1558] L = 38.489202, acc = 0.845000\n", - "epoch [1559] L = 38.489112, acc = 0.845000\n", - "epoch [1560] L = 38.489023, acc = 0.845000\n", - "epoch [1561] L = 38.488933, acc = 0.845000\n", - "epoch [1562] L = 38.488844, acc = 0.845000\n", - "epoch [1563] L = 38.488755, acc = 0.845000\n", - "epoch [1564] L = 38.488665, acc = 0.845000\n", - "epoch [1565] L = 38.488576, acc = 0.845000\n", - "epoch [1566] L = 38.488487, acc = 0.845000\n", - "epoch [1567] L = 38.488398, acc = 0.845000\n", - "epoch [1568] L = 38.488309, acc = 0.845000\n", - "epoch [1569] L = 38.488220, acc = 0.845000\n", - "epoch [1570] L = 38.488131, acc = 0.845000\n", - "epoch [1571] L = 38.488042, acc = 0.845000\n", - "epoch [1572] L = 38.487953, acc = 0.845000\n", - "epoch [1573] L = 38.487864, acc = 0.845000\n", - "epoch [1574] L = 38.487775, acc = 0.845000\n", - "epoch [1575] L = 38.487687, acc = 0.845000\n", - "epoch [1576] L = 38.487598, acc = 0.845000\n", - "epoch [1577] L = 38.487510, acc = 0.845000\n", - "epoch [1578] L = 38.487421, acc = 0.845000\n", - "epoch [1579] L = 38.487333, acc = 0.845000\n", - "epoch [1580] L = 38.487244, acc = 0.845000\n", - "epoch [1581] L = 38.487156, acc = 0.845000\n" + "epoch [1388] L = 26.948352, acc = 0.920000\n", + "epoch [1389] L = 26.929880, acc = 0.920000\n", + "epoch [1390] L = 26.911427, acc = 0.920000\n", + "epoch [1391] L = 26.892995, acc = 0.920000\n", + "epoch [1392] L = 26.874582, acc = 0.920000\n", + "epoch [1393] L = 26.856190, acc = 0.920000\n", + "epoch [1394] L = 26.837818, acc = 0.920000\n", + "epoch [1395] L = 26.819466, acc = 0.920000\n", + "epoch [1396] L = 26.801134, acc = 0.920000\n", + "epoch [1397] L = 26.782823, acc = 0.920000\n", + "epoch [1398] L = 26.764531, acc = 0.920000\n", + "epoch [1399] L = 26.746260, acc = 0.925000\n", + "epoch [1400] L = 26.728010, acc = 0.925000\n", + "epoch [1401] L = 26.709779, acc = 0.925000\n", + "epoch [1402] L = 26.691569, acc = 0.925000\n", + "epoch [1403] L = 26.673380, acc = 0.925000\n", + "epoch [1404] L = 26.655211, acc = 0.925000\n", + "epoch [1405] L = 26.637063, acc = 0.925000\n", + "epoch [1406] L = 26.618935, acc = 0.925000\n", + "epoch [1407] L = 26.600828, acc = 0.925000\n", + "epoch [1408] L = 26.582741, acc = 0.925000\n", + "epoch [1409] L = 26.564675, acc = 0.925000\n", + "epoch [1410] L = 26.546630, acc = 0.925000\n", + "epoch [1411] L = 26.528606, acc = 0.925000\n", + "epoch [1412] L = 26.510602, acc = 0.925000\n", + "epoch [1413] L = 26.492619, acc = 0.925000\n", + "epoch [1414] L = 26.474657, acc = 0.925000\n", + "epoch [1415] L = 26.456716, acc = 0.925000\n", + "epoch [1416] L = 26.438796, acc = 0.925000\n", + "epoch [1417] L = 26.420897, acc = 0.925000\n", + "epoch [1418] L = 26.403018, acc = 0.925000\n", + "epoch [1419] L = 26.385161, acc = 0.925000\n", + "epoch [1420] L = 26.367325, acc = 0.925000\n", + "epoch [1421] L = 26.349510, acc = 0.925000\n", + "epoch [1422] L = 26.331715, acc = 0.925000\n", + "epoch [1423] L = 26.313942, acc = 0.925000\n", + "epoch [1424] L = 26.296191, acc = 0.930000\n", + "epoch [1425] L = 26.278460, acc = 0.930000\n", + "epoch [1426] L = 26.260750, acc = 0.930000\n", + "epoch [1427] L = 26.243062, acc = 0.930000\n", + "epoch [1428] L = 26.225395, acc = 0.930000\n", + "epoch [1429] L = 26.207749, acc = 0.930000\n", + "epoch [1430] L = 26.190125, acc = 0.930000\n", + "epoch [1431] L = 26.172522, acc = 0.930000\n", + "epoch [1432] L = 26.154940, acc = 0.930000\n", + "epoch [1433] L = 26.137379, acc = 0.930000\n", + "epoch [1434] L = 26.119840, acc = 0.930000\n", + "epoch [1435] L = 26.102323, acc = 0.930000\n", + "epoch [1436] L = 26.084826, acc = 0.930000\n", + "epoch [1437] L = 26.067352, acc = 0.930000\n", + "epoch [1438] L = 26.049898, acc = 0.930000\n", + "epoch [1439] L = 26.032467, acc = 0.930000\n", + "epoch [1440] L = 26.015056, acc = 0.930000\n", + "epoch [1441] L = 25.997668, acc = 0.930000\n", + "epoch [1442] L = 25.980301, acc = 0.930000\n", + "epoch [1443] L = 25.962955, acc = 0.930000\n", + "epoch [1444] L = 25.945631, acc = 0.930000\n", + "epoch [1445] L = 25.928329, acc = 0.930000\n", + "epoch [1446] L = 25.911048, acc = 0.930000\n", + "epoch [1447] L = 25.893789, acc = 0.930000\n", + "epoch [1448] L = 25.876552, acc = 0.930000\n", + "epoch [1449] L = 25.859336, acc = 0.930000\n", + "epoch [1450] L = 25.842142, acc = 0.930000\n", + "epoch [1451] L = 25.824970, acc = 0.930000\n", + "epoch [1452] L = 25.807820, acc = 0.930000\n", + "epoch [1453] L = 25.790691, acc = 0.930000\n", + "epoch [1454] L = 25.773584, acc = 0.930000\n", + "epoch [1455] L = 25.756499, acc = 0.930000\n", + "epoch [1456] L = 25.739436, acc = 0.930000\n", + "epoch [1457] L = 25.722394, acc = 0.930000\n", + "epoch [1458] L = 25.705374, acc = 0.930000\n", + "epoch [1459] L = 25.688377, acc = 0.930000\n", + "epoch [1460] L = 25.671401, acc = 0.930000\n", + "epoch [1461] L = 25.654447, acc = 0.930000\n", + "epoch [1462] L = 25.637514, acc = 0.930000\n", + "epoch [1463] L = 25.620604, acc = 0.930000\n", + "epoch [1464] L = 25.603716, acc = 0.930000\n", + "epoch [1465] L = 25.586849, acc = 0.930000\n", + "epoch [1466] L = 25.570004, acc = 0.930000\n", + "epoch [1467] L = 25.553182, acc = 0.930000\n", + "epoch [1468] L = 25.536381, acc = 0.930000\n", + "epoch [1469] L = 25.519602, acc = 0.930000\n", + "epoch [1470] L = 25.502846, acc = 0.930000\n", + "epoch [1471] L = 25.486111, acc = 0.930000\n", + "epoch [1472] L = 25.469398, acc = 0.930000\n", + "epoch [1473] L = 25.452707, acc = 0.930000\n", + "epoch [1474] L = 25.436038, acc = 0.930000\n", + "epoch [1475] L = 25.419391, acc = 0.930000\n", + "epoch [1476] L = 25.402767, acc = 0.930000\n", + "epoch [1477] L = 25.386164, acc = 0.930000\n", + "epoch [1478] L = 25.369583, acc = 0.930000\n", + "epoch [1479] L = 25.353024, acc = 0.930000\n", + "epoch [1480] L = 25.336488, acc = 0.930000\n", + "epoch [1481] L = 25.319973, acc = 0.930000\n", + "epoch [1482] L = 25.303480, acc = 0.930000\n", + "epoch [1483] L = 25.287010, acc = 0.930000\n", + "epoch [1484] L = 25.270561, acc = 0.930000\n", + "epoch [1485] L = 25.254135, acc = 0.930000\n", + "epoch [1486] L = 25.237731, acc = 0.930000\n", + "epoch [1487] L = 25.221348, acc = 0.930000\n", + "epoch [1488] L = 25.204988, acc = 0.930000\n", + "epoch [1489] L = 25.188650, acc = 0.930000\n", + "epoch [1490] L = 25.172334, acc = 0.930000\n", + "epoch [1491] L = 25.156040, acc = 0.930000\n", + "epoch [1492] L = 25.139768, acc = 0.930000\n", + "epoch [1493] L = 25.123518, acc = 0.930000\n", + "epoch [1494] L = 25.107291, acc = 0.930000\n", + "epoch [1495] L = 25.091085, acc = 0.930000\n", + "epoch [1496] L = 25.074901, acc = 0.930000\n", + "epoch [1497] L = 25.058740, acc = 0.930000\n", + "epoch [1498] L = 25.042601, acc = 0.930000\n", + "epoch [1499] L = 25.026483, acc = 0.930000\n", + "epoch [1500] L = 25.010388, acc = 0.930000\n", + "epoch [1501] L = 24.994315, acc = 0.930000\n", + "epoch [1502] L = 24.978264, acc = 0.930000\n", + "epoch [1503] L = 24.962235, acc = 0.930000\n", + "epoch [1504] L = 24.946228, acc = 0.930000\n", + "epoch [1505] L = 24.930243, acc = 0.930000\n", + "epoch [1506] L = 24.914280, acc = 0.930000\n", + "epoch [1507] L = 24.898340, acc = 0.930000\n", + "epoch [1508] L = 24.882421, acc = 0.930000\n", + "epoch [1509] L = 24.866525, acc = 0.930000\n", + "epoch [1510] L = 24.850650, acc = 0.930000\n", + "epoch [1511] L = 24.834798, acc = 0.930000\n", + "epoch [1512] L = 24.818968, acc = 0.930000\n", + "epoch [1513] L = 24.803159, acc = 0.930000\n", + "epoch [1514] L = 24.787373, acc = 0.930000\n", + "epoch [1515] L = 24.771609, acc = 0.930000\n", + "epoch [1516] L = 24.755867, acc = 0.930000\n", + "epoch [1517] L = 24.740146, acc = 0.930000\n", + "epoch [1518] L = 24.724448, acc = 0.930000\n", + "epoch [1519] L = 24.708772, acc = 0.930000\n", + "epoch [1520] L = 24.693118, acc = 0.930000\n", + "epoch [1521] L = 24.677486, acc = 0.930000\n", + "epoch [1522] L = 24.661876, acc = 0.930000\n", + "epoch [1523] L = 24.646288, acc = 0.930000\n", + "epoch [1524] L = 24.630722, acc = 0.930000\n", + "epoch [1525] L = 24.615177, acc = 0.930000\n", + "epoch [1526] L = 24.599655, acc = 0.930000\n", + "epoch [1527] L = 24.584155, acc = 0.930000\n", + "epoch [1528] L = 24.568677, acc = 0.930000\n", + "epoch [1529] L = 24.553220, acc = 0.930000\n", + "epoch [1530] L = 24.537786, acc = 0.930000\n", + "epoch [1531] L = 24.522374, acc = 0.930000\n", + "epoch [1532] L = 24.506983, acc = 0.930000\n", + "epoch [1533] L = 24.491614, acc = 0.930000\n", + "epoch [1534] L = 24.476267, acc = 0.930000\n", + "epoch [1535] L = 24.460943, acc = 0.930000\n", + "epoch [1536] L = 24.445640, acc = 0.930000\n", + "epoch [1537] L = 24.430358, acc = 0.930000\n", + "epoch [1538] L = 24.415099, acc = 0.930000\n", + "epoch [1539] L = 24.399862, acc = 0.930000\n", + "epoch [1540] L = 24.384646, acc = 0.930000\n", + "epoch [1541] L = 24.369452, acc = 0.930000\n", + "epoch [1542] L = 24.354280, acc = 0.930000\n", + "epoch [1543] L = 24.339130, acc = 0.930000\n", + "epoch [1544] L = 24.324001, acc = 0.930000\n", + "epoch [1545] L = 24.308895, acc = 0.930000\n", + "epoch [1546] L = 24.293810, acc = 0.930000\n", + "epoch [1547] L = 24.278747, acc = 0.930000\n", + "epoch [1548] L = 24.263705, acc = 0.930000\n", + "epoch [1549] L = 24.248685, acc = 0.930000\n", + "epoch [1550] L = 24.233687, acc = 0.930000\n", + "epoch [1551] L = 24.218711, acc = 0.930000\n", + "epoch [1552] L = 24.203756, acc = 0.930000\n", + "epoch [1553] L = 24.188823, acc = 0.930000\n", + "epoch [1554] L = 24.173912, acc = 0.930000\n", + "epoch [1555] L = 24.159022, acc = 0.930000\n", + "epoch [1556] L = 24.144154, acc = 0.930000\n", + "epoch [1557] L = 24.129307, acc = 0.930000\n", + "epoch [1558] L = 24.114482, acc = 0.935000\n", + "epoch [1559] L = 24.099679, acc = 0.935000\n", + "epoch [1560] L = 24.084897, acc = 0.935000\n", + "epoch [1561] L = 24.070137, acc = 0.935000\n", + "epoch [1562] L = 24.055398, acc = 0.935000\n", + "epoch [1563] L = 24.040681, acc = 0.935000\n", + "epoch [1564] L = 24.025985, acc = 0.935000\n", + "epoch [1565] L = 24.011310, acc = 0.935000\n", + "epoch [1566] L = 23.996657, acc = 0.935000\n", + "epoch [1567] L = 23.982026, acc = 0.935000\n", + "epoch [1568] L = 23.967416, acc = 0.935000\n", + "epoch [1569] L = 23.952827, acc = 0.935000\n", + "epoch [1570] L = 23.938260, acc = 0.935000\n", + "epoch [1571] L = 23.923714, acc = 0.935000\n", + "epoch [1572] L = 23.909189, acc = 0.935000\n", + "epoch [1573] L = 23.894686, acc = 0.935000\n", + "epoch [1574] L = 23.880204, acc = 0.935000\n", + "epoch [1575] L = 23.865744, acc = 0.935000\n", + "epoch [1576] L = 23.851304, acc = 0.935000\n", + "epoch [1577] L = 23.836886, acc = 0.935000\n", + "epoch [1578] L = 23.822489, acc = 0.935000\n", + "epoch [1579] L = 23.808113, acc = 0.935000\n", + "epoch [1580] L = 23.793759, acc = 0.935000\n", + "epoch [1581] L = 23.779426, acc = 0.935000\n", + "epoch [1582] L = 23.765113, acc = 0.935000\n", + "epoch [1583] L = 23.750822, acc = 0.935000\n", + "epoch [1584] L = 23.736552, acc = 0.935000\n", + "epoch [1585] L = 23.722303, acc = 0.935000\n", + "epoch [1586] L = 23.708076, acc = 0.935000\n", + "epoch [1587] L = 23.693869, acc = 0.935000\n", + "epoch [1588] L = 23.679683, acc = 0.940000\n", + "epoch [1589] L = 23.665518, acc = 0.940000\n", + "epoch [1590] L = 23.651375, acc = 0.940000\n", + "epoch [1591] L = 23.637252, acc = 0.940000\n", + "epoch [1592] L = 23.623150, acc = 0.940000\n", + "epoch [1593] L = 23.609069, acc = 0.940000\n", + "epoch [1594] L = 23.595009, acc = 0.940000\n", + "epoch [1595] L = 23.580970, acc = 0.940000\n", + "epoch [1596] L = 23.566952, acc = 0.940000\n", + "epoch [1597] L = 23.552954, acc = 0.940000\n", + "epoch [1598] L = 23.538978, acc = 0.940000\n", + "epoch [1599] L = 23.525022, acc = 0.940000\n", + "epoch [1600] L = 23.511087, acc = 0.940000\n", + "epoch [1601] L = 23.497172, acc = 0.940000\n", + "epoch [1602] L = 23.483278, acc = 0.940000\n", + "epoch [1603] L = 23.469406, acc = 0.940000\n", + "epoch [1604] L = 23.455553, acc = 0.940000\n", + "epoch [1605] L = 23.441722, acc = 0.940000\n", + "epoch [1606] L = 23.427910, acc = 0.940000\n", + "epoch [1607] L = 23.414120, acc = 0.940000\n", + "epoch [1608] L = 23.400350, acc = 0.940000\n", + "epoch [1609] L = 23.386601, acc = 0.940000\n", + "epoch [1610] L = 23.372872, acc = 0.940000\n", + "epoch [1611] L = 23.359164, acc = 0.940000\n", + "epoch [1612] L = 23.345476, acc = 0.940000\n", + "epoch [1613] L = 23.331808, acc = 0.940000\n", + "epoch [1614] L = 23.318161, acc = 0.940000\n", + "epoch [1615] L = 23.304535, acc = 0.940000\n", + "epoch [1616] L = 23.290929, acc = 0.940000\n", + "epoch [1617] L = 23.277343, acc = 0.940000\n", + "epoch [1618] L = 23.263777, acc = 0.940000\n", + "epoch [1619] L = 23.250232, acc = 0.940000\n", + "epoch [1620] L = 23.236707, acc = 0.940000\n", + "epoch [1621] L = 23.223202, acc = 0.940000\n", + "epoch [1622] L = 23.209718, acc = 0.940000\n", + "epoch [1623] L = 23.196254, acc = 0.940000\n", + "epoch [1624] L = 23.182809, acc = 0.940000\n", + "epoch [1625] L = 23.169385, acc = 0.940000\n", + "epoch [1626] L = 23.155982, acc = 0.940000\n", + "epoch [1627] L = 23.142598, acc = 0.940000\n", + "epoch [1628] L = 23.129234, acc = 0.940000\n", + "epoch [1629] L = 23.115890, acc = 0.940000\n", + "epoch [1630] L = 23.102567, acc = 0.940000\n", + "epoch [1631] L = 23.089263, acc = 0.940000\n", + "epoch [1632] L = 23.075979, acc = 0.940000\n", + "epoch [1633] L = 23.062715, acc = 0.940000\n", + "epoch [1634] L = 23.049471, acc = 0.940000\n", + "epoch [1635] L = 23.036247, acc = 0.940000\n", + "epoch [1636] L = 23.023043, acc = 0.940000\n", + "epoch [1637] L = 23.009859, acc = 0.940000\n", + "epoch [1638] L = 22.996694, acc = 0.940000\n", + "epoch [1639] L = 22.983549, acc = 0.940000\n", + "epoch [1640] L = 22.970424, acc = 0.940000\n", + "epoch [1641] L = 22.957319, acc = 0.940000\n", + "epoch [1642] L = 22.944233, acc = 0.940000\n", + "epoch [1643] L = 22.931167, acc = 0.940000\n", + "epoch [1644] L = 22.918120, acc = 0.940000\n", + "epoch [1645] L = 22.905093, acc = 0.940000\n", + "epoch [1646] L = 22.892086, acc = 0.940000\n", + "epoch [1647] L = 22.879098, acc = 0.940000\n", + "epoch [1648] L = 22.866130, acc = 0.940000\n", + "epoch [1649] L = 22.853181, acc = 0.940000\n", + "epoch [1650] L = 22.840252, acc = 0.940000\n", + "epoch [1651] L = 22.827342, acc = 0.940000\n", + "epoch [1652] L = 22.814451, acc = 0.940000\n", + "epoch [1653] L = 22.801580, acc = 0.940000\n", + "epoch [1654] L = 22.788728, acc = 0.940000\n", + "epoch [1655] L = 22.775895, acc = 0.940000\n", + "epoch [1656] L = 22.763082, acc = 0.940000\n", + "epoch [1657] L = 22.750288, acc = 0.940000\n", + "epoch [1658] L = 22.737513, acc = 0.940000\n", + "epoch [1659] L = 22.724758, acc = 0.940000\n", + "epoch [1660] L = 22.712021, acc = 0.940000\n", + "epoch [1661] L = 22.699304, acc = 0.940000\n", + "epoch [1662] L = 22.686605, acc = 0.940000\n", + "epoch [1663] L = 22.673926, acc = 0.940000\n", + "epoch [1664] L = 22.661266, acc = 0.940000\n", + "epoch [1665] L = 22.648625, acc = 0.940000\n", + "epoch [1666] L = 22.636003, acc = 0.940000\n", + "epoch [1667] L = 22.623399, acc = 0.940000\n", + "epoch [1668] L = 22.610815, acc = 0.940000\n", + "epoch [1669] L = 22.598249, acc = 0.940000\n", + "epoch [1670] L = 22.585703, acc = 0.940000\n", + "epoch [1671] L = 22.573175, acc = 0.940000\n", + "epoch [1672] L = 22.560666, acc = 0.940000\n", + "epoch [1673] L = 22.548176, acc = 0.940000\n", + "epoch [1674] L = 22.535704, acc = 0.940000\n", + "epoch [1675] L = 22.523251, acc = 0.940000\n", + "epoch [1676] L = 22.510817, acc = 0.940000\n", + "epoch [1677] L = 22.498402, acc = 0.940000\n", + "epoch [1678] L = 22.486005, acc = 0.940000\n", + "epoch [1679] L = 22.473626, acc = 0.940000\n", + "epoch [1680] L = 22.461267, acc = 0.940000\n", + "epoch [1681] L = 22.448925, acc = 0.940000\n", + "epoch [1682] L = 22.436602, acc = 0.940000\n", + "epoch [1683] L = 22.424298, acc = 0.940000\n", + "epoch [1684] L = 22.412012, acc = 0.940000\n", + "epoch [1685] L = 22.399745, acc = 0.940000\n", + "epoch [1686] L = 22.387495, acc = 0.940000\n", + "epoch [1687] L = 22.375264, acc = 0.940000\n", + "epoch [1688] L = 22.363052, acc = 0.940000\n", + "epoch [1689] L = 22.350858, acc = 0.940000\n", + "epoch [1690] L = 22.338681, acc = 0.940000\n", + "epoch [1691] L = 22.326524, acc = 0.940000\n", + "epoch [1692] L = 22.314384, acc = 0.940000\n", + "epoch [1693] L = 22.302262, acc = 0.940000\n", + "epoch [1694] L = 22.290159, acc = 0.940000\n", + "epoch [1695] L = 22.278073, acc = 0.940000\n", + "epoch [1696] L = 22.266006, acc = 0.940000\n", + "epoch [1697] L = 22.253956, acc = 0.940000\n", + "epoch [1698] L = 22.241925, acc = 0.940000\n", + "epoch [1699] L = 22.229911, acc = 0.940000\n", + "epoch [1700] L = 22.217916, acc = 0.940000\n", + "epoch [1701] L = 22.205938, acc = 0.940000\n", + "epoch [1702] L = 22.193978, acc = 0.940000\n", + "epoch [1703] L = 22.182036, acc = 0.940000\n", + "epoch [1704] L = 22.170112, acc = 0.940000\n", + "epoch [1705] L = 22.158205, acc = 0.940000\n", + "epoch [1706] L = 22.146317, acc = 0.940000\n", + "epoch [1707] L = 22.134446, acc = 0.940000\n", + "epoch [1708] L = 22.122592, acc = 0.940000\n", + "epoch [1709] L = 22.110756, acc = 0.940000\n", + "epoch [1710] L = 22.098938, acc = 0.940000\n", + "epoch [1711] L = 22.087137, acc = 0.940000\n", + "epoch [1712] L = 22.075354, acc = 0.940000\n", + "epoch [1713] L = 22.063588, acc = 0.940000\n", + "epoch [1714] L = 22.051840, acc = 0.940000\n", + "epoch [1715] L = 22.040109, acc = 0.940000\n", + "epoch [1716] L = 22.028396, acc = 0.940000\n", + "epoch [1717] L = 22.016700, acc = 0.940000\n", + "epoch [1718] L = 22.005021, acc = 0.940000\n", + "epoch [1719] L = 21.993359, acc = 0.940000\n", + "epoch [1720] L = 21.981715, acc = 0.940000\n", + "epoch [1721] L = 21.970088, acc = 0.940000\n", + "epoch [1722] L = 21.958478, acc = 0.940000\n", + "epoch [1723] L = 21.946886, acc = 0.940000\n", + "epoch [1724] L = 21.935310, acc = 0.940000\n", + "epoch [1725] L = 21.923752, acc = 0.940000\n", + "epoch [1726] L = 21.912210, acc = 0.945000\n", + "epoch [1727] L = 21.900686, acc = 0.945000\n", + "epoch [1728] L = 21.889178, acc = 0.945000\n", + "epoch [1729] L = 21.877688, acc = 0.945000\n", + "epoch [1730] L = 21.866215, acc = 0.945000\n", + "epoch [1731] L = 21.854758, acc = 0.945000\n", + "epoch [1732] L = 21.843318, acc = 0.945000\n", + "epoch [1733] L = 21.831895, acc = 0.945000\n", + "epoch [1734] L = 21.820489, acc = 0.945000\n", + "epoch [1735] L = 21.809100, acc = 0.945000\n", + "epoch [1736] L = 21.797727, acc = 0.945000\n", + "epoch [1737] L = 21.786371, acc = 0.945000\n", + "epoch [1738] L = 21.775032, acc = 0.945000\n", + "epoch [1739] L = 21.763709, acc = 0.945000\n", + "epoch [1740] L = 21.752403, acc = 0.945000\n", + "epoch [1741] L = 21.741114, acc = 0.945000\n", + "epoch [1742] L = 21.729841, acc = 0.945000\n", + "epoch [1743] L = 21.718584, acc = 0.945000\n", + "epoch [1744] L = 21.707344, acc = 0.945000\n", + "epoch [1745] L = 21.696120, acc = 0.945000\n", + "epoch [1746] L = 21.684913, acc = 0.945000\n", + "epoch [1747] L = 21.673722, acc = 0.945000\n", + "epoch [1748] L = 21.662548, acc = 0.945000\n", + "epoch [1749] L = 21.651390, acc = 0.945000\n", + "epoch [1750] L = 21.640248, acc = 0.945000\n", + "epoch [1751] L = 21.629122, acc = 0.945000\n", + "epoch [1752] L = 21.618012, acc = 0.945000\n", + "epoch [1753] L = 21.606919, acc = 0.945000\n", + "epoch [1754] L = 21.595841, acc = 0.945000\n", + "epoch [1755] L = 21.584780, acc = 0.945000\n", + "epoch [1756] L = 21.573735, acc = 0.945000\n", + "epoch [1757] L = 21.562706, acc = 0.945000\n", + "epoch [1758] L = 21.551693, acc = 0.945000\n", + "epoch [1759] L = 21.540695, acc = 0.945000\n", + "epoch [1760] L = 21.529714, acc = 0.945000\n", + "epoch [1761] L = 21.518749, acc = 0.945000\n", + "epoch [1762] L = 21.507799, acc = 0.945000\n", + "epoch [1763] L = 21.496865, acc = 0.945000\n", + "epoch [1764] L = 21.485947, acc = 0.945000\n", + "epoch [1765] L = 21.475045, acc = 0.945000\n", + "epoch [1766] L = 21.464159, acc = 0.945000\n", + "epoch [1767] L = 21.453288, acc = 0.945000\n", + "epoch [1768] L = 21.442433, acc = 0.945000\n", + "epoch [1769] L = 21.431593, acc = 0.945000\n", + "epoch [1770] L = 21.420769, acc = 0.945000\n", + "epoch [1771] L = 21.409961, acc = 0.945000\n", + "epoch [1772] L = 21.399168, acc = 0.945000\n", + "epoch [1773] L = 21.388391, acc = 0.945000\n", + "epoch [1774] L = 21.377629, acc = 0.945000\n", + "epoch [1775] L = 21.366882, acc = 0.945000\n", + "epoch [1776] L = 21.356151, acc = 0.945000\n", + "epoch [1777] L = 21.345435, acc = 0.945000\n", + "epoch [1778] L = 21.334735, acc = 0.945000\n", + "epoch [1779] L = 21.324049, acc = 0.945000\n", + "epoch [1780] L = 21.313379, acc = 0.945000\n", + "epoch [1781] L = 21.302725, acc = 0.945000\n", + "epoch [1782] L = 21.292085, acc = 0.945000\n", + "epoch [1783] L = 21.281460, acc = 0.945000\n", + "epoch [1784] L = 21.270851, acc = 0.945000\n", + "epoch [1785] L = 21.260257, acc = 0.945000\n", + "epoch [1786] L = 21.249678, acc = 0.945000\n", + "epoch [1787] L = 21.239113, acc = 0.945000\n", + "epoch [1788] L = 21.228564, acc = 0.945000\n", + "epoch [1789] L = 21.218030, acc = 0.945000\n", + "epoch [1790] L = 21.207510, acc = 0.945000\n", + "epoch [1791] L = 21.197006, acc = 0.945000\n", + "epoch [1792] L = 21.186516, acc = 0.945000\n", + "epoch [1793] L = 21.176041, acc = 0.945000\n", + "epoch [1794] L = 21.165581, acc = 0.945000\n", + "epoch [1795] L = 21.155136, acc = 0.945000\n", + "epoch [1796] L = 21.144705, acc = 0.945000\n", + "epoch [1797] L = 21.134289, acc = 0.945000\n", + "epoch [1798] L = 21.123888, acc = 0.945000\n", + "epoch [1799] L = 21.113501, acc = 0.945000\n", + "epoch [1800] L = 21.103129, acc = 0.945000\n", + "epoch [1801] L = 21.092771, acc = 0.945000\n", + "epoch [1802] L = 21.082428, acc = 0.945000\n", + "epoch [1803] L = 21.072099, acc = 0.945000\n", + "epoch [1804] L = 21.061785, acc = 0.945000\n", + "epoch [1805] L = 21.051485, acc = 0.945000\n", + "epoch [1806] L = 21.041199, acc = 0.945000\n", + "epoch [1807] L = 21.030928, acc = 0.945000\n", + "epoch [1808] L = 21.020671, acc = 0.945000\n", + "epoch [1809] L = 21.010429, acc = 0.945000\n", + "epoch [1810] L = 21.000200, acc = 0.945000\n", + "epoch [1811] L = 20.989986, acc = 0.945000\n", + "epoch [1812] L = 20.979786, acc = 0.945000\n", + "epoch [1813] L = 20.969600, acc = 0.945000\n", + "epoch [1814] L = 20.959428, acc = 0.945000\n", + "epoch [1815] L = 20.949270, acc = 0.945000\n", + "epoch [1816] L = 20.939127, acc = 0.945000\n", + "epoch [1817] L = 20.928997, acc = 0.945000\n", + "epoch [1818] L = 20.918881, acc = 0.945000\n", + "epoch [1819] L = 20.908779, acc = 0.945000\n", + "epoch [1820] L = 20.898691, acc = 0.945000\n", + "epoch [1821] L = 20.888617, acc = 0.945000\n", + "epoch [1822] L = 20.878557, acc = 0.945000\n", + "epoch [1823] L = 20.868510, acc = 0.945000\n", + "epoch [1824] L = 20.858478, acc = 0.945000\n", + "epoch [1825] L = 20.848459, acc = 0.945000\n", + "epoch [1826] L = 20.838453, acc = 0.945000\n", + "epoch [1827] L = 20.828462, acc = 0.945000\n", + "epoch [1828] L = 20.818484, acc = 0.945000\n", + "epoch [1829] L = 20.808519, acc = 0.945000\n", + "epoch [1830] L = 20.798568, acc = 0.945000\n", + "epoch [1831] L = 20.788631, acc = 0.945000\n", + "epoch [1832] L = 20.778707, acc = 0.945000\n", + "epoch [1833] L = 20.768797, acc = 0.945000\n", + "epoch [1834] L = 20.758900, acc = 0.945000\n", + "epoch [1835] L = 20.749016, acc = 0.945000\n", + "epoch [1836] L = 20.739146, acc = 0.945000\n", + "epoch [1837] L = 20.729289, acc = 0.945000\n", + "epoch [1838] L = 20.719446, acc = 0.945000\n", + "epoch [1839] L = 20.709615, acc = 0.945000\n", + "epoch [1840] L = 20.699798, acc = 0.945000\n", + "epoch [1841] L = 20.689994, acc = 0.945000\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "epoch [1582] L = 38.487068, acc = 0.845000\n", - "epoch [1583] L = 38.486979, acc = 0.845000\n", - "epoch [1584] L = 38.486891, acc = 0.845000\n", - "epoch [1585] L = 38.486803, acc = 0.845000\n", - "epoch [1586] L = 38.486715, acc = 0.845000\n", - "epoch [1587] L = 38.486627, acc = 0.845000\n", - "epoch [1588] L = 38.486539, acc = 0.845000\n", - "epoch [1589] L = 38.486451, acc = 0.845000\n", - "epoch [1590] L = 38.486364, acc = 0.845000\n", - "epoch [1591] L = 38.486276, acc = 0.845000\n", - "epoch [1592] L = 38.486188, acc = 0.845000\n", - "epoch [1593] L = 38.486101, acc = 0.845000\n", - "epoch [1594] L = 38.486013, acc = 0.845000\n", - "epoch [1595] L = 38.485925, acc = 0.845000\n", - "epoch [1596] L = 38.485838, acc = 0.845000\n", - "epoch [1597] L = 38.485750, acc = 0.845000\n", - "epoch [1598] L = 38.485663, acc = 0.845000\n", - "epoch [1599] L = 38.485576, acc = 0.845000\n", - "epoch [1600] L = 38.485489, acc = 0.845000\n", - "epoch [1601] L = 38.485401, acc = 0.845000\n", - "epoch [1602] L = 38.485314, acc = 0.845000\n", - "epoch [1603] L = 38.485227, acc = 0.845000\n", - "epoch [1604] L = 38.485140, acc = 0.845000\n", - "epoch [1605] L = 38.485053, acc = 0.845000\n", - "epoch [1606] L = 38.484966, acc = 0.845000\n", - "epoch [1607] L = 38.484879, acc = 0.845000\n", - "epoch [1608] L = 38.484792, acc = 0.845000\n", - "epoch [1609] L = 38.484706, acc = 0.845000\n", - "epoch [1610] L = 38.484619, acc = 0.845000\n", - "epoch [1611] L = 38.484532, acc = 0.845000\n", - "epoch [1612] L = 38.484446, acc = 0.845000\n", - "epoch [1613] L = 38.484359, acc = 0.845000\n", - "epoch [1614] L = 38.484273, acc = 0.845000\n", - "epoch [1615] L = 38.484186, acc = 0.845000\n", - "epoch [1616] L = 38.484100, acc = 0.845000\n", - "epoch [1617] L = 38.484014, acc = 0.845000\n", - "epoch [1618] L = 38.483927, acc = 0.845000\n", - "epoch [1619] L = 38.483841, acc = 0.845000\n", - "epoch [1620] L = 38.483755, acc = 0.845000\n", - "epoch [1621] L = 38.483669, acc = 0.845000\n", - "epoch [1622] L = 38.483583, acc = 0.845000\n", - "epoch [1623] L = 38.483497, acc = 0.845000\n", - "epoch [1624] L = 38.483411, acc = 0.845000\n", - "epoch [1625] L = 38.483325, acc = 0.845000\n", - "epoch [1626] L = 38.483239, acc = 0.845000\n", - "epoch [1627] L = 38.483153, acc = 0.845000\n", - "epoch [1628] L = 38.483067, acc = 0.845000\n", - "epoch [1629] L = 38.482982, acc = 0.845000\n", - "epoch [1630] L = 38.482896, acc = 0.845000\n", - "epoch [1631] L = 38.482810, acc = 0.845000\n", - "epoch [1632] L = 38.482725, acc = 0.845000\n", - "epoch [1633] L = 38.482639, acc = 0.845000\n", - "epoch [1634] L = 38.482554, acc = 0.845000\n", - "epoch [1635] L = 38.482469, acc = 0.845000\n", - "epoch [1636] L = 38.482383, acc = 0.845000\n", - "epoch [1637] L = 38.482298, acc = 0.845000\n", - "epoch [1638] L = 38.482213, acc = 0.845000\n", - "epoch [1639] L = 38.482127, acc = 0.845000\n", - "epoch [1640] L = 38.482042, acc = 0.845000\n", - "epoch [1641] L = 38.481957, acc = 0.845000\n", - "epoch [1642] L = 38.481872, acc = 0.845000\n", - "epoch [1643] L = 38.481787, acc = 0.845000\n", - "epoch [1644] L = 38.481702, acc = 0.845000\n", - "epoch [1645] L = 38.481617, acc = 0.845000\n", - "epoch [1646] L = 38.481533, acc = 0.845000\n", - "epoch [1647] L = 38.481448, acc = 0.845000\n", - "epoch [1648] L = 38.481363, acc = 0.845000\n", - "epoch [1649] L = 38.481278, acc = 0.845000\n", - "epoch [1650] L = 38.481194, acc = 0.845000\n", - "epoch [1651] L = 38.481109, acc = 0.845000\n", - "epoch [1652] L = 38.481025, acc = 0.845000\n", - "epoch [1653] L = 38.480940, acc = 0.845000\n", - "epoch [1654] L = 38.480856, acc = 0.845000\n", - "epoch [1655] L = 38.480771, acc = 0.845000\n", - "epoch [1656] L = 38.480687, acc = 0.845000\n", - "epoch [1657] L = 38.480603, acc = 0.845000\n", - "epoch [1658] L = 38.480519, acc = 0.845000\n", - "epoch [1659] L = 38.480434, acc = 0.845000\n", - "epoch [1660] L = 38.480350, acc = 0.845000\n", - "epoch [1661] L = 38.480266, acc = 0.845000\n", - "epoch [1662] L = 38.480182, acc = 0.845000\n", - "epoch [1663] L = 38.480098, acc = 0.845000\n", - "epoch [1664] L = 38.480014, acc = 0.845000\n", - "epoch [1665] L = 38.479930, acc = 0.845000\n", - "epoch [1666] L = 38.479847, acc = 0.845000\n", - "epoch [1667] L = 38.479763, acc = 0.845000\n", - "epoch [1668] L = 38.479679, acc = 0.845000\n", - "epoch [1669] L = 38.479595, acc = 0.845000\n", - "epoch [1670] L = 38.479512, acc = 0.845000\n", - "epoch [1671] L = 38.479428, acc = 0.845000\n", - "epoch [1672] L = 38.479345, acc = 0.845000\n", - "epoch [1673] L = 38.479261, acc = 0.845000\n", - "epoch [1674] L = 38.479178, acc = 0.845000\n", - "epoch [1675] L = 38.479094, acc = 0.845000\n", - "epoch [1676] L = 38.479011, acc = 0.845000\n", - "epoch [1677] L = 38.478928, acc = 0.845000\n", - "epoch [1678] L = 38.478844, acc = 0.845000\n", - "epoch [1679] L = 38.478761, acc = 0.845000\n", - "epoch [1680] L = 38.478678, acc = 0.845000\n", - "epoch [1681] L = 38.478595, acc = 0.845000\n", - "epoch [1682] L = 38.478512, acc = 0.845000\n", - "epoch [1683] L = 38.478429, acc = 0.845000\n", - "epoch [1684] L = 38.478346, acc = 0.845000\n", - "epoch [1685] L = 38.478263, acc = 0.845000\n", - "epoch [1686] L = 38.478180, acc = 0.845000\n", - "epoch [1687] L = 38.478097, acc = 0.845000\n", - "epoch [1688] L = 38.478014, acc = 0.845000\n", - "epoch [1689] L = 38.477932, acc = 0.845000\n", - "epoch [1690] L = 38.477849, acc = 0.845000\n", - "epoch [1691] L = 38.477766, acc = 0.845000\n", - "epoch [1692] L = 38.477684, acc = 0.845000\n", - "epoch [1693] L = 38.477601, acc = 0.845000\n", - "epoch [1694] L = 38.477519, acc = 0.845000\n", - "epoch [1695] L = 38.477436, acc = 0.845000\n", - "epoch [1696] L = 38.477354, acc = 0.845000\n", - "epoch [1697] L = 38.477271, acc = 0.845000\n", - "epoch [1698] L = 38.477189, acc = 0.845000\n", - "epoch [1699] L = 38.477107, acc = 0.845000\n", - "epoch [1700] L = 38.477025, acc = 0.845000\n", - "epoch [1701] L = 38.476942, acc = 0.845000\n", - "epoch [1702] L = 38.476860, acc = 0.845000\n", - "epoch [1703] L = 38.476778, acc = 0.845000\n", - "epoch [1704] L = 38.476696, acc = 0.845000\n", - "epoch [1705] L = 38.476614, acc = 0.845000\n", - "epoch [1706] L = 38.476532, acc = 0.845000\n", - "epoch [1707] L = 38.476450, acc = 0.845000\n", - "epoch [1708] L = 38.476368, acc = 0.845000\n", - "epoch [1709] L = 38.476287, acc = 0.845000\n", - "epoch [1710] L = 38.476205, acc = 0.845000\n", - "epoch [1711] L = 38.476123, acc = 0.845000\n", - "epoch [1712] L = 38.476041, acc = 0.845000\n", - "epoch [1713] L = 38.475960, acc = 0.845000\n", - "epoch [1714] L = 38.475878, acc = 0.845000\n", - "epoch [1715] L = 38.475797, acc = 0.845000\n", - "epoch [1716] L = 38.475715, acc = 0.845000\n", - "epoch [1717] L = 38.475634, acc = 0.845000\n", - "epoch [1718] L = 38.475552, acc = 0.845000\n", - "epoch [1719] L = 38.475471, acc = 0.845000\n", - "epoch [1720] L = 38.475390, acc = 0.845000\n", - "epoch [1721] L = 38.475308, acc = 0.845000\n", - "epoch [1722] L = 38.475227, acc = 0.845000\n", - "epoch [1723] L = 38.475146, acc = 0.845000\n", - "epoch [1724] L = 38.475065, acc = 0.845000\n", - "epoch [1725] L = 38.474984, acc = 0.845000\n", - "epoch [1726] L = 38.474903, acc = 0.845000\n", - "epoch [1727] L = 38.474822, acc = 0.845000\n", - "epoch [1728] L = 38.474741, acc = 0.845000\n", - "epoch [1729] L = 38.474660, acc = 0.845000\n", - "epoch [1730] L = 38.474579, acc = 0.845000\n", - "epoch [1731] L = 38.474498, acc = 0.845000\n", - "epoch [1732] L = 38.474417, acc = 0.845000\n", - "epoch [1733] L = 38.474337, acc = 0.845000\n", - "epoch [1734] L = 38.474256, acc = 0.845000\n", - "epoch [1735] L = 38.474175, acc = 0.845000\n", - "epoch [1736] L = 38.474095, acc = 0.845000\n", - "epoch [1737] L = 38.474014, acc = 0.845000\n", - "epoch [1738] L = 38.473934, acc = 0.845000\n", - "epoch [1739] L = 38.473853, acc = 0.845000\n", - "epoch [1740] L = 38.473773, acc = 0.845000\n", - "epoch [1741] L = 38.473692, acc = 0.845000\n", - "epoch [1742] L = 38.473612, acc = 0.845000\n", - "epoch [1743] L = 38.473532, acc = 0.845000\n", - "epoch [1744] L = 38.473451, acc = 0.845000\n", - "epoch [1745] L = 38.473371, acc = 0.845000\n", - "epoch [1746] L = 38.473291, acc = 0.845000\n", - "epoch [1747] L = 38.473211, acc = 0.845000\n", - "epoch [1748] L = 38.473131, acc = 0.845000\n", - "epoch [1749] L = 38.473051, acc = 0.845000\n", - "epoch [1750] L = 38.472970, acc = 0.845000\n", - "epoch [1751] L = 38.472891, acc = 0.845000\n", - "epoch [1752] L = 38.472811, acc = 0.845000\n", - "epoch [1753] L = 38.472731, acc = 0.845000\n", - "epoch [1754] L = 38.472651, acc = 0.845000\n", - "epoch [1755] L = 38.472571, acc = 0.845000\n", - "epoch [1756] L = 38.472491, acc = 0.845000\n", - "epoch [1757] L = 38.472412, acc = 0.845000\n", - "epoch [1758] L = 38.472332, acc = 0.845000\n", - "epoch [1759] L = 38.472252, acc = 0.845000\n", - "epoch [1760] L = 38.472173, acc = 0.845000\n", - "epoch [1761] L = 38.472093, acc = 0.845000\n", - "epoch [1762] L = 38.472014, acc = 0.845000\n", - "epoch [1763] L = 38.471934, acc = 0.845000\n", - "epoch [1764] L = 38.471855, acc = 0.845000\n", - "epoch [1765] L = 38.471775, acc = 0.845000\n", - "epoch [1766] L = 38.471696, acc = 0.845000\n", - "epoch [1767] L = 38.471617, acc = 0.845000\n", - "epoch [1768] L = 38.471537, acc = 0.845000\n", - "epoch [1769] L = 38.471458, acc = 0.845000\n", - "epoch [1770] L = 38.471379, acc = 0.845000\n", - "epoch [1771] L = 38.471300, acc = 0.845000\n", - "epoch [1772] L = 38.471221, acc = 0.845000\n", - "epoch [1773] L = 38.471142, acc = 0.845000\n", - "epoch [1774] L = 38.471063, acc = 0.845000\n", - "epoch [1775] L = 38.470984, acc = 0.845000\n", - "epoch [1776] L = 38.470905, acc = 0.845000\n", - "epoch [1777] L = 38.470826, acc = 0.845000\n", - "epoch [1778] L = 38.470747, acc = 0.845000\n", - "epoch [1779] L = 38.470668, acc = 0.845000\n", - "epoch [1780] L = 38.470589, acc = 0.845000\n", - "epoch [1781] L = 38.470511, acc = 0.845000\n", - "epoch [1782] L = 38.470432, acc = 0.845000\n", - "epoch [1783] L = 38.470353, acc = 0.845000\n", - "epoch [1784] L = 38.470275, acc = 0.845000\n", - "epoch [1785] L = 38.470196, acc = 0.845000\n", - "epoch [1786] L = 38.470118, acc = 0.845000\n", - "epoch [1787] L = 38.470039, acc = 0.845000\n", - "epoch [1788] L = 38.469961, acc = 0.845000\n", - "epoch [1789] L = 38.469882, acc = 0.845000\n", - "epoch [1790] L = 38.469804, acc = 0.845000\n", - "epoch [1791] L = 38.469725, acc = 0.845000\n", - "epoch [1792] L = 38.469647, acc = 0.845000\n", - "epoch [1793] L = 38.469569, acc = 0.845000\n", - "epoch [1794] L = 38.469491, acc = 0.845000\n", - "epoch [1795] L = 38.469413, acc = 0.845000\n", - "epoch [1796] L = 38.469334, acc = 0.845000\n", - "epoch [1797] L = 38.469256, acc = 0.845000\n", - "epoch [1798] L = 38.469178, acc = 0.845000\n", - "epoch [1799] L = 38.469100, acc = 0.845000\n", - "epoch [1800] L = 38.469022, acc = 0.845000\n", - "epoch [1801] L = 38.468944, acc = 0.845000\n", - "epoch [1802] L = 38.468866, acc = 0.845000\n", - "epoch [1803] L = 38.468789, acc = 0.845000\n", - "epoch [1804] L = 38.468711, acc = 0.845000\n", - "epoch [1805] L = 38.468633, acc = 0.845000\n", - "epoch [1806] L = 38.468555, acc = 0.845000\n", - "epoch [1807] L = 38.468477, acc = 0.845000\n", - "epoch [1808] L = 38.468400, acc = 0.845000\n", - "epoch [1809] L = 38.468322, acc = 0.845000\n", - "epoch [1810] L = 38.468245, acc = 0.845000\n", - "epoch [1811] L = 38.468167, acc = 0.845000\n", - "epoch [1812] L = 38.468089, acc = 0.845000\n", - "epoch [1813] L = 38.468012, acc = 0.845000\n", - "epoch [1814] L = 38.467935, acc = 0.845000\n", - "epoch [1815] L = 38.467857, acc = 0.845000\n", - "epoch [1816] L = 38.467780, acc = 0.845000\n", - "epoch [1817] L = 38.467702, acc = 0.845000\n", - "epoch [1818] L = 38.467625, acc = 0.845000\n", - "epoch [1819] L = 38.467548, acc = 0.845000\n", - "epoch [1820] L = 38.467471, acc = 0.845000\n", - "epoch [1821] L = 38.467394, acc = 0.845000\n", - "epoch [1822] L = 38.467316, acc = 0.845000\n", - "epoch [1823] L = 38.467239, acc = 0.845000\n", - "epoch [1824] L = 38.467162, acc = 0.845000\n", - "epoch [1825] L = 38.467085, acc = 0.845000\n", - "epoch [1826] L = 38.467008, acc = 0.845000\n", - "epoch [1827] L = 38.466931, acc = 0.845000\n", - "epoch [1828] L = 38.466854, acc = 0.845000\n", - "epoch [1829] L = 38.466777, acc = 0.845000\n", - "epoch [1830] L = 38.466701, acc = 0.845000\n", - "epoch [1831] L = 38.466624, acc = 0.845000\n", - "epoch [1832] L = 38.466547, acc = 0.845000\n", - "epoch [1833] L = 38.466470, acc = 0.845000\n", - "epoch [1834] L = 38.466394, acc = 0.845000\n", - "epoch [1835] L = 38.466317, acc = 0.845000\n", - "epoch [1836] L = 38.466240, acc = 0.845000\n", - "epoch [1837] L = 38.466164, acc = 0.845000\n", - "epoch [1838] L = 38.466087, acc = 0.845000\n", - "epoch [1839] L = 38.466011, acc = 0.845000\n", - "epoch [1840] L = 38.465934, acc = 0.845000\n", - "epoch [1841] L = 38.465858, acc = 0.845000\n", - "epoch [1842] L = 38.465781, acc = 0.845000\n", - "epoch [1843] L = 38.465705, acc = 0.845000\n", - "epoch [1844] L = 38.465629, acc = 0.845000\n", - "epoch [1845] L = 38.465553, acc = 0.845000\n", - "epoch [1846] L = 38.465476, acc = 0.845000\n", - "epoch [1847] L = 38.465400, acc = 0.845000\n", - "epoch [1848] L = 38.465324, acc = 0.845000\n", - "epoch [1849] L = 38.465248, acc = 0.845000\n", - "epoch [1850] L = 38.465172, acc = 0.845000\n", - "epoch [1851] L = 38.465096, acc = 0.845000\n", - "epoch [1852] L = 38.465020, acc = 0.845000\n", - "epoch [1853] L = 38.464944, acc = 0.845000\n", - "epoch [1854] L = 38.464868, acc = 0.845000\n", - "epoch [1855] L = 38.464792, acc = 0.845000\n", - "epoch [1856] L = 38.464716, acc = 0.845000\n", - "epoch [1857] L = 38.464640, acc = 0.845000\n", - "epoch [1858] L = 38.464564, acc = 0.845000\n", - "epoch [1859] L = 38.464488, acc = 0.845000\n", - "epoch [1860] L = 38.464413, acc = 0.845000\n", - "epoch [1861] L = 38.464337, acc = 0.845000\n", - "epoch [1862] L = 38.464261, acc = 0.845000\n", - "epoch [1863] L = 38.464186, acc = 0.845000\n", - "epoch [1864] L = 38.464110, acc = 0.845000\n", - "epoch [1865] L = 38.464034, acc = 0.845000\n", - "epoch [1866] L = 38.463959, acc = 0.845000\n", - "epoch [1867] L = 38.463883, acc = 0.845000\n", - "epoch [1868] L = 38.463808, acc = 0.845000\n", - "epoch [1869] L = 38.463733, acc = 0.845000\n", - "epoch [1870] L = 38.463657, acc = 0.845000\n", - "epoch [1871] L = 38.463582, acc = 0.845000\n", - "epoch [1872] L = 38.463506, acc = 0.845000\n", - "epoch [1873] L = 38.463431, acc = 0.845000\n", - "epoch [1874] L = 38.463356, acc = 0.845000\n", - "epoch [1875] L = 38.463281, acc = 0.845000\n", - "epoch [1876] L = 38.463206, acc = 0.845000\n", - "epoch [1877] L = 38.463130, acc = 0.845000\n", - "epoch [1878] L = 38.463055, acc = 0.845000\n", - "epoch [1879] L = 38.462980, acc = 0.845000\n", - "epoch [1880] L = 38.462905, acc = 0.845000\n", - "epoch [1881] L = 38.462830, acc = 0.845000\n", - "epoch [1882] L = 38.462755, acc = 0.845000\n", - "epoch [1883] L = 38.462680, acc = 0.845000\n", - "epoch [1884] L = 38.462605, acc = 0.845000\n", - "epoch [1885] L = 38.462530, acc = 0.845000\n", - "epoch [1886] L = 38.462456, acc = 0.845000\n", - "epoch [1887] L = 38.462381, acc = 0.845000\n", - "epoch [1888] L = 38.462306, acc = 0.845000\n", - "epoch [1889] L = 38.462231, acc = 0.845000\n", - "epoch [1890] L = 38.462157, acc = 0.845000\n", - "epoch [1891] L = 38.462082, acc = 0.845000\n", - "epoch [1892] L = 38.462007, acc = 0.845000\n", - "epoch [1893] L = 38.461933, acc = 0.845000\n", - "epoch [1894] L = 38.461858, acc = 0.845000\n", - "epoch [1895] L = 38.461784, acc = 0.845000\n", - "epoch [1896] L = 38.461709, acc = 0.845000\n", - "epoch [1897] L = 38.461635, acc = 0.845000\n", - "epoch [1898] L = 38.461560, acc = 0.845000\n", - "epoch [1899] L = 38.461486, acc = 0.845000\n", - "epoch [1900] L = 38.461412, acc = 0.845000\n", - "epoch [1901] L = 38.461337, acc = 0.845000\n", - "epoch [1902] L = 38.461263, acc = 0.845000\n", - "epoch [1903] L = 38.461189, acc = 0.845000\n", - "epoch [1904] L = 38.461114, acc = 0.845000\n", - "epoch [1905] L = 38.461040, acc = 0.845000\n", - "epoch [1906] L = 38.460966, acc = 0.845000\n", - "epoch [1907] L = 38.460892, acc = 0.845000\n", - "epoch [1908] L = 38.460818, acc = 0.845000\n", - "epoch [1909] L = 38.460744, acc = 0.845000\n", - "epoch [1910] L = 38.460670, acc = 0.845000\n", - "epoch [1911] L = 38.460596, acc = 0.845000\n", - "epoch [1912] L = 38.460522, acc = 0.845000\n", - "epoch [1913] L = 38.460448, acc = 0.845000\n", - "epoch [1914] L = 38.460374, acc = 0.845000\n", - "epoch [1915] L = 38.460300, acc = 0.845000\n", - "epoch [1916] L = 38.460226, acc = 0.845000\n", - "epoch [1917] L = 38.460153, acc = 0.845000\n", - "epoch [1918] L = 38.460079, acc = 0.845000\n", - "epoch [1919] L = 38.460005, acc = 0.845000\n", - "epoch [1920] L = 38.459931, acc = 0.845000\n", - "epoch [1921] L = 38.459858, acc = 0.845000\n", - "epoch [1922] L = 38.459784, acc = 0.845000\n", - "epoch [1923] L = 38.459711, acc = 0.845000\n", - "epoch [1924] L = 38.459637, acc = 0.845000\n", - "epoch [1925] L = 38.459563, acc = 0.845000\n", - "epoch [1926] L = 38.459490, acc = 0.845000\n", - "epoch [1927] L = 38.459416, acc = 0.845000\n", - "epoch [1928] L = 38.459343, acc = 0.845000\n", - "epoch [1929] L = 38.459270, acc = 0.845000\n", - "epoch [1930] L = 38.459196, acc = 0.845000\n", - "epoch [1931] L = 38.459123, acc = 0.845000\n", - "epoch [1932] L = 38.459050, acc = 0.845000\n", - "epoch [1933] L = 38.458976, acc = 0.845000\n", - "epoch [1934] L = 38.458903, acc = 0.845000\n", - "epoch [1935] L = 38.458830, acc = 0.845000\n", - "epoch [1936] L = 38.458757, acc = 0.845000\n", - "epoch [1937] L = 38.458684, acc = 0.845000\n", - "epoch [1938] L = 38.458610, acc = 0.845000\n", - "epoch [1939] L = 38.458537, acc = 0.845000\n", - "epoch [1940] L = 38.458464, acc = 0.845000\n", - "epoch [1941] L = 38.458391, acc = 0.845000\n", - "epoch [1942] L = 38.458318, acc = 0.845000\n", - "epoch [1943] L = 38.458245, acc = 0.845000\n", - "epoch [1944] L = 38.458172, acc = 0.845000\n", - "epoch [1945] L = 38.458100, acc = 0.845000\n", - "epoch [1946] L = 38.458027, acc = 0.845000\n", - "epoch [1947] L = 38.457954, acc = 0.845000\n", - "epoch [1948] L = 38.457881, acc = 0.845000\n", - "epoch [1949] L = 38.457808, acc = 0.845000\n", - "epoch [1950] L = 38.457736, acc = 0.845000\n", - "epoch [1951] L = 38.457663, acc = 0.845000\n", - "epoch [1952] L = 38.457590, acc = 0.845000\n", - "epoch [1953] L = 38.457518, acc = 0.845000\n", - "epoch [1954] L = 38.457445, acc = 0.845000\n", - "epoch [1955] L = 38.457372, acc = 0.845000\n", - "epoch [1956] L = 38.457300, acc = 0.845000\n", - "epoch [1957] L = 38.457227, acc = 0.845000\n", - "epoch [1958] L = 38.457155, acc = 0.845000\n", - "epoch [1959] L = 38.457082, acc = 0.845000\n", - "epoch [1960] L = 38.457010, acc = 0.845000\n", - "epoch [1961] L = 38.456938, acc = 0.845000\n", - "epoch [1962] L = 38.456865, acc = 0.845000\n", - "epoch [1963] L = 38.456793, acc = 0.845000\n", - "epoch [1964] L = 38.456721, acc = 0.845000\n", - "epoch [1965] L = 38.456648, acc = 0.845000\n", - "epoch [1966] L = 38.456576, acc = 0.845000\n", - "epoch [1967] L = 38.456504, acc = 0.845000\n", - "epoch [1968] L = 38.456432, acc = 0.845000\n", - "epoch [1969] L = 38.456360, acc = 0.845000\n", - "epoch [1970] L = 38.456287, acc = 0.845000\n", - "epoch [1971] L = 38.456215, acc = 0.845000\n", - "epoch [1972] L = 38.456143, acc = 0.845000\n", - "epoch [1973] L = 38.456071, acc = 0.845000\n", - "epoch [1974] L = 38.455999, acc = 0.845000\n", - "epoch [1975] L = 38.455927, acc = 0.845000\n", - "epoch [1976] L = 38.455855, acc = 0.845000\n", - "epoch [1977] L = 38.455784, acc = 0.845000\n", - "epoch [1978] L = 38.455712, acc = 0.845000\n", - "epoch [1979] L = 38.455640, acc = 0.845000\n", - "epoch [1980] L = 38.455568, acc = 0.845000\n", - "epoch [1981] L = 38.455496, acc = 0.845000\n", - "epoch [1982] L = 38.455425, acc = 0.845000\n", - "epoch [1983] L = 38.455353, acc = 0.845000\n", - "epoch [1984] L = 38.455281, acc = 0.845000\n", - "epoch [1985] L = 38.455209, acc = 0.845000\n", - "epoch [1986] L = 38.455138, acc = 0.845000\n", - "epoch [1987] L = 38.455066, acc = 0.845000\n", - "epoch [1988] L = 38.454995, acc = 0.845000\n", - "epoch [1989] L = 38.454923, acc = 0.845000\n", - "epoch [1990] L = 38.454852, acc = 0.845000\n", - "epoch [1991] L = 38.454780, acc = 0.845000\n", - "epoch [1992] L = 38.454709, acc = 0.845000\n", - "epoch [1993] L = 38.454637, acc = 0.845000\n", - "epoch [1994] L = 38.454566, acc = 0.845000\n", - "epoch [1995] L = 38.454494, acc = 0.845000\n", - "epoch [1996] L = 38.454423, acc = 0.845000\n", - "epoch [1997] L = 38.454352, acc = 0.845000\n", - "epoch [1998] L = 38.454281, acc = 0.845000\n", - "epoch [1999] L = 38.454209, acc = 0.845000\n" + "epoch [1842] L = 20.680203, acc = 0.945000\n", + "epoch [1843] L = 20.670426, acc = 0.945000\n", + "epoch [1844] L = 20.660661, acc = 0.945000\n", + "epoch [1845] L = 20.650909, acc = 0.945000\n", + "epoch [1846] L = 20.641171, acc = 0.945000\n", + "epoch [1847] L = 20.631445, acc = 0.945000\n", + "epoch [1848] L = 20.621733, acc = 0.945000\n", + "epoch [1849] L = 20.612033, acc = 0.945000\n", + "epoch [1850] L = 20.602346, acc = 0.945000\n", + "epoch [1851] L = 20.592673, acc = 0.945000\n", + "epoch [1852] L = 20.583012, acc = 0.945000\n", + "epoch [1853] L = 20.573363, acc = 0.945000\n", + "epoch [1854] L = 20.563728, acc = 0.945000\n", + "epoch [1855] L = 20.554105, acc = 0.945000\n", + "epoch [1856] L = 20.544495, acc = 0.945000\n", + "epoch [1857] L = 20.534897, acc = 0.945000\n", + "epoch [1858] L = 20.525312, acc = 0.945000\n", + "epoch [1859] L = 20.515740, acc = 0.945000\n", + "epoch [1860] L = 20.506181, acc = 0.945000\n", + "epoch [1861] L = 20.496633, acc = 0.945000\n", + "epoch [1862] L = 20.487099, acc = 0.945000\n", + "epoch [1863] L = 20.477576, acc = 0.945000\n", + "epoch [1864] L = 20.468067, acc = 0.945000\n", + "epoch [1865] L = 20.458569, acc = 0.945000\n", + "epoch [1866] L = 20.449084, acc = 0.945000\n", + "epoch [1867] L = 20.439611, acc = 0.945000\n", + "epoch [1868] L = 20.430151, acc = 0.945000\n", + "epoch [1869] L = 20.420703, acc = 0.945000\n", + "epoch [1870] L = 20.411267, acc = 0.945000\n", + "epoch [1871] L = 20.401843, acc = 0.945000\n", + "epoch [1872] L = 20.392432, acc = 0.945000\n", + "epoch [1873] L = 20.383032, acc = 0.945000\n", + "epoch [1874] L = 20.373645, acc = 0.945000\n", + "epoch [1875] L = 20.364269, acc = 0.945000\n", + "epoch [1876] L = 20.354906, acc = 0.945000\n", + "epoch [1877] L = 20.345555, acc = 0.945000\n", + "epoch [1878] L = 20.336216, acc = 0.945000\n", + "epoch [1879] L = 20.326888, acc = 0.945000\n", + "epoch [1880] L = 20.317573, acc = 0.945000\n", + "epoch [1881] L = 20.308269, acc = 0.945000\n", + "epoch [1882] L = 20.298977, acc = 0.945000\n", + "epoch [1883] L = 20.289697, acc = 0.945000\n", + "epoch [1884] L = 20.280429, acc = 0.945000\n", + "epoch [1885] L = 20.271172, acc = 0.945000\n", + "epoch [1886] L = 20.261928, acc = 0.945000\n", + "epoch [1887] L = 20.252694, acc = 0.945000\n", + "epoch [1888] L = 20.243473, acc = 0.945000\n", + "epoch [1889] L = 20.234263, acc = 0.945000\n", + "epoch [1890] L = 20.225065, acc = 0.945000\n", + "epoch [1891] L = 20.215878, acc = 0.945000\n", + "epoch [1892] L = 20.206703, acc = 0.945000\n", + "epoch [1893] L = 20.197539, acc = 0.945000\n", + "epoch [1894] L = 20.188386, acc = 0.945000\n", + "epoch [1895] L = 20.179245, acc = 0.945000\n", + "epoch [1896] L = 20.170116, acc = 0.945000\n", + "epoch [1897] L = 20.160998, acc = 0.945000\n", + "epoch [1898] L = 20.151891, acc = 0.945000\n", + "epoch [1899] L = 20.142795, acc = 0.945000\n", + "epoch [1900] L = 20.133710, acc = 0.945000\n", + "epoch [1901] L = 20.124637, acc = 0.945000\n", + "epoch [1902] L = 20.115575, acc = 0.945000\n", + "epoch [1903] L = 20.106524, acc = 0.945000\n", + "epoch [1904] L = 20.097485, acc = 0.945000\n", + "epoch [1905] L = 20.088456, acc = 0.945000\n", + "epoch [1906] L = 20.079438, acc = 0.945000\n", + "epoch [1907] L = 20.070431, acc = 0.945000\n", + "epoch [1908] L = 20.061436, acc = 0.945000\n", + "epoch [1909] L = 20.052451, acc = 0.945000\n", + "epoch [1910] L = 20.043477, acc = 0.950000\n", + "epoch [1911] L = 20.034514, acc = 0.950000\n", + "epoch [1912] L = 20.025562, acc = 0.950000\n", + "epoch [1913] L = 20.016621, acc = 0.950000\n", + "epoch [1914] L = 20.007691, acc = 0.950000\n", + "epoch [1915] L = 19.998771, acc = 0.950000\n", + "epoch [1916] L = 19.989862, acc = 0.950000\n", + "epoch [1917] L = 19.980964, acc = 0.950000\n", + "epoch [1918] L = 19.972076, acc = 0.950000\n", + "epoch [1919] L = 19.963199, acc = 0.950000\n", + "epoch [1920] L = 19.954333, acc = 0.950000\n", + "epoch [1921] L = 19.945477, acc = 0.950000\n", + "epoch [1922] L = 19.936632, acc = 0.950000\n", + "epoch [1923] L = 19.927797, acc = 0.950000\n", + "epoch [1924] L = 19.918973, acc = 0.950000\n", + "epoch [1925] L = 19.910159, acc = 0.950000\n", + "epoch [1926] L = 19.901355, acc = 0.950000\n", + "epoch [1927] L = 19.892562, acc = 0.950000\n", + "epoch [1928] L = 19.883779, acc = 0.950000\n", + "epoch [1929] L = 19.875007, acc = 0.950000\n", + "epoch [1930] L = 19.866245, acc = 0.950000\n", + "epoch [1931] L = 19.857493, acc = 0.950000\n", + "epoch [1932] L = 19.848751, acc = 0.950000\n", + "epoch [1933] L = 19.840019, acc = 0.950000\n", + "epoch [1934] L = 19.831298, acc = 0.950000\n", + "epoch [1935] L = 19.822587, acc = 0.950000\n", + "epoch [1936] L = 19.813885, acc = 0.950000\n", + "epoch [1937] L = 19.805194, acc = 0.950000\n", + "epoch [1938] L = 19.796513, acc = 0.950000\n", + "epoch [1939] L = 19.787842, acc = 0.950000\n", + "epoch [1940] L = 19.779181, acc = 0.950000\n", + "epoch [1941] L = 19.770529, acc = 0.950000\n", + "epoch [1942] L = 19.761888, acc = 0.950000\n", + "epoch [1943] L = 19.753257, acc = 0.950000\n", + "epoch [1944] L = 19.744635, acc = 0.950000\n", + "epoch [1945] L = 19.736023, acc = 0.950000\n", + "epoch [1946] L = 19.727421, acc = 0.950000\n", + "epoch [1947] L = 19.718828, acc = 0.950000\n", + "epoch [1948] L = 19.710246, acc = 0.950000\n", + "epoch [1949] L = 19.701673, acc = 0.950000\n", + "epoch [1950] L = 19.693109, acc = 0.950000\n", + "epoch [1951] L = 19.684555, acc = 0.950000\n", + "epoch [1952] L = 19.676011, acc = 0.950000\n", + "epoch [1953] L = 19.667476, acc = 0.950000\n", + "epoch [1954] L = 19.658951, acc = 0.950000\n", + "epoch [1955] L = 19.650436, acc = 0.950000\n", + "epoch [1956] L = 19.641929, acc = 0.950000\n", + "epoch [1957] L = 19.633432, acc = 0.950000\n", + "epoch [1958] L = 19.624945, acc = 0.950000\n", + "epoch [1959] L = 19.616467, acc = 0.950000\n", + "epoch [1960] L = 19.607998, acc = 0.950000\n", + "epoch [1961] L = 19.599539, acc = 0.950000\n", + "epoch [1962] L = 19.591088, acc = 0.950000\n", + "epoch [1963] L = 19.582647, acc = 0.950000\n", + "epoch [1964] L = 19.574216, acc = 0.950000\n", + "epoch [1965] L = 19.565793, acc = 0.950000\n", + "epoch [1966] L = 19.557379, acc = 0.950000\n", + "epoch [1967] L = 19.548975, acc = 0.950000\n", + "epoch [1968] L = 19.540580, acc = 0.950000\n", + "epoch [1969] L = 19.532193, acc = 0.950000\n", + "epoch [1970] L = 19.523816, acc = 0.950000\n", + "epoch [1971] L = 19.515448, acc = 0.950000\n", + "epoch [1972] L = 19.507088, acc = 0.950000\n", + "epoch [1973] L = 19.498738, acc = 0.950000\n", + "epoch [1974] L = 19.490396, acc = 0.950000\n", + "epoch [1975] L = 19.482063, acc = 0.950000\n", + "epoch [1976] L = 19.473739, acc = 0.950000\n", + "epoch [1977] L = 19.465424, acc = 0.950000\n", + "epoch [1978] L = 19.457118, acc = 0.950000\n", + "epoch [1979] L = 19.448820, acc = 0.950000\n", + "epoch [1980] L = 19.440531, acc = 0.950000\n", + "epoch [1981] L = 19.432251, acc = 0.950000\n", + "epoch [1982] L = 19.423979, acc = 0.950000\n", + "epoch [1983] L = 19.415716, acc = 0.950000\n", + "epoch [1984] L = 19.407461, acc = 0.950000\n", + "epoch [1985] L = 19.399215, acc = 0.950000\n", + "epoch [1986] L = 19.390978, acc = 0.950000\n", + "epoch [1987] L = 19.382749, acc = 0.950000\n", + "epoch [1988] L = 19.374528, acc = 0.950000\n", + "epoch [1989] L = 19.366316, acc = 0.950000\n", + "epoch [1990] L = 19.358112, acc = 0.950000\n", + "epoch [1991] L = 19.349917, acc = 0.950000\n", + "epoch [1992] L = 19.341730, acc = 0.950000\n", + "epoch [1993] L = 19.333551, acc = 0.950000\n", + "epoch [1994] L = 19.325380, acc = 0.950000\n", + "epoch [1995] L = 19.317218, acc = 0.950000\n", + "epoch [1996] L = 19.309064, acc = 0.950000\n", + "epoch [1997] L = 19.300918, acc = 0.950000\n", + "epoch [1998] L = 19.292780, acc = 0.950000\n", + "epoch [1999] L = 19.284650, acc = 0.950000\n" ] } ], @@ -2577,7 +2632,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 9, "metadata": {}, "outputs": [ { @@ -2594,7 +2649,7 @@ }, { "data": { - "image/png": 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\n", 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\n", 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" ] @@ -2622,12 +2677,12 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "## 8. 如何使用类的方法封装多层神经网络?" + "## 9. 如何使用类的方法封装多层神经网络?" ] }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 10, "metadata": {}, "outputs": [], "source": [ @@ -2741,12 +2796,12 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 11, "metadata": {}, "outputs": [ { "data": { - "image/png": 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\n", 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0v3MKhz6di/OcEIyQJbwaBxM+uEulxxVC0P7OKbS/c4rbYyPnPM+qq192ZeZorgyfUX+9VK70zKO/LPdcR6Fp7HltFpm74xg554VK262jUx5qy+HPBe4RQvwC9AOyNE1LLuManRqi58u3kLxiB3kJqThzCzD4eiFbTAT3aM2c9jcim420u2Oyq7pULl0rp67wb9WEkX+8yJqb38CRnY+mqAR1a8WIX58tsxAqLzEVZ4EN/9aRFSqaajq+L1elzCF14wGEQSa0X/tyvz7nb2ifi2p3kLhwM1mHEghoVzkRNh2d8lAthVdCiFnAcKARkAI8BxgBNE37rDAt8yNcmTz5wM2appVaVaUXXtUsqlMhYd4G0ncewSc6jL3v/kpu3MmilETZ20LTCX0YWUObrtWBPSuXlLV7sOdYCR/UqcxsoNz4FJZf/jyZe48hJAlTkC9Df3yCiOHda9zW+L/Xsfq6Vz1u/IJr/2DQlw/R4orhNW6LzoWNLo98kWLPyqXgVCa+zcKRTZ6lDwDiflnOutvfdevxKnubuWTDRwR3aYmmaShWe7kEymqD/TP/ZOtjXyCZjWiqijnQj7GL3iCwvefNflVR+L319eQnpBZrXG7wsXDZvm/wja5ZATRN09j84Ccc+OgvjwVqBh8L45e/Q2if9jVqh86Fj15pe5HhtNpZdf2rzGo8g7m97mRW2DQOfPJ3ieefXLXLY0Nv1eFkzxuz2PnaT8wKm8b/+V/C7MjLOfztgpo0v0xObdjH1ie+RLHacWTl4cwpIC8xlcVjHy3mzM/l5Iqd2NNz3B5XHQqHv5pf4zYLIej33t1MWPmem+6QZDQQ0C6KRr3b1bgdOhc3usOvBTRN48j/LeGvHrczO+pK1tz6JrnHzxY5KXYHBacyUJXKtcs7n/V3vkv8H2tQbQ6cuQU4svPZ+ujnHJ+73uP5PtHhSB50/DWHwtFfV7HjqW+wpWWjKSoFJzPYeO9MjsxaXi22VoYDn84tSlMtQtOwZ+VyasN+j9fkn0hD09y/DFS7g7Sdsex58xf2z/yzxiUrwgd1ZuKq9wns3BzJKCOZDDSd1I9xi9+sF3dOOhc2ekinFtj21Nfs//CPovitkCVMgb5M3fkFBz/7h/3vz3FJEHiZ6fnSzXS4a2ql57Jn5/FL+HQUm7u2e6O+7Zm88WO34/nJacxpe0OJ8WVP+LVqwoyYHyttZ1VYPPFxkhZucTtu9Pdh2M9PFRM6O0PWoQT+7nG7m2yCMMhFjlYYXOufId8/TosZwzzOrdgdHPlxCUf+bwmyxUy7Oy4heuqgSjlrW2YustmIwatmpCd0Lk5KC+nUVpbORYstI4d97/1ezNGcqW5deeWLpO88grOwk5JitbPl0c8xBfrS6ppRJY7ptNo59Pk/HPlxCZLRQLvbL6HVDWOQZBlbWrarC5UHh5+f6N6YG8A7IoSxC15n1bWvkpd0GkoIi5xLXsKpMs+pKZpdNoSU1Xvc0hxVu4OwgZ08XhPQLopm04dw/M91RdcJo4zmVM8KoBW+ZGtufIPIMb2KJBeKxlcUFo17jLQth4rGSFm7h9Y3jmXAR/dX+HmUVEtxetth9r49m+zYEzQe2pXOD12Od5NGFR5fR+d89JBODZOx96hHrXjV7uDUxgNFzv4MSr6NnS/+UOJ4qqKwaPTDbHvqa9K2x5C66QAb75vJqmtfBcAnKsxjw3AhSYSVkp8ePrgLlx/7mSajepTrefm3iQQg/8Rpdrz4A6tvep2Ybxe62gTWMK2uH0NA+6izgm1CIHub6fXabaUWpA357jH6vHMnQV1b4tc6kqAuLT2eJwwyiR7uIBLmbSRt26FiXzTOPCsx3ywkKyaxak+qkOP/rGf+sAc4+usq0rYd5sDHf/Fnl9s8ykXo6FQU3eHXMD5NQ93K8QFXiWYJ4bT8E6dLHC9x/ibSd8cV66/qzLOSMG8DaTtjkQwyvd+6o5hCpZAkDD5mer5wU6m2CiE8iqCdj+xtpvfrt5Oyfh9z2t3I7td+5sgPS9h430z+6nobtoycUq+vKgaLiYlrP6Tve3cROa4PLa8eybhFb9Lp/umlXifJMu3vmMylO79kxuEfCO1T0iap5vFvk7RoC85cD2EvSXBy5a5KPJPzZlVV1t/5nutvWzi/anfiyM5jx7PfVnl8HR3d4dcwfi0iCB3QEem8tEjZy4Q52N/jNUGdW5Q4XvJKzxk1mqKSsmYPAO1uncjI354jbGAnfKLDaH6FS46hPEU90VMGEn3pIJfTl4Srm5XJgHdkI2SLiaAuLRnx63M0ndiP1de78srPfKE586zkJZxi92s/lzlPVTFYTLT7zyTGLnidYf/3JOGD3FS5SyUn7gSn1u/z6Ng1p0Lk+L5ux73CAj2qaUqyXC49nbLITTiFPTPX3R5F5cRSXU1cp+roMfxaYNQfL7DmpjdIXLgFSZYw+Hkz4JMHUAqsrLv93WKrddnbTJ83S27V5x0RjGwxuW0+SiYDXuFBRb83ndCPphPcNy/LQkgSQ394gtNbDpG0cDPGAB9aXjUCr/DgYuflHk+hINldIFW1Ozn626pSn0Nd47Ta+XfQfRScynR7TLaYGPz1Ix5DQ61vHMeet34FiuveCINM00n9K23P6a2HWP/f90nbdrjEc8whnhcHOjoVQXf4tYApwJdRf76ELSMHe1YevtFhRUJcpgBfdjz3HTlHTxLUpQW9Xr2N8BI2HgFaXTeGnS+4x/glo4GoKQOrxV4hBKF92xPat+QiINliKrHbk8Gr8o1UaoPjf67FkWd1W91LJiO9Xr2VlleN9HidX4sIhs96mtU3vOY6oGkY/bwZ/c8rGDyktZaHnLgTLBj5kMe7tjMYfCx0evBynFY7adsOY/CxENytlZ7GqVNhdIdfTvKSUombtRxbWjaRY3vTeHj3Cn/gzEF+mIOK3/pHTepPVAVWh7LFxPDZz7L21rdcaZSahiUsiFF/vlBpp1MZvMKCaNSrLambDhSrHDV4mz0Kj9U1WYcT2PzgJySv2IUQeNxcVu0O7Fn5pY4TPWUgV5/6g9SNB5AtJhr1bltpVdCClHTW3vZOic3pDX5eaA6FDvdciuxl4pfwaSAEmqriFR7MmHmv6to7OhVCz8MvBwn/bmTFlS+iKSqqzYHBx0LEyB6M/OOFWhMXyzqUwOobXiN9p6u7UqO+7en6xDX4NQ8noEMzhBA4rXaO/7WW3PgUQvu2r9SXUkXITTjFgmH/w5qWBaqGpmo0ndiX4bOeQTLUH9G1/OQ0/ux0C/asvFKloQ2+Xgz7vyeJrqY7pdI48tNS1v3nHRS7A1R3mwx+XvR49kba3DKe/BNp/NP3LpRzv6SEwLtJCJcf+7neCtzp1A16Hn4VUGx2Vl37iltWTPLyHRz7dRUtr/Z8+1+dOHIL+HfwfdjSc4ocVuqG/az7z9tcHvcT4FrBzh/yAIrVhrPApXkT3K0V4xa/WWOFPb5RYcyI/ZHk5TvIS0ylUZ/2BHVqXiNzVYX9M/90rehLW9wIMDfyp+mkiu97VJT8k+kuZ3/ePsy5KAV2jsxaxoml25CMhuJS1gCahiM7n5Mrd9FkVM8atljnQkF3+GVwav0+j8edeVZif1xcKw7/6K8rXc7hHIelqSqO7Hz+6Xc3mfuOoanFUwmduQWkbT/Mnjd/ocdzN9aYbUKSaDK6V42NXx2c3nLQc2rsuWhgTckkY3ccIT3a1Kg9x/9aBx56FRchBJqmkb49xvWrLHkUXAMN6+msmjFS54JET8ssAyHLUMLCsKywhbPAxtHfVnHoi3lkHzlRaRty4pI9yh4486xk7IlzOQMPq1elwE7s94srPe+FQlCXlggPxWjno1jt7Hq15lNKVafiMYwDrupfYZDgHAfv2dm7hN/CB1csHVXn4kZ3+GUQNrCTx9xrg4+l1L6yqZsPMrvJ5ay97S02PfgJf3W5lU0PfFxiZktpNOrdFoNvCZ2oyhiuJPXIi4mO916G7KHa2Q1NI3Pf0Rq3J3ryAI/HZW8zjYd0RfPQSB1JFKvlMPhY6Hj/dHwi9VagOuVHd/hlIBlkRv35IkY/Lwy+XkhmI7KXmRZXjSB66iCP16iKwtLJT2EvlO5V8m0oVjuHv55P4vxNFbYh6pIB+EaHFZNoEHLZfzrZYqLVtaMrPN+Fhl+LCMYve5uQnm0QkoQwGTy+fkKWCOnZtsbt8W0WTs+Xbkb2Mrl0jyQJ2ctMx3suJaB9tEfbDN4W2v5nIqEDOhI5rg/Dfn6KXq/eWuO26lxY6Fk65cSRk0/8n2uxpefQZHTPUqthU9buYcmkJ3HkuKf4RU8dxKg/X6zw/PasXHa88ANxs5YjJEFgx2acWr/PXSa4EIOvF/5tIpm46n2MJd0dXIQodgeSQWbzw59x6It5xTbjDT4WJm/+hMAOzWrFlsz9x4j7dSWaU6X59CGE9GhDxt6j/NP/7mJ2IQTekSFcflTPyNEpG73jVS1zYtl2lk9/Dke2u8NvMrY34xa+UeU57Fm5/N7mhmJNPYTJgE+TEFpeO5rQvu1pOrEfQpJYtTSWRX8fIC/PRuduTZh+bXdCQn2qbEN9wFlgY+sTXxL77UKcBXYaD+tK/5n3ldj56gyaqrLvvd/Z++5v2NJzCO3bnr7v3kWjXjW/wi+LuF+Ws+6OdxFCoCkqXo2DGfPvqwS0vXBy7nNzbCz+5wA7tybiF2Bh/JSOdOnRpK7NuiDQHX4t4yywMSt8ulv1pMHHwoBPHqD19WOqZZ6cYyfZdN9MkhZtRTIZaHnNKPq+fSdGP++ic37+ZisrFh3GbnPFhSUJvHxMvPrhFAKDGv7Kf9G4Rzm5cheq46zcgTHAh2kHvsO7cXApV9ZvzlTVGn29COra8oKqqs3LtfH0A/PIzrLidLgWKyazzLSruzHh0pKrzHXKh97isJYxeJkZ8u2jyF7mIqlig6+FsAGdqjWN0695Y0bPfYUbbYu4PudfBn3+YDFnn5NtZfmCQ0XOHlxS9zark8X/HKg2O+qKhPkbObFkWzFnD64v3EOfza0jq6oHg8VE+KDOF6SEwtL5h8jJthU5ewC7TeGPn3dRkF9ybUJ9JzOjgB2bEzgam1ap5IzaQM/DryGaTx9KSM82xH6/COvpLJpO7E/T8X0qXYZfGRLjMzEYZRyO4pk6TofKwb0pJVzVcNhw94cej2t2J6e3HUZVFNcm7QXmMBs6u7Ym4bC7ZyLJBon4uAzad67ZhvLVjaZp/PLtNpYuOITRKKOqGo1CfXjkhdEEBXuXPUAtojv8GsSvRQQ9nr+p0terioIjKw9jgE+lNuuCG3njdLqnZQpJ0LhJ1eV865K8xFQKTrqrdZ4hbUcs35vGIZkMtL5hLH3f/S9Gn9oLYeXGp7Dn7dmkbjxAYMdmdH74CoJLaLhysREU7A0Ct5RiRVHxDyi9F0N9ZNPaY6xYFIPToRbdtSQnZTPz9VU8+2bJqdt1ge7w6yGaprH3rdnseu1nlAI7Bm8z3Z+7gY73TavQajU8wp/WbRsRczC1mOM3GiXGT+1YE6ZXO5qmkbJ2D6fW7sWrcTDNZwzF6OeN6lRKvVsqOOFqRq7aHBz5cTE5cScYv+TtWrE580A88wbcg7PAhuZQSN8RS/yc1Yya+wpNRpavo1hVyE9OI/bHxeQnniZiRA+iJg+oV9pG46Z0YPeOpGKhRkkSREQG0CQqoA4t80xuto0tG+LJz7PTqVsEzVuFFHt80T8HsdmKhxVVVeP40QzSUvPqVYKE7vCrgezYJLY99TUnV+7E3CiAzg9fSZubxlU6lLD/wz/Y+dKPRdW1druD7U99g8HHQrvbJlVorPueGM5XM9eza2sSQhL4+Jq45a4BRLeo/xuaqsPJkslPcWrdXhSrSx9o84OfMG7Z24T0aIN3ZAg5sR4qmCVRrJJVsTo4tWE/mQfiayXlcsujn+PIKSiqftZUFWe+jQ3/fY/ph0puX1kdnFy9myWTnkBTVBSrnZjvFhHYIZoJK9+rN83S23YM45pbejPr221IQqAoKpHRgTzw5PC6Ns2NfbuS+eDVlWhoKE6Vv2bvpu/AZtx238Ciz3dBnud9B0kWFBSUIelRy+hZOlUk93gKf3X7D86cgqL0SIO3hY73T6PXK5UrjJkVPh1raqbbce+moVx5/JdKjVmQb6egwElQsFeDiWnv/+hPtj7+ZfGcdMC3eWNmHPk/0rYdZuGoh1GdCkqBDYOvF0LgcrbnYfT3Zsj3j9OshGK56uT/AiZ7rMEQBplr0/4qtrFenWiqyuyoK90a08heJno8fxNdHrmyRuatLHabk4T4DHz9zIRH1L8GLw6Hwr03/kZBfnGnbbYYuPN/g+nZz5Um++sP21n0z4Fim9AAvn5mZn43A6kcRZLViZ6lU4PsefMXnPnWYhIGznwr+977HXuWe7u6stBU1aOzB0qNWZeFl7eJ4BDvBuPsAWK+Wejm7AGsqZlkHUqgUe92XH70J3q/fhudHrqcoT88TvDlo1E97HeodieBHWunoMoU6PkWXjLIyDXYsyDzwHGPtR9KgZ0jPy2tsXkri8lsoFXb0Hrp7AEO7z/lUbrEZnWyZvmRot8nXtaJgEAvTCbX+06SBCazzK33DKh1Z18WekiniqSs2etR+0QyG8k8cJyw/hWLlQtJwrdFBLlHk90eC2jbtNJ2NkhKu/ssfMwc7E/He6cBsGV9PPNOHaS7kBEonPlqE2YjTcb2JqBN7bx+nf43g+1Pf4Pz3NaVFhMtrx1VlKZbE0hGucR0QNlUDi0hHXdKWB+d+zr7+pl55YNLWLUklr07kwkJ9WHMpHY0bRbk+eI6pH59/TRA/NtEgodVs2K1k5dwisPfLCBtZ2yFxuzz9p3I3sXjrbKXmT5v31klW+srNpuzMNPhMKdO5hQdb33TOLfXAVz9XQPOq6TVNI1Z324jTzKzfegk0sMiUSQJh9FERpfujJj9TI0/jzN0vG+ay3aLCWOAD7LFROS4PvT/8N4ande/TVN8moa6vR8NPhba/qdiez860KZDmMc1h9liYPCIVsWOeXmbGD+1Iw8/N4qb7+pfL5096DH8cqNpGgnzNhA3azmS0ZXqFzGyB6e3HmLBiAeLhR4ks9GVFVG4eahpGo2HdGXUXy8im8t3S5+4cDPbn/6G7NgkAtpF0evV2y7IRhcxB0/xzgvL0dBQVQ1Ng9ET23HljT1RHU4Wj3+c01sP4cwrwOBlQRgkxi15i9A+xfvtOhwK/7niZ48fUINR4uvfrq2lZ3QW6+kssg4ex7d5Y5cjrkac+VaELLm9nzL3H2P+iAdRrQ5XQZokiJrUn2E/P6Xr8FSC3duTmPnGKjQNnA4Fk0mme98o7vzfYKTSehrUIbq0QhXRNI1V171Kwtz1RZkzBh8L7e64hL5v/5fjc9ez4a73saXnoGka5iA/rKez0JxnQz2yl4kuj11Fj2cr14xE0zTStseQG59CSM82+DVvXOHrTyzeSswPi0FVaXXdGJfWTh3G9J1Olftu+o283OJZDmazgfueGEbn7k3QNI3k5TtIWbsX74hgWlw5HFOAr9tYmqZx13Wzyc9zz4poFObDO19Mq7HnUZtk7DvG2lvfIm17DEIIIsf3YdCXD+EVdnZFqdjsJPy7iYLkNMIHdyG4W6tSRtQpi6zMAjatPUZBnoNO3SNo1bZRvd4L0x1+FTm5ZjdLJj7h1oRE9jIxdfsXBLSLQtM016aqJPgt+mq3cn+ofJaN9XQWi8Y9SvbhRIQsodqdtLhyOIO+erjcq7b1/32PI/+3tNgXVvPLhzHkm0crbE91sX93Mh+8tgqrh9S1voOacfcjQys03j+/72Xub7uL5XebzDLX396XoaNaV9ne2kDTNGzp2Ri8zBi8ixchWdOymNP6euzZ+UV7GMIg49+6CZft/aZWq7h16i96lk4VSZy/CWe+e8cpTYOkRVsAEELgHRFS6uZYaT1MS2P19a+Rsfcozjwrjux8FKudo7+t4uAnf5fr+vRdR4j9cUmxLyxnnpWjv64kdcvBStlUHTgcakl7Yjg8NQEpg0umd2LSZZ2wWAwYjTLePkYuv65Hg3H2J1fvZk67G5kdeQU/BU9l+RUvFMv0ivluEYrdWbzVpVMhL+k0ySt31YXJOg2MCzpLJ2PfMbIOHiewQzSBHZtXehyjvw+S0ejWSFqSJbecanOQHwEdosnYHVfsuDDKNLu04jng9qxcklfscMsEUvJtHPjor6IMldJIWrTF4x2HYnWQtHCLWzy8tmjfKQzFQ0cus9nAgKEl9xsoCSEEl17VjUtmdCEv14avnxm5nqXFlURWTKLrLvKchUXC3A0sSX6KSWs+cJ1z8DhKgXuaqqao5Bw5ARWs4k1avJWDn/+DM7eAlleNpNV1o2s0i+hiQVVUTibn4O1tJFDX0ql5nPlWlk59hlMb9iEZZFSnQvigzoz666VKVRu2umYUu17+0eNj0ZcNdjs25NtHWTDiQVS7E8Vqx+BjwRziT8+Xb6nEc7EhStgc8lRg5AmjnzeS0YBy3peGbDJ4LAJKWrKVHc99R3bsCYK6tKDnS7cQPrD6ZWvNFiO33TuQrz5cj6JoKIqK2WKgfadw+gwoXc++NAwGiYDAmtPNsZ7OIjsmEd8WEdUmwbz/gzko5y0oVLuDtB0xZOw7RlCn5oT2ac/RX1a4hRaFEBWO02998isOzPyzaKxT6/cR891Cxi97p17JMDQ0tm48zrcfb8ThUFAUldbtQrn74SH41+D7sSJUy/JHCDFeCHFICBErhHjcw+M3CSFShRA7C//dVh3zlsTmRz53lePn21whkHwbJ9fsYevjX1ZqPN9m4Qz59jFkbzNGP2+M/t4Y/bwZ9eeLmAPdNxBDerRh+uEf6P7cDbS+aRx93/kvl+37ptjGWnnxahyMJdyDU5EloqZ47o16Ps1nlBALF9DiyuHFDh37Yw3LLnuW1I0HsJ3O4uSKnSwa8wgnV5UdMog9mMp7r6zg8bv/5qsP15OSnF3mNf0GN+flDyYzaXonRk1sx72PDeOBp0bUu4IVcInZrb/rfX6NvorFE5/g95bXsvKal90cdWXIOpRQbJP/DJJBJjfepWza8tpRmAJ9XW0RC5EtJkJ6t6VRn3blnis34RT73/vdLcSXtj2G43+vq8KzuLjITM8nJ/vsa3j8aDqfv7uW3BwbNqsTp0Ml5sAp3n5xeR1aWZwqr/CFEDLwMTAGSAS2CCHmapq2/7xTZ2uadk9V5ysPsd8vcouXq1Y7sd8tpP8HlTOhxRXDaTqhL8krdiIMMhEje2AopWrSKyyIro9dXam5zkUIQWi/DuTFp7gdL+/4ltBARv72HCuufKnobkFTVIb99BTeEWeFoDRNY/ODn7hVtyoFNrY88jmTN39S4hzbNyfw6dtrsDsU0CAlOYctG+J59s0JREYFlmpfeIQf06/pXq7nUpfsfftXYn9YjGK1F72/jv+9jq2Pf0m/d++q0tjhgzqTsnYvqu38Vb6ToC6u8JbRx4vJWz5l62NfcHzuemSTkdY3jaPH8zdWKGvk5MpdCKMBzpvLmWcl4Z8NNJ9esc3yi42jsWl8/t5aUk/lggbNWgXz3weHsPifgzjOU6dVFI3kpCwSjmUQ1bzuc/OrI6TTF4jVNC0OQAjxCzAVON/h1wqappW4Oeosof9reTH6eRM9ZWCVxqgoeYmpJHhYdUkmAyeWbsMU6Ed+0mlC+7UntH/HEj/4TSf04+qUOSQv3wGa5vrCOi8LRLE5yE887fH69D1xHo+D6zX/4bNN2O3nNlrRsFqd/PrDDv731IjyPNV6z/4P/vDwZWjn0Bfz6Pv2nVXKkulw96Uc+Phv7E4FTXE5DdnbTIsrhuMbFVZ0nnfjYIZ+73YTXSFMgT4e3yfCIGMODUDTNPKOnwJcd7c6Z8nJtvL6M0uKZZYdjUnjlScXEdbYD011z3qUZYnMjIILxuFHAgnn/J4I9PNw3nQhxFDgMPA/TdMSzj9BCHE7cDtAdHTlYrhCCMKHdCFl9Z7ipflC0HhY10qNWZekrNuLZDKinLcaU/JtbLzvI2STAcXmRDLKhA3oxOh5r5SYKWTwMhM1qX+Jc8lmIwY/LxxZeW6PnXsncD65OTZyst03E9Eg5sCpEq9raNgzPWsjKVY7qlNBNlXe4VtCA5my9TNWXf8qp9bvc6l9ShIhvdqgaVq15n1HjuuDZHL/6EtGA+GDOvNHx5vJO+66o/RtFs7wX54huKueyw+wdkUcilJ8Fa+qGgX5dkJCvTGaZLfmLk6HQrOW9UOdtrYCpf8AzTVN6wosAb73dJKmaV9omtZb07TeoaGVr0wc+PH9GP29kcwuxydZTBj9vek/875Kj1lXWEID8ajghEvr3ZFTgGp34MyzkrJuL/s/+KPScwkh6PzwFW5yBgZvM92eLrlS1WwxelKXAMDPv+E1tCiJ0P4dPB4P7NCsWrRq0ncdIW17TJG0s5JbwLbHvmL/zMr/TT0hm4yMW/wmXo2Di/akDN4W+n94D2tveYvsQwkoBXaUAjtZBxNYMOJBHLnlSxC40Dl1Msdjty5V0YhqHoSPrwmD4axbNZllxlzSvt40dqkOh58ERJ3ze9PCY0VompamadqZJeBXQK9qmLdEAjs2Z9qB7+jyyJU0vaQ/XR+9kmkHviOwfeUzPypD/sl0Dn7+Dwc++Zu8xNQKX69pGmk7Y3DkudcAeEIpsHH4mwVlnpe++wibH/mMDXd/wIll24sJQXV74ho6PTADg48F2cuM0d+bHi/cRJubS+7cYzLJDBzWEqOpeHaHySwzadqF05S633t3uySYCzeUhSRh8LYw4OP7q2X8bU997RYycuZb2fnij8XUWKuDkB5tuCLhF8bMf40Rvz3H1afmICTJY/quandy7PdV1Tp/Q6Vt+zDMFg+BEQEdOjfmpXcnMWpiO8Ia+9KidQi33D2AK26oP5Io1RHS2QK0EUK0wOXorwKuOfcEIUSEpmln5B+nADXeQdu7cTA9X7y5pqcpkZgfFrHhzvddejoabHn4M3q98R86lSNv/gx73prNrhd/LNbMA0DyMoFT9fjh9JTpcS77PpzDtie+RrU70BSV2B8WEz11EEN/fAIhBEKS6PXyLXR/5jpsadlYQgPLlZt93e19sVqdbNt0HINBRlVUJkztyJBRF04oILhbK6Zu/5w9b/7C6S2HCOzUnK6PX01Q54rXDHgi9+hJj8cd2fk4820YfasntS/naDJ5CakEdW5O+KDORcfzkk4XU/g8g7PARn5SWrXM3dDpPTCav3/dTWpKblEXOaNJpm2HMFq0doU9r7mlN9fc4rHQtc6pssPXNM0phLgHWATIwDeapu0TQrwIbNU0bS5wnxBiCuAE0oGbqjpvfcCRW8Cx31eRfyKNsAEdaTy8O0II8pPT2HDn+26bx9se+5Km4/oQ0DaqhBHPoioKu1/72WOFb0Dbpij5NrJjit1IIVlMtLp2VIlj5p9MZ9vjXxWzy5ln5fjf60hetp0mo3sVzZ0dewKDt7nchTgmk8xdDw8hO8tKRlo+YRF+eHldeJK8/q0jGfTFQzUytl/rJm4Fe+DaZDX4VD0kYM/OY8WMF0hZuwfJbES1OWh/z6X0eeN2hBCE9e+AwceC87zwjcHbUmI462LAblew5tvx9bdgNMo888YE/vl9D5vWHsNgkBg2pg3jpzSM16daCq80TZsPzD/v2LPn/PwE8ER1zFXTpKzby7YnvyJzf7yrCfmLN9F0fF+389J3HXEVVzmcRe33GvVux9iFrxP/51qPksmqU+HY76vp9mTZyo2O7HyPVZXgWgmOX/YOC0c9hOo42+3Jv3UTOpfS1ejE4q3FcrjP4MyzcmzOapqM7kXSkq2svv41nHmupi7+bZoycs4L+LdqUqbNAP4BlnoTr2xo9H7tNpbPeKHY393gbabnCzdXy6bt2tve5uSa3ag2R9GX/qFP5xLYPpq2t0wgYmQPgru1Im17TJENspeZ4O6tiKiFXrz1DYdD4acvt7B2RRwaGj4+Jq69rQ/9Bjfnqpt6cdVNNRqZrhHqX3VLHXJy1S4WjX2UlDV7sKVlc3rrIZbPeJ6j58UvNU1jxRUvYM/MdTlGRcWZZyV180H2z/zTlVbnSZRO0zyGYTxhCvDB4OP5Fj6gXRSNerXl8rif6P3Gf4q6PU3e/CnGEq4Bl2yzR/EaScLgbSbn2EmWX/Yc1lOZOPOsKAV2MvYeZeGIB1GVimvb6FSMphP6MfyXp/FvF4WQJXyiwug3817a/3dKlcd25OSTMHeDW56/M8/K3nd/A1x7EuOWvEX3Z6/Hv10UAe2i6P7cDYxb/Fa9VoesKb77ZCPrVsbhcCg4HSpZmVa+mrmeg3tTyr64nnJBSitUls0Pf+a2qlbybWx56DOaTx9a9KbPPZpMnod8daXARux3ixg971W2PvaF2+OSyUgzD1IMnhCSRI8XbmTb418W75zkZabXq65CZXOwPx3vuazczy9qYj+3/QBwpWO2un4sh7+ej+o87wtJ1bBn5ZG8fAeRY+pnXPJCInryQKInV3+thz07r0SJDnva2Ypog8VE18eurpaiwYZMXq6NTWvj3UT87DaFv3/bTfvOY+rIsqqhr/DPIXPfMY/H80+cRrE5yI5NYt/7c4j9cUmJ7fc0DfyaN6bHizche5kQBtnVqMLbTMf7p1Uon7njPZfRb+a9+DQLRzIaCOrSglF/vFDpRihGP29GznkBg48Fo58XBl8LssVIz5duJqR7a/LiU1DtHjaCVdWtMbZO/SXn2EkOfvYPsT8uKVLb9I4IwRzs53aukCWajGl4oYmaJjOjANng+Qsy9WTFe1XXF/QV/jl4RQR7zJQw+Hqx581f2PP6LFcKoxCoNveqXdnLTJubxwHQ5eEriZrUn6O/rkRzqjSbPoSQ7hWX6W178wTalpISWVEix/bmqhO/kfDvRhSrnchxfYqKqpqM7kX8n2vdxLk0RSWsBsTTdCqGI68A1aF41G86w47nv2PPm7NBCIQsseG/7zPyjxeIHNubfjPvZdV1r7rCOqqGZDJg8LHQow6z2eoroWG+aB4yYYUkaNWuUe0bVE3oDVDOIea7hWy8Z2axzBjZ20ybm8cT881Cj5uosrfZtWnq40VIj9aMXfRmqRo79Rmn1c4/ve8kJy65aFOvPjRKudixns5izc1vcGLxNgD82zVlyDeP0qh3ccG0Uxv2sXDMI265/LK3mZDurUnd5MqGtoQF4RUaSMSYnnT+3wy8mzRcB1aTzJuzl79/PaehjnBJdz//9kSaNA2oW+NKobQGKPoK/xxa3zgOe2YuO174AdXmQBgkOv1vhkssy+auiHhG68SvRQRhAzoSMapng97cMlhMXLLhI/a9P4ejs1dg8LbQ/q4ptL5hbF2bdtGiaRoLRz1E5sHjRT0RMvceY+Goh5h24Ltizjrm+0UoHvSilHwbpzbsLwpDWlMzkc1Ger/2H10KuRQmTetEcCNv/vl9L9mZBbRuF8rl1/eo186+LHSHfw5CCDo9MIMO91yG9XQW5mA/ZJORzY9+7jFmL4QgfFBn2t46sQ6srRmMft50f+Z6uj9zfV2bUqvExZzmj593kXAsg/Amflx2VTc6dKlY3+Ca4NSG/eQcPeneAMfu5NCX/9LjubM9klWbs8S9pfO7ZNnSskhauJmoS8onsX0xIoRg4LCWDBzWsq5NqTb0TVsPSAYZ78bBRfooLS4fhuzlHqbRFJWoS0oWI6tu8k+cJnnlTvKSKi7T0NAoKHBgt5UvhbWqHD5witeeXsyeHSfIzCjg0L5TvPvScrZtPF4r85dGbtwJj8dVm4Osg8Xta3Hl8HIXaCl2J9mxnsfWuXDRV/jlILRPezrcNZUDH/+NancgJAlhkOj3/t14eWpOUs2oDidrbn6T+DmrkSwmVJuD6KkDGfL94yWKduUlpmLLyCGwfXSDaluXGJ/BVzM3EH80HQF06hbBrfcOJDCo5joGzfp2W7HG5+Cqrvz5m6307BdVp2G64B5tiuSSz0X2NrttpEeO60P01EHE/7XWLY5/PpLRQFDXC2flqlM+Go4nKCfpu46QuukA3k1CiBzft9pilH3evINW143m+N/rkUyGoth9bbDj+e+J/3Mtis1RtJdwfO4Gtj/9LX3evL3YuQUp6Syf8QJp2w4jjDKSLDPg0wdoeWX916TPzbbxypOLyM87u1+yd1cyrz65iNc/nopUQh55VUk4luHxeFpqPg6HislUd3HuoE7NaTKmJ0mLt6GekcSQJUwBvjS9ZABbHvuCxPmbsIQF0vl/Mxj64xNse+pr9r79a4m6SpLZSEC7KCJGdK+9J1KP0DSNpIQsbFYHzVoEYzBePPsYF4zDV50KK658kaSFW0CAJMsY/byYuPp9/FqWTxagLIK7tqoTXfCDn851LwgrsHHo83/cHP6SSU+SvjvO9WEvTDZae+tb+Ldq4pbVUZdomsbieQdZ8Oc+cnPttGgdQvNWwTgd52mNKxpZmQXs351M5+7V83c8H/8AC2mp7j0AzBZDManbuqLjvdNcGTpCQKE2fudHrmDBkPuxns5GtTtgH5zedJBuz1xH/JzVJTp7U5Afra4bTa9Xbm3QCQaVJSU5m/deXkH66TzXnbqAW+4ZQN+BzeratFrhgnH4Bz+bS9KiLUWOUcGVt7z8iheZuvWzujWuipSkRe7ILSjWHCNj71GyDrr3RlWsdvZ9MIdhPz5Z47aWl1+/387SBYeKQimH958i9lAqquK+6agqGqkpNVfsMnlGZ37+ZmuxsI7JLDNucvtK3VXYMnJIWbsHk78PYYM7I8mVX0Has/NYdtmzxQTvNKfC1ke/QMiSy9kX4sy3svOFH6CEfsCSUebyoz9h8veptD0NGVVRef2ZJWSk5RfuYbv+3l++v46mUYE0iSo9+8ZuV9i45ih7dyYT0siH4WPbEB7hXsxWn7lgHP6hz/5xj1uqGln748lLTMWnaeUbqtQ1oX3bu7ognUejPu2KrdIKTqYjPN2eqmdb1tU2h/ef4o9ZuziRmEXT6ACmXd2dyOgAlsw/5NZIQlM1JEmgnif/IIQgukXNtYcbPrYNuTk25v2+F01z3X2MHN+WS6+seIe0fTP/YNtjX7o6SmmuOoaxi94guEvl4uXH/17v8bimKJ6bnpuM+DYP96i6aQkNxOjnXSk7LgQO7T9Ffp7dLZHJ6VRZvugw193WBwCb1cHKJbFs35SAf4CF0RPbEd0ymBcfWUBaah42mxNZFiydf5B7HxtGs5bBHNhzEouXkc7dIup1iOiCcfie8uQBkETJjzUQ+s+8l/nD/oditaM5FYRBRjYbGfBR8Q5eIT3buIljAcgWE5Hj+tSWuUXs2XGCD19fWbRyzsooIObAEq69rTeyLOHgPIfvKmJGlgVK4UrfaJJp0TqElm1qrjhICMHkGV0YP7UjmekFBARaMJkr/tFI3XSAbU98VazJuSMnn8XjHuOKhF8qtdK3Z+V5Ds+UkH2pOpx0e+o61tz8hisnv9C7yd5m+r5310UZxjlDdpbnRkKqqpGZlg+AtcDBC48s4PSpXFePZgE7tybSoXNjUlNyi7R1FEVDURRmvrEKVdVcvbSdrte6ZdsQbr9/EBGR9S9fv+4DlNVEy2tGIpvdM1a8woLwa1k7m6s1RUiPNkzd8QVtb5tIo77taXPLBKbu+MItJm8O9qfzI1cUS82TTEbMIf7VorhYUX76aovH7JfFcw/g9OTEBHTq1phBw1vi42vCP9DCuMnteejZkbXiqIxGmdBw30o5e4CDn/3jsfDJmWclZc2eSo0ZOaaXR4VT2WLyeDdn9Pem+YyhTFz9Pk3H98ErIpiwQZ0Y9eeLtLh8eKVsuFBo0yEMxeme8WQyG+jaOxKAlUtizzp7AM0lmLZ7e5KbkBq4HnM61CJnDxB3OI3nH55PZnp+zTyRKnDBrPC7PHwl8X+sJTf+JM5cq+sDIUsM/b8nL4hVjX+rJgz85IEyz+vx/E0Ed2vNvvd+x5aWRdQlA+jy6FWYg2o31qhpGslJ2R4fS0rMZujo1mxcc7R43NwkM+2a7rRs04jLrs4jIT6TsMaVd8C1jS0j23Phk3D1N6gMAe2iaHvbJGK+WVCkcWTwsRAxuifJy3fgdBTf33Hk5JM4fxNRk/oz5t/XKjXnhUpwiDejJrZjxcIYbIU1HkaTTFi4L/2HuLqWbd90/KyzPxdBiXdVnrDbFZYuOMyMa7tX3fBqpGF8ksqB0c+bKds+I37OGk6u3oVv88a0vnEc3o3rR7f42kIIQfNpQ2g+bUid2+HrZyY3x3M+eHiEH6MntmPZgsPYbU7CI/y4/va+NG8ZzJcfrGPT2ngMRgnFqdKqbSPuf2pEve+g1eyyISQv2+EmPqfanYQP6VLpcfu9fzdNJ/Ql5tuFqHYnra4dhSUsiJPLd7qdq+TbOPzVfKIm1V5BYEPiqpt60aZDGMvmH6Ig30G/Qc0YOaFtUeqtn7/nwjVZlkDGLYusJFRF42iMu4R6XXPBOHwA2WSk5dUjaXn1yLo2RQcYf2kHfv9xp8fHlvx7kA++mcHl1/dEUVSMheGJf//cx+b1Lh3yM7fQMYdS+f7TTdz5YPl6CZwhLuY0G1YfBQ36DW5O6/Y1u3Hf8uqRHPp8Hhl74lxOXwhkLxO9Xrm1SndYQgiaju9brPPaiWXbPTezwdWDVsczQgh694+md/9oj4+PuaQ9u7cnFbvzFAJCQn1o3ymc9SuPIssCBBgMMjar02OoR5YF0S3q32LzgnL4OrXPwb0pzP5+G4nHMwkK8eayq7oyYKgrI2XspJIdfn6uK9YtSQJJOhuLXvrvQbe4v9OhsmV9PLfeO6Doi6Es5vy0g4VzDxRlAq1cEsOIcW1rtLm0bDIyYeW7xM1aTvycNZiD/Wh3xyWEDah+aemwgZ3QPDSzMfhYaHVNyX2NdUqnfadwLr+uB7/+uAODQUJVNQKDvXjkuVGEhvsxeUZnYg6mEhDoRdsOobz3ygr270lx+1sYTTKjJ9afupcz6A5fp9Ic2pfCOy8uK4p5ppzI4ZuPN5Kf52TUhLaYLQYiIv09xvJbt/O82i7I95xRpWkaDrtSLod/MimbBX8fKJb2abcprFh4mMEjWtboyks2GWlz4zja3DiuxuYAMHiZGfLto6y+4XU0p4LqcGLwtRDWvxMtz3P4rl7Kqzj660qMft60vW0ijYd0xZaZS+z3i0jfdYSQHq1pfcNYTAEla+1fLIyd3IEho1px5PBpfHzNNG8VXLQPGBruR2j42bu1h58dxaZ18fwxayepJ3PRNGjVthE33tmPkND6V++gO3ydSvPrjzvcNrjsNoU/ft7JiHFtkCTBjXf2492Xl+OwK2iaa0VvNMlcfYvnLkudukewbWOC24oprLEf3j7l6zOwY0uix9Wv06mwfXNCvbzVrgzNpw8lpGcbYr9fhDU1i6aT+tN0fB+EdDb5TlUUFk98nNQN+4vCTPFzVtP29ks48uMSnAU2lHwbx35dyc6X/o/Jmz/Br3ndq4TWNV7epnJVdkuyxIChLRgwtAWaprlqSUoofKsP1F/LdOo9ScczPR63Wh1FIZsOXRrzzOvj6TuoOaHhvvj6mRECPn9/HVs9qFFeeUNPvL2NGIyut6YkC0xmmZvvKv8mpNEke+zfKkkSJtOFtcbxaxFBj+dvYsDH9xM1sV8xZw+QMHfDWWcPoGk4823s/+APbBk5RcWKznwb9vQcNt77YW0/hQsGIUS9dvagr/B1qkCjMB8SjmW6HTcYZLx8zmbURLcIZvSkdrz1XELRHUFifCafv7eWgtv7MmTU2daPYY39eO2jKSyZd5DYQ6k0aRrA2MkdaNzEv9x29R4QzS/fbXM7LiRB30HumikOh8LyhYdZu/wIQsDQ0a0ZPrZtvdDRqSrH/17nljUEuNJHz7sJ0lS1qKtWfSY+Lp2Vi2PIybLSs38UfQc2q9fVrfUJ3eHrVJpp13Tn07fXFAvrmMwyE6Z2cKWxncOv32/3GP6Z/f12Bo1oVUyzJiDQixnX9ai0XYFBXtx270C+mrm+aFxV1bjxjr40Ciseo1ZVjbdfWEZczOmizeLZ329n55akWiv4qkmMgb4IWfIosewJqZbvgNJS81g6/xAJ8Rm0bBPCqAntCAgsWQp79ZIYfvxyC06niqpq7N5xgqXzD/HEy2PLvaF/MaM7/FLIOpRAXtJpgru2xNKo/pVJ1zU9+0Zx8939mf3ddrKzrZjNBiZe1olLpnd2OzchPtPjGAX5DgryHfj4Vm8f4P5DmtO5ewS7tiahodGtV6THHOv9u5M5GptWLDPIblM4vP8UMQdTadshrFrtqm3a3jqBw1/+66a2esaxq/azTWYks9Ftw7cmOXYkjVefWozTqaI4VQ7uOcmSeYd4/u0JGAwyp0/lEhkdiK+fGXA1xfnxyy3FFg42q5OEYxlsWHWUoaNblzRVnZOelk/MgVP4B1ho1zGszkI/F4XDT1qyle3PfEN2zAkC2kfR6+VbiBhR8grSlp7N0qnPkLY9BslkQLU56HDvZfR+/T8NfsVX3Qwc1pIBQ1tgtzkxmgwlqkuGhHqTdDzL7bjBIGHxqpm3oa+fmUEjWrJrWxKvPb2ElBPZBDfyZto13YpSRw8fOIXN6t5Zy+FUiDlwqsE7/OAuLen3wd1suv8jVyMczeXsh89+lq2PfU7WocSi6uDAjs3p+/adtWbbt59sLPbaOxwqTqedlx5biNXqxGCQcDpURk1oy1U39yL2YCqyQQIPd4qb1h6rlw5f0zR++W4by+YfctkOePuYePylMYRHlD9MWV1c8A4/Yd4GVlz5UtEKJ3XDfpZc8hSj/nihREGxVde/xunNB1EdzqLrDn7yN0GdW9D6+jG1ZntDQQiB2VJ6FexlV3Xjiw/WuUsQT3EP/5SH+Lh0TiRk0SQqgGYtS8662b09iY/eWFW0Kjx1MpdvPt6Iw6YwdEwbAoO8MZllt9x/o1EuNbTQkGh32yRaXD6Mk6t2Y/A203hYNySjgcmbP+XU+n1kHTxOYMdmhPbvWGsLGqdDIT7OvfGMpkFOtuszdyatdvmiwzSO9CcyOhCthJ695c3gqm22bUpgxcIYHA4VR2GVrs3q5L2XV/DaR1NqfQF5wTv8zQ996rF5yOaHP+UyDw7fmpZF8vIdqI7iqz5nnpV97/2mO/xK0mdgM/Ly7Pz2ww6sBQ5kg8S4ye259KpuAByNTePXH7Zz7EgaQSHeTL2iK/0GN3cbx2Z18O7LK4iLOY0kBKqm0bxVCA89MxKLB+mF30pIHf3tp50MGd2afoObMfv77XCecqcsCXoP8FyN2RAxBfgSPWVgsWNCCMIHdSZ8kHsIrqaRJIEsC5zOsgVq7DaFhX8f4LWPpuDlZcRaUPyzaTLLjBzftqZMrRLL5h8q0u05g6ZB2uk8TiRmERkVWKv2XNAOX9M0smOSPD6WdTDB43FHdj6ihBWnLS2n2my7GBk+pg1DR7UmP8+OxctYlAXjiuUuKlpl5+dl8dXM9eRkWRk9qX2xMX75bjtHDqUWrZbAJaEw69ttHlM3T5Yg4JabbcNuc+Lja+bRF0bz0ZuryMuxo6EREOjFvY8N8/gFolM9SLJE/yHN2bj2WLn0afJybUiS4KFnR/Hmc0uxF+49KE6VS6Z3pkOX+lk7UFIhoSRJbl9ctcEF7fCFEFhCA7CmuseOvcI9N9TwbRaO0c/brZmKMMhETujr8Rqd8iNJomgT7gxzftrpLqNsU5jz806GjyueHrluZVwxZw8u6YX1K+M8OvyQMB+SE92dvpe3sUiFs1XbRrz75TTXeQIiIv31vZpa4Prb+3I6NY+4mNPIsitej9Bw2Iv/fYUkihx6VPMg3v9mOgf3ppCXa6ddp7B6HXrrO6gZiccz3Zr9CAHNarCpT0k0/ETjMuj6xLUYvItnZxi8LXR7+jqP5wtJYtDnDyJ7m4uKWCSzEXOQH92f8XyNTtU4diTd43GnQyU7s+C8Y557tTocisf47oxre7g1ITeZZaZe0aWYUxdC0CQqgCZNA3RnX0tYvIw88fJYnntrIv+5byCvfHgJ9z42HJNZ5syfQJYlvLwMxdJ0ZVmiU7cI+g5qVq+dPcCoCW0Jb+xXtLiQJIHJJHPLPQPqpHbggl7hA3S8fxrOfCt73vgF1eFEMhvp9tS1tLtjconXRE8ZyKS1H7Lvvd/JiTtBxMgedLznMiyhgaXOlRN3gt1vzub05oMEdmpGl0evqnRru/LitNrZ/tTXHP5mAUq+jcYjutP/w3sIaBtVo/NWJ43CfErsRnT+3UCHLo3Ztyu5mOy8EK7jnhx17wHR2O39+fWHHWSm5+Pja2bqFV0Yc0l7t3N16oam0YE0jQ4EIDzCn6dfG8/8P/eRkpxDmw6hTJjakeBG9U+XpjyYLUaee3siG9ccZffWJAJDvBk5rm2p/XPzcu2Aho+vucRzKosoade7rundu7e2devWahtPdTixZeRgDvZHMlT/N2v6njjmD74PZ0FhG0JJQrYYGT3vVSKGd6/2+c6weNITnFyx82yTayEwBfgw7cC3eIU3DM2YXduS+OjNVW4ZPMPHtOHa24pvrJ88kc2Ljy7AbldcYmomGaNR4tk3J5TZUs7pUJAN0gW1gnda7dgzc7GEBlSpWbpO+cnKLGDe73vZuTUJXz8T46Z0oN/g5lV+X6Wm5PD5e+uIi00DIKpZIHf8bzBNmlasBkgIsU3TNI+ysBeNw69pFo59hOSl292OB7SPZtr+b2tkzswD8czt/V/3ohqLia6PX0WPZ2+skXlrgnUrjvDLd9vJz7cjSYKR49pyxY09PaZs5mRbWbk4hvgj6US3DGb42Db4B3huXOGJY0fSWLbgMNmZBfToG8XAYS0aTFetM6gOJ5sf+pTDX88vapbe5+07q1Wl05FXwM4XfiD2h8Voikqz6UPp9cotWEIu3iLE3BwbT933Dzk5tqJ2iWazgTGXtOPy63sWnZeelk9aai4RkQFud6mecDgUHr79T7KyrGeF/wT4+Jh458tpFWr+U5rDb1jv8nrMqfX7PB7PjknEWWDD4FX9t2eZ++ORjDJK8TA3qtXO6S2Hqn2+mmTQiFYMGNaS3BxboXhayatVP38Lk2dUroPUmdJ8h1NFUzX27znJkn8P8uybEzA3IKe/8f6PiP1hcVEPXcVqZ8PdH2AJDSRqYr8qj69pGovGPEL6ziNFd4+x3y4kedl2Ltv7NbK5fua91zTLFhwiL9dWrDeuzeZk0dyDjJ/aEbPZwGfvrmX39hMYjK6N6BHj2nD1Lb1LLEoE2LklEavVUVzlVQOnU2XT2mMMH9OmWuyvlk1bIcR4IcQhIUSsEOJxD4+bhRCzCx/fJIRoXh3z1idMgZ51xCWTocb0SQLaRaF6aAYumY0Ed6+eN0htIkkC/wBLjWxmOR0KP3y+ia8/3ojdrhR9sOw2hVPJOaxaHFPtc9YUjrwCYr9b5JZJpuTb2PXSj9UyR8qaPWTsPXo2VIjrrqIgJYNjc9ZUyxwNkb07k92yxAAMRon4uHR+/HJLUcPzgnwHDofCyiUxLJt/sNRxU1Ny3TJ5wFWklXqy+tLBq+zwhRAy8DEwAegIXC2E6HjeabcCGZqmtQbeA96o6rz1jU73T0f2Lr6Kl71MtLl5Qo3FVoM6tyCsf0ckc/HbPdlspMN/S96Urm9omkZ+nr3EDJyKkJdrJyU5B+U8sbBvP9nIqiWxHq+x2xU2rD7Kbz9u583nlvLrD9tJP51XZVuqm+wjJ9j65FesveUtNNVz7nru8ZRqmSttRwyqh7+HM7eAtG2Hq2WOhkhomA+eQvWKouLnb2bDKve0YbtNYeHcA6WO27xVsMeFjsVioEXrRlWy+VyqY+nZF4jVNC0OQAjxCzAV2H/OOVOB5wt//h34SAghtPq6gVAJOj90ObnHThLz7UIksxHV5iBq8gD6vlOz2iSj/n6JzQ99ypEflqDYHYQP7ET/j+/Hu0n1vUlqkj07TvD9Z5tIP52HJAkGj2zFNbf2cUulLAub1cFXH21g+6YEZFnCYJC45uZeDB7VmtxsG5vWHsPpLLnA59iRdI4fzcDpVDm0L4VlCw7x1GvjiW5e8Vzp3duTWDLvILk5Nnr1j2bUxHZVbsAe/9daVl33KqpDQXOUULAjBI16V09bPb+WEUU6Uudi8LHg36ZptcxR1+RkW/n1hx1s3RCPEIKBw1sy/drupf6txk3pyJYNx4slGMiyIDI6kNBwP1QPjXfgTOZNyXTo0pim0YEcP5pe9IVhMEgEh/rQvU/1vd5V3rQVQswAxmuadlvh79cD/TRNu+ecc/YWnpNY+PuRwnNOnzfW7cDtANHR0b3i4+OrZFtdYD2dRdahBPxaNK5Vp6tpGmiaWwOM+szR2OIVtuBqXtKjT1PufmRohcb68PWV7N6WVGx1ZTLLPPDkCHz9zLz29OISqx6FAE8fg7Ydw3jq1Yptgs79dTf/zNlb9JyMJplGoT688M7EMvWGSkKx2ZkVPh1Hdn7JJwmBwdvMpHUfEty1VaXmORfVqfB7m+vJT0w9K60sBKYgXy6P+wmTf8NMkzyDw6Hw5L1zSUvNL7obNBglIqMCeeGdiaVm3GxZH893n27C4VBQFJU27UK565Gh+PmbeeTOv0hNyS12vhDQrVck/3t6ZKk22WxO5v66h7UrjqBpLsXXS6/sWmGdoAazaatp2hfAF+DK0qljcyqFpVFAnUgpCyHweK9Zj5k3Z69b3NJhV9ixOYHMjAICg8pXVJOdZWXXtiS3En27TWHeH3u577FhJa7uhVSCtwdiDpxC07Ryp9vlZtuY+9teHOeEQhx2hbTTeaxaeoSxlcz9P7215BCK7GPBYDHRqE87er16W7U4ewDJIDNp7QesvfktTq7aiQY06tmWwd8+2uCdPcC2jcfJyrQWC/05HSopJ7I5sOckHbtGlHhtn4HN6NkvipTkHLx9TMXepzf9tx8fvLbybEtPWWAyGbjyRs8tPc/FbDZw+fU9uPz6yveCKIvqcPhJwLlVPk0Lj3k6J1EIYQACgLRqmFunAXMyKdujrzUYZdJP5xX7INlsTnKzbQQEebl1osrOLCiS0j2ftFN5eHmbGDOpHUvnHyp2N2EwSjz24hjeeXE51gL31b/JZKhQbvWRw6cxGKViDh9cXzw7tyZW2uHLFpPHHr0AjQd3ZuyCmtkS84kMZdziN3HmW9EUFaOfd43MUxcci033KIvtdKocP5ZRqsMHV7Wvp/z4zt2b8PRr4/n3j32cPJFFq7ahTLysE6Hh9aM5fHU4/C1AGyFEC1yO/SrgmvPOmQvcCGwAZgDLL6T4vU7laNWuEScSs9zink6nWqQV7nSq/Pz1FlYvc7UfNBgkpl/bg9ETz8aqwxr7efzikCRBu44uPfsrbuhJUIg3C/7aT26OjVZtG3H1zb1p1jKYYWNas3zB4WKO2miUGDKqYqtlX3+zxxiuEJT7bsUTIT1aYw7yxZlbPP/W4GMptWK8ujhfmuRCoHFTf8xmg5uSpcEoEdbYr0pjN2sZzF0PD6nSGDVFlQO+mqY5gXuARcAB4FdN0/YJIV4UQkwpPO1rIEQIEQs8CLilbupcfEya1hmTWYZzFtEms8yoCW2LOmDN+nYba5YdwWFXsNsU8vMczP5+G1vWx59zjYFp13RzjVWIEGC2GJhyRZfC3wVjL+nAe19N58vZ1/D4S2OLdPRnXNeDTt0aYzTJeHkbMZpkOnRpzJU3ni2kKQ8t24QQGOTl1kDdaJIZM6ns1X1erp2khEzs5zkhIUmM/ucVzI0CMPp5Y/CxIFtMtLllAtFTB1XIxvKQm3CKhHkbyNh3rNrHri/0H9wc4zmaPeBaIPj4munWK7LuDKth9EpbnTol8Xgms7/fzuH9p/D1MzPh0o6MmtAWIQR2u8Jd1832mJ8c1TyQl98vvrrdtvE48+bsJTO9gPadw7ns6m4VWq2dPJHNicQsmkQG0Diyct2IUlNyeffl5Zw+lYssS6iqxvX/6VOsUfv5OBwK332ykY1rj2EwSGgqTJ7RmUtmdC4WUlLsDpIWbcF2OpvGw7ri17JJpWwsCVVRWPefdzj6ywpXppnDSUiPNoyZ9wqmgPoRkqgKTofCji2JnDqZQ3SLYBqF+fDtxxuJOZgKAjp1jeDWewcQFNywQ1e6tIJOgyQzo4CHb//TLSYOLlG1j3+8og6sKhtN00hKyKIg306zFsFlyjZ89/pi9v+zlXyDhZzARq5sGLPMjXf2Y/CI6tmELQ973/ud7c98U6ygSzIZiZrcn5G/PV/idelp+Rw5lIpfgIW2HcJKrSitK9JS83jp8YUU5Nux2xVMRpmwCD+efGUssiwhJFGuJuiqorJ0/iGWLTyM3eqk14Bopl7RxWO/5LqiwWTp6Oici7+/GbPF4NHht2gdUgcWlQ8hRJH6Y2lomsaG+z5C+XQubSQZNA2blw+7BozFjg/z5uytVYd/YOafbtW7qt1Bwj8bcOZb3WL5nvq1+vqaeeylMVWOg8ccPMWKRTHk5djpMyia/oObV6kC+6uZ68nKKCjaY7EqTk4kZjHn511cd5vnVqfnomkaRw6d5ocvNpF0PKso62vFwsNs35TAqx9ObhANcxpO0rbORYckS1x9U89isXmEK2Zfk6lrtUXcz8uI/XYhkqpicDowKE68crPptHUlANmZniWjawpHTsl5/s7zBPoAtm0826/VWuDEWuAk7XQe77+6okp2LPh7P28+t5T1K+PYuTWRHz7bzOvPLCm1cK407DYnh/aluCcHOFQ2rDpa5vUOh8Kbzy3l9WeXEB+XUcwOp1MlJ9vKupVxlbKtttEdvk69ZvCo1tz9yFBatgnBP9BC916RPPP6uFIblzcU9n/wB0p+cacuoeGblY7ZmkerdrVbLR05rrfH9p6+0eGYg933NJb8e9Bjv9bUlFySk9y7zJWH3Gwbc/5vB3abUpR5ZbM5OX40g83rjlVqTI0SSy1KbIp+Lgv+2k/swVSPe0ngSrs9tK96JC1qGj2ko1Pv6d67Kd17u8rL09PySU7MIjUlh9DwqoUN6hp7tme9Hk0IvITKFddXLEuoqvR69TaSFm3FmWdFsdoRBhnZbGTQVw97rEcorV9rSY+dQVVUlvx7kKXzD2EtcNK9dyTTru3uqmUwyG56NDabky3rjzNwWMUbCpnNBlq3Dy0spDt7XJYFfQc1K/P61UtjsZfg7MGVKlzVEFZtoTt8nQaBoqh8NXM9W9bFYzDKOJ0qnbo25u5HhjY4LfszNLtsMPven+OmVyNbTDz62VVENqvdnqe+0eFM2/8tBz6dS8qaPQR2iKbDvZcRUIJ2Tp+B0ZxIzPLYrzW6Rel3YF/N3MCWDfFFhXBrV8axc1sSN93ZD09rbiHcu59VhNvuHchLjy/AblOwWZ1YvAwEBnmXKzRYkj7OGWRZYsS4tpW2rTZpmJ8UnYuOeXP2snX9cRwOtWj1t2/XSX7+Zis3/de9eXlDoMujV3F09koKUjJQCmwIWUIyGxkx60kim1V/yOpEYhY/fbWFg3tTMFsMDBvTmmnXdC+WnWIJDaTHszeUa7wxk9qzfuVR0lJzsdkUJElgMEjces8ADuw5yS/fbeNkUjZBId5Mu6Zb0eo8NSWXzevii23Gq4pGQb6DE4lZmEyyW+Wz0SQzYlzlJb/DI/x45/PL2LzueGFaZhA9+ka5VW17ov+Q5iz654DHSu7QcF9uv38QIaENQ25CT8vUaRDce+NvHvveGo0yX8y+ul6mApYHR04+Md8uJGnxVnybh9Ph7ksJ7FB2mKGiZKbn8/g9c7EWOIrCGkaTTOduETzw1IhKj2u3OVm/+ii7tiYR3MibkePbkpGWzwevriwWBjGZZa65pTcjxrVl68bjfPXheo9hn669mnD59T156/ml2G1OBAKnonLVjT0ZXY7itZqgIN/OS48t5HRqHjarE5NJRpIFdz8ylC49mtS7lpl6WqZOg8eT1g2A06mgKiqS1DD7uRr9vOl43zQ63jetRudZWigdce76zmFX2LsrmZTk7CIpi4piMhsYPqZNsY5Mn7+3zi3mbbcpzPlpJ8PHtqFRqA+q4r7QlGVB4yb+RDcP4oOvp3No/ykKChy06xheVHldF3h5m3jxvUvYsTmBmAOnaBTuy8BhLasUYqordIev0yBo2zGMvbuSOT/A27RZYI10yCqLvTtP8Mt320lOzCIgyItLr+rK0FKqaeuao7GnPYYkDAaJpONZlXb4njiZlO3xeH6eHavVSeMm/ggPkRRZlhg90bWKl2SJDl0aV5tNVcVgkOgzsBl9Blb/3Vdtoqdl6jQIrr21D14WY1GBjyQJzGYDN91Z+/H7A3tO8sGrK0k45srJTkvN48cvNrN4XuldjeqS6ObBHuPVilOttIxESTQK9xzPNluMmM0Gfvxis8ec+gHDWxAe0TCyXRoqusPXaRA0iQrglQ8nM2ZiO9q0D2X42Da8+N4kWrcPrXVbfv1xh8eQxZ+zdqMqlSsOqmlGT2yHwVj84240SrTpEOpR5rcqTL+mu1vHMpNZZvLlnVFVjY1rj3m829i19XxVdZ3qRg/p6DQYQkJ9uPoWj3tRtUpyoueiIrvNSX6eA1//6ovtappG+ul8ZFkQWAVRr5BQH558ZRw/fL6pKNd90IiWXHNr9b+evfpHc8s9A/j1++1kpOfj42tmyuWdGTu5A3ab02P8HsBaRu5+VUlOymL7pkRkg6DPgGYNJrOmOtEdvk6DJjfHxs/fbGXLung0TaN73yiuu61Pmfrz8XHpzPp2G0cOp+Lr61LpHHNJ+3JlXIQ19iM+Lt3tuNEo4+VTfXoqx46k8ek7a0k7nQeaRmR0IHc9PLTSYY9mLYN55o0JqIqKkESNZpcMGNqCAUNb4HQoyAapaC6zxUjjSH9OJBT/0hSCMpuOVIW/ftnFvD/2oSoaQoLf/28n1/2nT7HN5osBPaSj02BRFZWXH1/IxjXHsNsVHA6VbRuO88Ij80utjExOyuKVJxdxYM9J7DaF9LR8fvu/Hcz+fnu55p1+Tffi+j6A0STRtFkgzz74L+++tJwDe05W6bnl5th4/ZklnDyRjaPwucXHpfPKEwtxehCTqwiSLNVaKqHBKLvNdfNd/TGbDUWptAaDhJe3kStvqpnK4uPHMvj3j3047K4etE6HisOu8H9fbCEzo6DsAS4gdIev02DZsyOZjLR8lHM2AFVVIz/XzrYNx0u87p/f9rhVh9ptCkvnHyI/z17mvN16R/Kfc4ptvLyNSEIQF5tGYnwmu7Yl8e7Ly1m9NLaSzwzWr4or9rzApQdjsznZ2cBj3W07hPHie5MYPrYN7TuFM25KB16dOYXGTap38/gMm9cew+l0/5IUEuzYnFAjc9ZX9JCOToMlKTHTo3Sy1eokMT4DaOHxurjYNI/l8gaDxKmTOTRvVbb0ct+Bzeg7sFlRC8aVi2NQzolN220KP3+zlYHDWlQqbfT0qTyPdylOp0p6Wh6KopKXa8fH14QsS2iaxvpVR1k09wB5uTa6927KlCu6EBBY+daKNUnjJv7ceGe/Sl1rtzn59YftrC7shNauUxjX396XyKjAEq+pp/WltY7u8HUaJKqi4utrxmCUUZTzWgIK2LQuHl8/MyMntMVsKR5Xb9I0gOSkbLecfqdDqfBGnsEgsXdncjFnfwZN0zh5IpumHjRxEuMziItNI6SRDx26NHarFG7TPpSVi2PcGm1LQpCSnMPd1/+Kw6FgNMhMmt6ZvFwbyxYcLmqPuGJRDFvWx/Pqh1OqdRO5PvDh6ys5uDelSGLjwN4UXnpsIa9/NMXjxnbfQc1YNPeA2xeopkKPvlG1YnN9QXf4Og2OdSvj+PnrrdisDteHXlDMeZ+R6J0zaxdrV8bx3FsTi6UJTp7RhT07ThQJdwGYTDJ9BjarVOeigCAvUpJz3I4rThXf88ZTFJWP31rDnu1JCCEQEvj5W3jylbEENzr7ZdOjbxRhjX05mZRd5NhMJpmQUG+XemOh7U6Hyt+/7kZxqsXuWhRFJT/PzrKFh5h6RdcKP6f6yomELA7tO1VcTVNzadYvXXCYGdd2d7smukUwE6d14t8/9hWlzWoatGgTQuzBVHr0bYrsQRb6QuTieJY6Fwz7dyfz3acbyc2xFX3oS9p+dNgVUlNy2bTmWLHjLVqHcP8TwwmP8EOSXO0Eh49rwy13V66Ia+KlHd02cQ0GiXadw92yhZbMO8ieHUnY7Qo2W2HTkNQ8Pn1njdv1T702nvGXdiI0zJfwCD8uvaorBQXOYl9UZ56npxCVw6Gyb1dypZ5TfeVEUpZH5+x0qMTHpZV43WVXdePFdycxYJgrzCcEHN5/ii8+WMerTy7yGBq8ENFX+DoNin9+3+vm8DTNtQFnMhncQiA2q5NdWxMZMqp4q8DO3Zvw5qeXYrM5MRokpCqs8Hr0jWLa1d34Y9YuZFnC6VRp0z6Uux4a4nbu8kWH3exXVY24mDRysq3F7jC8vIzMuLZ7sVXr7/+3s9x2CUkQGt7wm4+fS5PIABQPxW0Go0SzliXvvWiaxqG9KaxbEVcsnm+zOjl+LIPVS2MZNaFdTZhcr9Advk6DIjUl1+Nxgyx53JmTJEFgSMkFS+Zq0tKfcGknRo5vS1JCFgGBXiXuBZTUNUkIUeJj5xIR6U9Sgnvh15k9gHNX+kaDxLjJHcpjfp2jKiq7tiVxYG8KgUFeDBrRkoBAL+x2lzjemX6x/oEWzBaDWzzeaJQZNaFkTfrF/xzgtx93eNy8tdsUNqw6qjt8HZ36Rpv2oaSl5rmFMIQk8PYxY7fnF/tQGwwSI2upOYXZYqRlm5LbEuZm20rMfw8K8SKolC+mM1x1cy9mvr7KPYNHaGiqK1RhNMmYzQZuuXtAmY1I6gN2u8Ibzy4m4VgmNqsTo1Hmz1920axFMHExaWhoNI0O5NZ7BvDNxxvJzytekSskwb2PDSOohEpkRVH5a/Zuty5a53J+SO5CRY/h6zQopl7ZFZNZ5ly/aTLLTLu6G4+/PIbwCH/MZhmLlxEvbyP/eWAQTaKqVyumsrzz0jIy0twbhZvMMnc8MLhcxVBde0byv6dH0Kpto2KZPariusGRDRLDx7blw29n0LNfw8hAWb7wMMfjMorCcQ6Hgt2mEHMwFUVRURWN40czeOXJRSQnZrmFdGRJsL+UQre8HFupd09ms6HBdKyqKvoKvwLYs3JRnQqWkPrhQC5GGjfx57m3JvLHzzs5tP8UgUFeTJ7Rpag36esfTyEpIQub1UGzFsF1Ip3siYRjGSQez/S4udqrX3SFROA6do3gwaeDuf+W393GczpUdmxK4NpyaOQciTnN5++u5dTJHGRZou/gZtx6z8BydYGqTtavPFJqZfQZnA4F1cMi3elU3aQazsXb14wsS55X+AIGjWhB7wHRFTG5waI7/HKQl5TK6hte59S6vQAEtItmyPePEdK9/uqfX8g0aRrAPY8O8/iYEIKm0YG1a1A5cAmgSYC7Y8vKrHh5v6KqJaYnOcuh2Jl4PJOXHl1QFP5yOlXWrzxK/JF0Xp05pcL2VIXypkR6cvZnCG5UcjjMYJCYeFkn5v1RfMNfNkjceGc/ho2+eD7HekinDFRFYf7Q/5Gyejeq3Ylqd5KxJ44Fw/+H9XTJqwodnXOJbhlUYupfVPPACo8XEOhFeGN3ETWDQaLf4LKbdHz78QaPG5hJCVkc2lc1HaCKMmJc23JtnkuleKvQsNKzkaZc0YVLr+pW1DmrUZgPdz00+KJy9qA7/DJJXrod6+lMtPNWTapDIea7hXVklU59QNM0CgocHsM05xMU7E2PPk09PrZ9YyKV6S19x/8G4+VtLCoqM1sMhIb7MuXysgutEuIzS3xs7u97K2xLVRg8oiXdekdiMskYjBIWLwOyLIqFliRJYDTLGI3uLstskYks465OCMGkyzrx8Y9X8PXv1/LOF9PoPaBhd6+qDHpIpwxyjp10c/YASoGN7NgTdWCRTn1g3co4Zn+/ndxsKyazgQmXdmTyjC6lNlM3mQ1uVcEA2dlW4mJO06ptxZq5GE0yfQc3J/bgKXz9zAwZ2YoBQ8un3WOxuNcsnKGk1NeaQpIl7n5kKPFx6Rzefwr/QAtdejRh4d/7WbkkFofdSffeTblkRmdefnwRDqe96DWUZEFgkDedupVPWlkIgcFQv5qO1ya6wy+DkJ5tEB6CpQZfL8IGdKwDi3Tqmu2bEvjuk41FG40F+Q7mzdmLpmpcelW3Eq/Lyihwc/bgWr3mZNsqZMPOLYl8/NZqnIWSCiazTGZ6Ab36R5fL4Y+d0oHfftjh8bGIGlKtLItmLYNp1tKVRpp4PBP/QC+uu60P3fs0LbqLefr1cXz54Xri49IRQKfuEdx6z8BSv2h1zqI7/DII7dOesIEdSVm3F6XAJZ0rmQxYQgNpccXwujVOp074Y9ZOjy0OF/y1n8mXdylxE7J7n6Yc3n/K7VqHQ6FV25Lz989HUVS+/HB9sXHsNoW003ksnLufaVd3L3OMS6Z1ZsGf+8jNKS4HbTAKxtZhsZaqanw1c72roQ0gywJZlnj8pTFEtwgmMiqQ59+aiLXAUSiLUT9c2InELDasPorDrtC7fzSt2jWqtZ4DFUGP4ZeD0f+8QpfHrsYnKhRLeBBtb5vE5M0fY/C6sFQIdcrH6VN5Ho87nSoFeSW36Rs6qhUhoT4YzxFyM5sNTJnRpUKibScSsjw2QXE6VLasL7kPwPm8+O4lRDT1x2iUMFtkjCaZGdf2KHd4pCbYuOYoW9cfdzW0sStYC5zk5dp5/5UVxfY5LF7GeuPsl84/xLMP/su8OXtZ8Nd+3nhuCd99uqlS+zI1Tf14xeo5stlEj2dvoMezN9S1KTr1gMioQGIPpbodt3gZ8S7MAvGE2WLkubcnsnzhYbZuOI6vr4nRk9rTrVdkhea3eBlRStgozs2xoapauUIcIaE+vDZzCgnHMsjJttGidQjePiXbX14yMwqY++tudm1LwsfHxLgpHRk4vEW5VrwrF8dgs7nvLeTm2jl+NKMo5FNfyMos4JdvtxbL8T8j1TBoeEvadgyrQ+vc0R2+jk4FufyGHrzzwrJiIRWTWWbGdd3LdLReXkYmXdaJSZd1qvT8oeG+NGkaQPzRdLc9gbxcGwv/3s/Eco4vhKiU/IKmaTgcKkZj8XaJudk2nv3fPHJzbCiKxmny+O6zTSTEZ3DVTb3KHNfp9JxsLwQeRdPqml3bkpAkCShum83uZNPaY/XO4VcppCOECBZCLBFCxBT+797pwXWeIoTYWfhvblXm1NGpa9p3CuehZ0fRsm0jzGYDjZv4c9u9A2u1PP/eR4d63ABWnBqL/jlQY/Nqmsb8v/Zx9/W/cvuVs3jg1jmsXxVX9PiyBYfIz3Oc1/3LydJ/D5KdZS1z/IHDWnjUtZENUr1b3UNh0ZiH73gBHlNI65qqrvAfB5Zpmva6EOLxwt8f83BegaZp3as4l45OvaF953Cee3NCnc0fEOSFEJ5b9+Xnlt2Xt7L8++c+/p69u6hiNTO9gM/fW8e2jcf574ND2Lc72WOBmcEoEx+XTpceTUodf9iYNmxaG098XDo2qxODUUKSBHc9NKReNinp3rsp36kb3Y4bjTIDhrWsA4tKp6oOfyowvPDn74GVeHb4OjoXNUkJmSyae4CTJ7Jp1ymcMRPb4V+FfrMms4HGkf4kJ2a7PdamQ8Xy+cuLqmrM89CPAGDrhgRmvrGqRB0eRVHLpQZqNMo88dIYdm8/wd6dJwgI8mLwyFYlKmHWNT6+Jv770GA+fWctQhKuIjwNpl7VtV7ekYiq7CQLITI1TQss/FkAGWd+P+88J7ATcAKva5r2Vwnj3Q7cDhAdHd0rPj6+0rbp6NQX9u48wQevrcTpcOXMG4wSFouRF9+dVOEeuudyYM9J3n15OQ6Hila4UWs0yTzz+niimnuMrlaJgnw7d1//q8f+veCKsxsM7iJlsixo1jKY596aWO021Rdyc2xs35yA06HSrVdklf6uVUUIsU3TNI/qeWU6fCHEUqCxh4eeAr4/18ELITI0TXN7pwkhIjVNSxJCtASWA6M0TTtS2ry9e/fWtm7dWqptOjr1HU3TeOj2P0lLLZ7KKQQMHN6S2+8fVKXxE45l8O8f+0hKyKRlmxAmXtaZ8Ah3jZ3qQFU17r3xN3JzKlYk1r5zGPc8OqxS/YJ1Kk5pDr/MkI6maaNLGThFCBGhaVqyECICOFXCGEmF/8cJIVYCPYBSHb6OzoVAVkYB2R7UMDUNNqw+yrW39sbHt/L1HFHNg7jzwcGlnpObbSPlZA6hYT5VCiNJkmDGdd354fNNpSpXnovFYmDMpA66s68nVDWGPxe4EXi98P+/zz+hMHMnX9M0mxCiETAIeLOK8+roNAjMXkaPG6sAqqLx1cwN3P/E8BqZW1VUfvxqC6uXxmI0yjgcCv0GNeeWewZUWvN+xLi2OJ0KP321tdjzKmkDGSEw1MNslYuVqv4lXgfGCCFigNGFvyOE6C2E+KrwnA7AViHELmAFrhj+/irOq6PTIPDyMtK1Z8mFVbu3JXksNKoO/v1zH2uXH8HpUCnId+B0qGxeH8/v/+dZQ6e8jJnUgRfemUSL1iGFYmQSnbtFFOndnIsQroYtOvWDKm3a1iR6DP/iRlVUNq2NZ93KOAxGiWGjW9O9T9N6qU9SFnm5du654VePMsqyQeLDb2fg61f9Mh333vibx9x3s8XA57OuqpbX0uFQkCWBJEv8MWsX8//Yh5AEUmFP+QefHkn7zuFVnken/FQphq+jU9tomsb7r67k4N6UotXv/l0nGTSiJTfe2a+Oras4Pr4m+g9pzobVR93CHmHhvjXi7AHy8zzn49tsTlRVQ5ar7vCN5yhzTru6G8NGt2bPzhNYLAa6926KxctY5Tl0qg89uKZT79i3K5mD+1KKhTpsNidrlh8ptXdpfeby63vg628uEk6TDRJmi4Fb7x1QY3O2LEGBs2l0YI0VMYWE+jB8TBv6D2mhO/t6iL7C16l37N5+wnNzDg327U6mSVTDayIf3MiH1z+aysrFMcQcOEVEpD+jJrYnNLz01nxV4ZpbevPaU4txOBRUVUNIAqNR4obb+9bYnHVBXq6dVUtiOLA3hcYRfoye1I7wiLrR9K/v6A5fp97h62fCYJRweijg8SlFjbK+4+tn5pLpnWttvhatQ3jh3YnMm7OXY0fSaRodyCXTO1dLUdaJxCxOn8olqnlQnVbBZmYU8NyD/5KXZ8dhV9gnC1YuieHBp0fSoYun8qGLG93h69Q7Bg1vxT+/eeirKqBn36jaN6gBExEZwH/uq1px17nk59l5/9UVHI1JQzZIOB0Kg0a04sY7+9VJ16k/Z+0iJ9taVP2rKBqKovDVzPW8/fllDXKTvybRY/g69Y6QUB/++/AQLF4GvLyMWLwM+PqZefi5UXpcuI75+uMNHDl8GrtdoSDfgcOhsn5VHEv/PVgn9uzcmuhR6iEr00pGunvB28WOvsLXqZf07BvFzO+vIObAKWSDRJv2ofVSLfFiwmZ1sHNzoptmvd2msPjfg3XSGtFi8ezCNFXDXE86YtUn9E+QTr3FZJLp1C2C9p3CLwhnn5aax4E9J8nyILXQELB5UMk8Q2mtHWuS0ZPae9TPB/j9px3l0uC/mNC/AnV0qhlN0yjId2A0yRiNMnabk0/eWcPeHckYjBIOh8KQEa244Y6+SDX8RWa3K9V2l+TnbyYoxJvUlNxix4WAzj3qppp21IR2xMels2FVHIqiFdU5OJ0qqxbHsnNLIq/OnIKXHgoEdIevo1OtHNybwjefbOB0Si5CEvQd2AxJEuzd6WoMcqY5yLpVcYRG+FWp1WFZbN+UwOfvr0Ug0NAwGGQeeGo4bdpXru2eEIJb7u7Pe6+sxFmY6umSejZw+XU9qtn68tp09ofzVQMURSU3x8ba5UcYM6l97RtXD9GlFXR0qokTiVk8/9D8YgVjBqOE4lQ9CosFhXjz/tfTa8SWtNQ8Hrv7bxz24mEYi5eRD7+djtlS+RXvicQsVzOXpGzadgqrcjOXqrBlfTxffrC+VD2i3gOiufexYbVoVd2iSyvo6NQCC//e79be7/xagnMpSfqgOli38giaB+0eTdPYvimRAcNaVHrsJk0DuPmu/lUxr9pYtTS2VGdvMEg0blIz/QEaIg1/J0xHp55wIjHLo0Cax1RwAe06VS60Uh5yc+xu2TTgkmTOq8EvmtpG8fAcz0WWpVptLl/f0R2+jk410aZ9mEedeUmWMJqkosIk2SDhZTFy9U0e77qrha49m2D2lLIooFO3C6cCdfCIViWmX4aG+fLwc6NoFFZz8hUNDT2ko6NTTYyd3J6Viw+jKGdj9iazTP8hLRg/tQML/txPUkImrdqFMn5Khxp1RB27utJZz1UcNZsNDBrRkojIhqdFVBL9hzZn09pjLrE9qxODUUIIuPmuAQwc1kKvtD0PfdNWR6caSUnOZvb3O9i/OxlvbyNjJndg3CXtazz90hMXUk+B0tA0jf27T7J35wn8/C0MGNaiTvV96poqNTGvK3SHr6Ojo1NxSnP4egxfR+ciQNM0TiRkkXAsw+PGss7FgR7D19G5wDl+LIMPX1tJVmYBQgi8vIzc/chQ2nasuSwhnfqJvsLX0bmAsdmcvP70YlJTcrHbFGxWJ5kZBbz94jJdZ+YiRHf4OjoXMNs3JXjMVVdVjQ2rjtaBRTp1ie7wdXQuYLIyCzwWYDnsCpkZ+XVgkU5dojt8HZ0LmHYdw5Fk9zRMs8VA+04XTgGWTvnQHb6OzgVMi9YhdOnRBPM5mvEms0x0iyC61JGksU7doWfp6Ohc4NzzyFBWL4tl5ZJYVEVl0IhWjBzftk6KwXTqFt3h6+hc4EiyxPCxbRk+VhcRu9jRv+J1dHR0LhJ0h6+jo6NzkaCHdHR0dGqNtNQ81iw/QmZ6Pp26RdCzX9QF0aC+oaA7fB0dnVph784TfPDaSlRVw+lQWb/qKE2iAnjy5bGYStC016le9K9WHR2dGkdVVD59dy12m1LU9tFmdZIUn8nyhYfr2LqLB93h6+jo1DgJ8Zk4z2uoDmC3K6zXJR5qDd3h6+jo1DgGo0RJvTdMJtnjcZ3qR3f4Ojo6NU6TpgEEBHnDeSoPZrNBbzJei+gOX0dHp8YRQvDAU8Px8zNj8TJgMsuYTDK9B0YzYFiLujbvoqFKW+NCiMuB54EOQF9N0zz2JBRCjAc+AGTgK03TXq/KvDo6Og2PyKhA3v96Oru3nyArs4B2HcNpEnXhNFRvCFQ1F2ovMA34vKQThBAy8DEwBkgEtggh5mqatr+Kc+vo6DQwDEaZnv2i6tqMi5YqOXxN0w6A63atFPoCsZqmxRWe+wswFdAdvo6Ojk4tUhsx/Egg4ZzfEwuPuSGEuF0IsVUIsTU1NbUWTNPR0dG5eChzhS+EWAp46pTwlKZpf1enMZqmfQF8AdC7d2/POVw6Ojo6OpWiTIevadroKs6RBJwbtGtaeExHR0dHpxapjZDOFqCNEKKFEMIEXAXMrYV5dXR0dHTOQZRU/Vaui4W4DJgJhAKZwE5N08YJIZrgSr+cWHjeROB9XGmZ32ia9ko5xk4F4gt/bQScrrShtUtDsVW3s3rR7axeGoqdUP9sbaZpWqinB6rk8GsLIcRWTdN617Ud5aGh2KrbWb3odlYvDcVOaFi26pW2Ojo6OhcJusPX0dHRuUhoKA7/i7o2oAI0FFt1O6sX3c7qpaHYCQ3I1gYRw9fR0dHRqToNZYWvo6Ojo1NFdIevo6Ojc5FQLx2+EOJyIcQ+IYQqhCgx3UkIcUwIsUcIsVMI4VGauaapgK3jhRCHhBCxQojHa9PGwvmDhRBLhBAxhf8HlXCeUvh67hRC1FqBXFmvjxDCLISYXfj4JiFE89qy7Tw7yrLzJiFE6jmv4W11YOM3QohTQoi9JTwuhBAfFj6H3UKInrVtY6EdZdk5XAiRdc5r+Wxt21hoR5QQYoUQYn/hZ/1+D+fUi9e0TDRNq3f/cOnrtwNWAr1LOe8Y0Ki+24qr4OwI0BIwAbuAjrVs55vA44U/Pw68UcJ5uXXwGpb5+gB3AZ8V/nwVMLue2nkT8FFt23aeDUOBnsDeEh6fCCzA1X+qP7Cpnto5HJhXl69loR0RQM/Cn/2Awx7+7vXiNS3rX71c4WuadkDTtEN1bUd5KKetRRLRmqbZgTMS0bXJVOD7wp+/By6t5flLozyvz7n2/w6MEmXoctcA9eHvWCaapq0G0ks5ZSrwg+ZiIxAohIioHevOUg476wWapiVrmra98Occ4ADuir/14jUti3rp8CuABiwWQmwTQtxe18aUQrklomuQcE3Tkgt/PgmEl3CepVCieqMQ4tLaMa1cr0/ROZqmOYEsIKRWrPNgQyEl/R2nF97W/y6EqI/dPurD+7G8DBBC7BJCLBBCdKprYwpDiT2ATec91CBe06p2vKo01SS7PFjTtCQhRBiwRAhxsHDVUK3UpkR0VSjNznN/0TRNE0KUlI/brPA1bQksF0Ls0TTtSHXbegHzDzBL0zSbEOIOXHclI+vYpobKdlzvx9xCPa6/gDZ1ZYwQwheYAzygaVp2XdlRFerM4WtVl11G07Skwv9PCSH+xHXLXe0OvxpsrRWJ6NLsFEKkCCEiNE1LLrzVPFXCGGde0zghxEpcq5madvjleX3OnJMohDAAAUBaDdt1PmXaqWnauTZ9hWvvpL7RICTLz3WqmqbNF0J8IoRopGlarQuVCSGMuJz9T5qm/eHhlAbxmjbYkI4QwkcI4XfmZ2Asrh679ZH6IBE9F7ix8OcbAbc7EyFEkBDCXPhzI2AQtdOKsjyvz7n2zwCWa4W7ZbVImXaeF7edgiveW9+YC9xQmFnSH8g6J9xXbxBCND6zTyOE6IvLX9X2lzyFNnwNHNA07d0STmsQr2md7xp7+gdchisGZgNSgEWFx5sA8wt/bokrS2IXsA9XeKVe2qqd3cU/jGu1XOu24op3LwNigKVAcOHx3rikrAEGAnsKX9M9wK21aJ/b6wO8CEwp/NkC/AbEApuBlnX09y7LztcK34+7gBVA+zqwcRaQDDgK35u3AncCdxY+LoCPC5/DHkrJhKtjO+8557XcCAysIzsH49ov3A3sLPw3sT6+pmX906UVdHR0dC4SGmxIR0dHR0enYugOX0dHR+ciQXf4Ojo6OhcJusPX0dHRuUjQHb6Ojo7ORYLu8HV0dHQuEnSHr6Ojo3OR8P8bHnaTn6HLoQAAAABJRU5ErkJggg==\n", "text/plain": [ "
" ] @@ -2774,7 +2829,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 12, "metadata": {}, "outputs": [ { @@ -3139,13 +3194,7 @@ "L = 38.187481, acc = 0.855000\n", "L = 38.176394, acc = 0.855000\n", "L = 38.165262, acc = 0.855000\n", - "L = 38.154084, acc = 0.855000\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + "L = 38.154084, acc = 0.855000\n", "L = 38.142859, acc = 0.855000\n", "L = 38.131586, acc = 0.855000\n", "L = 38.120265, acc = 0.855000\n", @@ -3187,7 +3236,13 @@ "L = 37.674512, acc = 0.865000\n", "L = 37.660902, acc = 0.865000\n", "L = 37.647215, acc = 0.865000\n", - "L = 37.633452, acc = 0.865000\n", + "L = 37.633452, acc = 0.865000\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "L = 37.619612, acc = 0.865000\n", "L = 37.605693, acc = 0.865000\n", "L = 37.591696, acc = 0.865000\n", @@ -3513,13 +3568,7 @@ "L = 26.234536, acc = 0.925000\n", "L = 26.181031, acc = 0.930000\n", "L = 26.127532, acc = 0.930000\n", - "L = 26.074040, acc = 0.930000\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + "L = 26.074040, acc = 0.930000\n", "L = 26.020557, acc = 0.930000\n", "L = 25.967084, acc = 0.930000\n", "L = 25.913625, acc = 0.930000\n", @@ -3632,7 +3681,13 @@ "L = 20.608844, acc = 0.945000\n", "L = 20.565752, acc = 0.945000\n", "L = 20.522815, acc = 0.945000\n", - "L = 20.480031, acc = 0.945000\n", + "L = 20.480031, acc = 0.945000\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "L = 20.437401, acc = 0.945000\n", "L = 20.394926, acc = 0.945000\n", "L = 20.352605, acc = 0.945000\n", @@ -3898,13 +3953,7 @@ "L = 13.840472, acc = 0.960000\n", "L = 13.827339, acc = 0.960000\n", "L = 13.814260, acc = 0.960000\n", - "L = 13.801233, acc = 0.960000\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + "L = 13.801233, acc = 0.960000\n", "L = 13.788259, acc = 0.960000\n", "L = 13.775337, acc = 0.960000\n", "L = 13.762467, acc = 0.965000\n", @@ -4080,7 +4129,13 @@ "L = 12.133365, acc = 0.965000\n", "L = 12.126180, acc = 0.965000\n", "L = 12.119015, acc = 0.965000\n", - "L = 12.111869, acc = 0.965000\n", + "L = 12.111869, acc = 0.965000\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "L = 12.104744, acc = 0.965000\n", "L = 12.097639, acc = 0.965000\n", "L = 12.090553, acc = 0.965000\n", @@ -4287,13 +4342,7 @@ "L = 10.966406, acc = 0.970000\n", "L = 10.961938, acc = 0.970000\n", "L = 10.957478, acc = 0.970000\n", - "L = 10.953026, acc = 0.970000\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + "L = 10.953026, acc = 0.970000\n", "L = 10.948583, acc = 0.970000\n", "L = 10.944149, acc = 0.970000\n", "L = 10.939723, acc = 0.970000\n", @@ -4527,7 +4576,13 @@ "L = 10.111122, acc = 0.965000\n", "L = 10.108146, acc = 0.965000\n", "L = 10.105175, acc = 0.965000\n", - "L = 10.102209, acc = 0.965000\n", + "L = 10.102209, acc = 0.965000\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "L = 10.099248, acc = 0.965000\n", "L = 10.096291, acc = 0.965000\n", "L = 10.093339, acc = 0.965000\n", @@ -4673,13 +4728,7 @@ "L = 9.722791, acc = 0.970000\n", "L = 9.720420, acc = 0.970000\n", "L = 9.718053, acc = 0.970000\n", - "L = 9.715689, acc = 0.970000\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + "L = 9.715689, acc = 0.970000\n", "L = 9.713328, acc = 0.970000\n", "L = 9.710971, acc = 0.970000\n", "L = 9.708618, acc = 0.970000\n", @@ -4824,12 +4873,12 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 13, "metadata": {}, "outputs": [ { "data": { - "image/png": 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\n", 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\n", 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\n", 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\n", 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" ] @@ -4871,27 +4920,27 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "## 9. 深入分析与问题" + "## 10. 深入分析与问题" ] }, { "cell_type": "code", - "execution_count": 11, + "execution_count": 14, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "[[0.03154963 0.97354996]\n", - " [0.30242346 0.68475421]\n", - " [0.84429554 0.17625119]\n", - " [0.04812804 0.95826417]\n", - " [0.04183504 0.96405488]\n", - " [0.80767817 0.17874873]\n", - " [0.05463129 0.94906635]\n", - " [0.83768873 0.14807047]\n", - " [0.05043638 0.95552076]]\n" + "[[0.01102277 0.98892257]\n", + " [0.13689246 0.86620671]\n", + " [0.97904664 0.02132821]\n", + " [0.01163523 0.98829983]\n", + " [0.00717948 0.99279357]\n", + " [0.95281465 0.04607736]\n", + " [0.01748735 0.98260651]\n", + " [0.97215654 0.0271742 ]\n", + " [0.03769688 0.96206663]]\n" ] } ], @@ -4906,10 +4955,10 @@ "metadata": {}, "source": [ "**问题**\n", - "1. 我们希望得到的每个类别的概率\n", + "1. 我们希望得到的每个类别的概率，如何实现？\n", "2. 如何做多分类问题？\n", "3. 如何能让神经网络更快的训练好？\n", - "4. 如何更好的构建网络的类定义，从而让神经网络的类支持更多的类型的处理层？" + "4. 如何更好的构建网络的类定义和接口设计，从而让神经网络的类支持更多的类型的处理层？" ] }, { @@ -4917,11 +4966,11 @@ "metadata": {}, "source": [ "## References\n", - "* 反向传播算法\n", - " * [零基础入门深度学习(3) - 神经网络和反向传播算法](https://www.zybuluo.com/hanbingtao/note/476663)\n", - " * [Neural Network Using Python and Numpy](https://www.python-course.eu/neural_networks_with_python_numpy.php)\n", - " * http://www.cedar.buffalo.edu/%7Esrihari/CSE574/Chap5/Chap5.3-BackProp.pdf\n", - " * https://mattmazur.com/2015/03/17/a-step-by-step-backpropagation-example/\n" + "\n", + "* [零基础入门深度学习(3) - 神经网络和反向传播算法](https://www.zybuluo.com/hanbingtao/note/476663)\n", + "* [Neural Network Using Python and Numpy](https://www.python-course.eu/neural_networks_with_python_numpy.php)\n", + "* http://www.cedar.buffalo.edu/%7Esrihari/CSE574/Chap5/Chap5.3-BackProp.pdf\n", + "* https://mattmazur.com/2015/03/17/a-step-by-step-backpropagation-example/\n" ] } ], diff --git a/6_pytorch/2_CNN/2-batch-normalization.ipynb b/6_pytorch/2_CNN/2-batch-normalization.ipynb index 0f4cd15..c3075ed 100644 --- a/6_pytorch/2_CNN/2-batch-normalization.ipynb +++ b/6_pytorch/2_CNN/2-batch-normalization.ipynb @@ -543,6 +543,14 @@ "source": [ "之后介绍一些著名的网络结构的时候，我们会慢慢认识到批标准化的重要性，使用 pytorch 能够非常方便地添加批标准化层" ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## References\n", + "* [透彻分析批归一化Batch Normalization强大作用](https://m.toutiaocdn.com/i6641764088760238595)" + ] } ], "metadata": { diff --git a/references_tips/构建深度神经网络的一些实战建议.md b/references_tips/构建深度神经网络的一些实战建议.md index dc6b6f9..e31d656 100644 --- a/references_tips/构建深度神经网络的一些实战建议.md +++ b/references_tips/构建深度神经网络的一些实战建议.md @@ -13,6 +13,7 @@ * Image Segmentation: Tips and Tricks from 39 Kaggle Competitions (2020) - https://neptune.ai/blog/image-segmentation-tips-and-tricks-from-kaggle-competitions - https://www.jiqizhixin.com/articles/2020-05-01 +* [透彻分析批归一化Batch Normalization强大作用](https://m.toutiaocdn.com/i6641764088760238595) ## 常见的一些tips