All Downloads are FREE. Search and download functionalities are using the official Maven repository.

org.sejda.sambox.pdmodel.font.encoding.SymbolEncoding Maven / Gradle / Ivy

Go to download

An Apache PDFBox fork intended to be used as PDF processor for Sejda and PDFsam related projects

There is a newer version: 3.0.21
Show newest version
/*
 * Licensed to the Apache Software Foundation (ASF) under one or more
 * contributor license agreements.  See the NOTICE file distributed with
 * this work for additional information regarding copyright ownership.
 * The ASF licenses this file to You under the Apache License, Version 2.0
 * (the "License"); you may not use this file except in compliance with
 * the License.  You may obtain a copy of the License at
 *
 *      http://www.apache.org/licenses/LICENSE-2.0
 *
 * Unless required by applicable law or agreed to in writing, software
 * distributed under the License is distributed on an "AS IS" BASIS,
 * WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
 * See the License for the specific language governing permissions and
 * limitations under the License.
 */
package org.sejda.sambox.pdmodel.font.encoding;

import org.sejda.sambox.cos.COSBase;
import org.sejda.sambox.cos.COSName;

/**
 * This is an interface to a text encoder.
 */
public class SymbolEncoding extends Encoding
{

    /**
     * Table of octal character codes and their corresponding names.
     */
    private static final Object[][] SYMBOL_ENCODING_TABLE = { { 0101, "Alpha" }, { 0102, "Beta" },
            { 0103, "Chi" }, { 0104, "Delta" }, { 0105, "Epsilon" }, { 0110, "Eta" },
            { 0240, "Euro" }, { 0107, "Gamma" }, { 0301, "Ifraktur" }, { 0111, "Iota" },
            { 0113, "Kappa" }, { 0114, "Lambda" }, { 0115, "Mu" }, { 0116, "Nu" },
            { 0127, "Omega" }, { 0117, "Omicron" }, { 0106, "Phi" }, { 0120, "Pi" },
            { 0131, "Psi" }, { 0302, "Rfraktur" }, { 0122, "Rho" }, { 0123, "Sigma" },
            { 0124, "Tau" }, { 0121, "Theta" }, { 0125, "Upsilon" }, { 0241, "Upsilon1" },
            { 0130, "Xi" }, { 0132, "Zeta" }, { 0300, "aleph" }, { 0141, "alpha" },
            { 0046, "ampersand" }, { 0320, "angle" }, { 0341, "angleleft" }, { 0361, "angleright" },
            { 0273, "approxequal" }, { 0253, "arrowboth" }, { 0333, "arrowdblboth" },
            { 0337, "arrowdbldown" }, { 0334, "arrowdblleft" }, { 0336, "arrowdblright" },
            { 0335, "arrowdblup" }, { 0257, "arrowdown" }, { 0276, "arrowhorizex" },
            { 0254, "arrowleft" }, { 0256, "arrowright" }, { 0255, "arrowup" },
            { 0275, "arrowvertex" }, { 0052, "asteriskmath" }, { 0174, "bar" }, { 0142, "beta" },
            { 0173, "braceleft" }, { 0175, "braceright" }, { 0354, "bracelefttp" },
            { 0355, "braceleftmid" }, { 0356, "braceleftbt" }, { 0374, "bracerighttp" },
            { 0375, "bracerightmid" }, { 0376, "bracerightbt" }, { 0357, "braceex" },
            { 0133, "bracketleft" }, { 0135, "bracketright" }, { 0351, "bracketlefttp" },
            { 0352, "bracketleftex" }, { 0353, "bracketleftbt" }, { 0371, "bracketrighttp" },
            { 0372, "bracketrightex" }, { 0373, "bracketrightbt" }, { 0267, "bullet" },
            { 0277, "carriagereturn" }, { 0143, "chi" }, { 0304, "circlemultiply" },
            { 0305, "circleplus" }, { 0247, "club" }, { 0072, "colon" }, { 0054, "comma" },
            { 0100, "congruent" }, { 0343, "copyrightsans" }, { 0323, "copyrightserif" },
            { 0260, "degree" }, { 0144, "delta" }, { 0250, "diamond" }, { 0270, "divide" },
            { 0327, "dotmath" }, { 0070, "eight" }, { 0316, "element" }, { 0274, "ellipsis" },
            { 0306, "emptyset" }, { 0145, "epsilon" }, { 0075, "equal" }, { 0272, "equivalence" },
            { 0150, "eta" }, { 0041, "exclam" }, { 0044, "existential" }, { 0065, "five" },
            { 0246, "florin" }, { 0064, "four" }, { 0244, "fraction" }, { 0147, "gamma" },
            { 0321, "gradient" }, { 0076, "greater" }, { 0263, "greaterequal" }, { 0251, "heart" },
            { 0245, "infinity" }, { 0362, "integral" }, { 0363, "integraltp" },
            { 0364, "integralex" }, { 0365, "integralbt" }, { 0307, "intersection" },
            { 0151, "iota" }, { 0153, "kappa" }, { 0154, "lambda" }, { 0074, "less" },
            { 0243, "lessequal" }, { 0331, "logicaland" }, { 0330, "logicalnot" },
            { 0332, "logicalor" }, { 0340, "lozenge" }, { 0055, "minus" }, { 0242, "minute" },
            { 0155, "mu" }, { 0264, "multiply" }, { 0071, "nine" }, { 0317, "notelement" },
            { 0271, "notequal" }, { 0313, "notsubset" }, { 0156, "nu" }, { 0043, "numbersign" },
            { 0167, "omega" }, { 0166, "omega1" }, { 0157, "omicron" }, { 0061, "one" },
            { 0050, "parenleft" }, { 0051, "parenright" }, { 0346, "parenlefttp" },
            { 0347, "parenleftex" }, { 0350, "parenleftbt" }, { 0366, "parenrighttp" },
            { 0367, "parenrightex" }, { 0370, "parenrightbt" }, { 0266, "partialdiff" },
            { 0045, "percent" }, { 0056, "period" }, { 0136, "perpendicular" }, { 0146, "phi" },
            { 0152, "phi1" }, { 0160, "pi" }, { 0053, "plus" }, { 0261, "plusminus" },
            { 0325, "product" }, { 0314, "propersubset" }, { 0311, "propersuperset" },
            { 0265, "proportional" }, { 0171, "psi" }, { 0077, "question" }, { 0326, "radical" },
            { 0140, "radicalex" }, { 0315, "reflexsubset" }, { 0312, "reflexsuperset" },
            { 0342, "registersans" }, { 0322, "registerserif" }, { 0162, "rho" },
            { 0262, "second" }, { 0073, "semicolon" }, { 0067, "seven" }, { 0163, "sigma" },
            { 0126, "sigma1" }, { 0176, "similar" }, { 0066, "six" }, { 0057, "slash" },
            { 0040, "space" }, { 0252, "spade" }, { 0047, "suchthat" }, { 0345, "summation" },
            { 0164, "tau" }, { 0134, "therefore" }, { 0161, "theta" }, { 0112, "theta1" },
            { 0063, "three" }, { 0344, "trademarksans" }, { 0324, "trademarkserif" },
            { 0062, "two" }, { 0137, "underscore" }, { 0310, "union" }, { 0042, "universal" },
            { 0165, "upsilon" }, { 0303, "weierstrass" }, { 0170, "xi" }, { 0060, "zero" },
            { 0172, "zeta" } };

    /**
     * Singleton instance of this class.
     */
    public static final SymbolEncoding INSTANCE = new SymbolEncoding();

    /**
     * Constructor.
     */
    public SymbolEncoding()
    {
        for (Object[] encodingEntry : SYMBOL_ENCODING_TABLE)
        {
            add((Integer) encodingEntry[CHAR_CODE], encodingEntry[CHAR_NAME].toString());
        }
    }

    @Override
    public COSBase getCOSObject()
    {
        return COSName.getPDFName("SymbolEncoding");
    }

    @Override
    public String getEncodingName()
    {
        return "SymbolEncoding";
    }
}




© 2015 - 2024 Weber Informatics LLC | Privacy Policy